%------------------------------------------------------------------------------ % File : SPASS---3.9 % Problem : MSC007-1.008 : TPTP v8.1.0. Released v1.0.0. % Transfm : none % Format : tptp % Command : run_spass %d %s % Computer : n011.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 600s % DateTime : Sun Jul 17 22:59:30 EDT 2022 % Result : Unsatisfiable 3.51s 3.70s % Output : Refutation 3.65s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.04/0.12 % Problem : MSC007-1.008 : TPTP v8.1.0. Released v1.0.0. % 0.04/0.13 % Command : run_spass %d %s % 0.13/0.34 % Computer : n011.cluster.edu % 0.13/0.34 % Model : x86_64 x86_64 % 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.13/0.34 % Memory : 8042.1875MB % 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64 % 0.13/0.34 % CPULimit : 300 % 0.13/0.34 % WCLimit : 600 % 0.13/0.34 % DateTime : Fri Jul 1 15:55:19 EDT 2022 % 0.13/0.34 % CPUTime : % 3.51/3.70 % 3.51/3.70 SPASS V 3.9 % 3.51/3.70 SPASS beiseite: Proof found. % 3.51/3.70 % SZS status Theorem % 3.51/3.70 Problem: /export/starexec/sandbox/benchmark/theBenchmark.p % 3.51/3.70 SPASS derived 79287 clauses, backtracked 228618 clauses, performed 5039 splits and kept 238782 clauses. % 3.51/3.70 SPASS allocated 97338 KBytes. % 3.51/3.70 SPASS spent 0:00:03.23 on the problem. % 3.51/3.70 0:00:00.04 for the input. % 3.51/3.70 0:00:00.00 for the FLOTTER CNF translation. % 3.51/3.70 0:00:00.00 for inferences. % 3.51/3.70 0:00:00.09 for the backtracking. % 3.51/3.70 0:00:02.84 for the reduction. % 3.51/3.70 % 3.51/3.70 % 3.51/3.70 Here is a proof with depth 6, length 67583 : % 3.51/3.70 % SZS output start Refutation % 3.51/3.70 1[0:Inp] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 2[0:Inp] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 3[0:Inp] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 4[0:Inp] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 5[0:Inp] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 6[0:Inp] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.70 7[0:Inp] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.70 8[0:Inp] || -> pigeon_8_in_hole_7 pigeon_8_in_hole_6 pigeon_8_in_hole_5 pigeon_8_in_hole_4 pigeon_8_in_hole_3 pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.51/3.70 9[0:Inp] || pigeon_2_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 10[0:Inp] || pigeon_3_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 11[0:Inp] || pigeon_4_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 12[0:Inp] || pigeon_5_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 13[0:Inp] || pigeon_6_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 14[0:Inp] || pigeon_7_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 15[0:Inp] || pigeon_8_in_hole_1+ pigeon_1_in_hole_1* -> . % 3.51/3.70 16[0:Inp] || pigeon_3_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 17[0:Inp] || pigeon_4_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 18[0:Inp] || pigeon_5_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 19[0:Inp] || pigeon_6_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 20[0:Inp] || pigeon_7_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 21[0:Inp] || pigeon_8_in_hole_1+ pigeon_2_in_hole_1* -> . % 3.51/3.70 22[0:Inp] || pigeon_4_in_hole_1+ pigeon_3_in_hole_1* -> . % 3.51/3.70 23[0:Inp] || pigeon_5_in_hole_1+ pigeon_3_in_hole_1* -> . % 3.51/3.70 24[0:Inp] || pigeon_6_in_hole_1+ pigeon_3_in_hole_1* -> . % 3.51/3.70 25[0:Inp] || pigeon_7_in_hole_1+ pigeon_3_in_hole_1* -> . % 3.51/3.70 26[0:Inp] || pigeon_8_in_hole_1+ pigeon_3_in_hole_1* -> . % 3.51/3.70 27[0:Inp] || pigeon_5_in_hole_1+ pigeon_4_in_hole_1* -> . % 3.51/3.70 28[0:Inp] || pigeon_6_in_hole_1+ pigeon_4_in_hole_1* -> . % 3.51/3.70 29[0:Inp] || pigeon_7_in_hole_1+ pigeon_4_in_hole_1* -> . % 3.51/3.70 30[0:Inp] || pigeon_8_in_hole_1+ pigeon_4_in_hole_1* -> . % 3.51/3.70 31[0:Inp] || pigeon_6_in_hole_1+ pigeon_5_in_hole_1* -> . % 3.51/3.70 32[0:Inp] || pigeon_7_in_hole_1+ pigeon_5_in_hole_1* -> . % 3.51/3.70 33[0:Inp] || pigeon_8_in_hole_1+ pigeon_5_in_hole_1* -> . % 3.51/3.70 34[0:Inp] || pigeon_7_in_hole_1+ pigeon_6_in_hole_1* -> . % 3.51/3.70 35[0:Inp] || pigeon_8_in_hole_1+ pigeon_6_in_hole_1* -> . % 3.51/3.70 36[0:Inp] || pigeon_8_in_hole_1+ pigeon_7_in_hole_1* -> . % 3.51/3.70 37[0:Inp] || pigeon_2_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 38[0:Inp] || pigeon_3_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 39[0:Inp] || pigeon_4_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 40[0:Inp] || pigeon_5_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 41[0:Inp] || pigeon_6_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 42[0:Inp] || pigeon_7_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 43[0:Inp] || pigeon_8_in_hole_2+ pigeon_1_in_hole_2* -> . % 3.51/3.70 44[0:Inp] || pigeon_3_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 45[0:Inp] || pigeon_4_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 46[0:Inp] || pigeon_5_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 47[0:Inp] || pigeon_6_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 48[0:Inp] || pigeon_7_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 49[0:Inp] || pigeon_8_in_hole_2+ pigeon_2_in_hole_2* -> . % 3.51/3.70 50[0:Inp] || pigeon_4_in_hole_2+ pigeon_3_in_hole_2* -> . % 3.51/3.70 51[0:Inp] || pigeon_5_in_hole_2+ pigeon_3_in_hole_2* -> . % 3.51/3.70 52[0:Inp] || pigeon_6_in_hole_2+ pigeon_3_in_hole_2* -> . % 3.51/3.70 53[0:Inp] || pigeon_7_in_hole_2+ pigeon_3_in_hole_2* -> . % 3.51/3.70 54[0:Inp] || pigeon_8_in_hole_2+ pigeon_3_in_hole_2* -> . % 3.51/3.70 55[0:Inp] || pigeon_5_in_hole_2+ pigeon_4_in_hole_2* -> . % 3.51/3.70 56[0:Inp] || pigeon_6_in_hole_2+ pigeon_4_in_hole_2* -> . % 3.51/3.70 57[0:Inp] || pigeon_7_in_hole_2+ pigeon_4_in_hole_2* -> . % 3.51/3.70 58[0:Inp] || pigeon_8_in_hole_2+ pigeon_4_in_hole_2* -> . % 3.51/3.70 59[0:Inp] || pigeon_6_in_hole_2+ pigeon_5_in_hole_2* -> . % 3.51/3.70 60[0:Inp] || pigeon_7_in_hole_2+ pigeon_5_in_hole_2* -> . % 3.51/3.70 61[0:Inp] || pigeon_8_in_hole_2+ pigeon_5_in_hole_2* -> . % 3.51/3.70 62[0:Inp] || pigeon_7_in_hole_2+ pigeon_6_in_hole_2* -> . % 3.51/3.70 63[0:Inp] || pigeon_8_in_hole_2+ pigeon_6_in_hole_2* -> . % 3.51/3.70 64[0:Inp] || pigeon_8_in_hole_2+ pigeon_7_in_hole_2* -> . % 3.51/3.70 65[0:Inp] || pigeon_2_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 66[0:Inp] || pigeon_3_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 67[0:Inp] || pigeon_4_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 68[0:Inp] || pigeon_5_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 69[0:Inp] || pigeon_6_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 70[0:Inp] || pigeon_7_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 71[0:Inp] || pigeon_8_in_hole_3+ pigeon_1_in_hole_3* -> . % 3.51/3.70 72[0:Inp] || pigeon_3_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 73[0:Inp] || pigeon_4_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 74[0:Inp] || pigeon_5_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 75[0:Inp] || pigeon_6_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 76[0:Inp] || pigeon_7_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 77[0:Inp] || pigeon_8_in_hole_3+ pigeon_2_in_hole_3* -> . % 3.51/3.70 78[0:Inp] || pigeon_4_in_hole_3+ pigeon_3_in_hole_3* -> . % 3.51/3.70 79[0:Inp] || pigeon_5_in_hole_3+ pigeon_3_in_hole_3* -> . % 3.51/3.70 80[0:Inp] || pigeon_6_in_hole_3+ pigeon_3_in_hole_3* -> . % 3.51/3.70 81[0:Inp] || pigeon_7_in_hole_3+ pigeon_3_in_hole_3* -> . % 3.51/3.70 82[0:Inp] || pigeon_8_in_hole_3+ pigeon_3_in_hole_3* -> . % 3.51/3.70 83[0:Inp] || pigeon_5_in_hole_3+ pigeon_4_in_hole_3* -> . % 3.51/3.70 84[0:Inp] || pigeon_6_in_hole_3+ pigeon_4_in_hole_3* -> . % 3.51/3.70 85[0:Inp] || pigeon_7_in_hole_3+ pigeon_4_in_hole_3* -> . % 3.51/3.70 86[0:Inp] || pigeon_8_in_hole_3+ pigeon_4_in_hole_3* -> . % 3.51/3.70 87[0:Inp] || pigeon_6_in_hole_3+ pigeon_5_in_hole_3* -> . % 3.51/3.70 88[0:Inp] || pigeon_7_in_hole_3+ pigeon_5_in_hole_3* -> . % 3.51/3.70 89[0:Inp] || pigeon_8_in_hole_3+ pigeon_5_in_hole_3* -> . % 3.51/3.70 90[0:Inp] || pigeon_7_in_hole_3+ pigeon_6_in_hole_3* -> . % 3.51/3.70 91[0:Inp] || pigeon_8_in_hole_3+ pigeon_6_in_hole_3* -> . % 3.51/3.70 92[0:Inp] || pigeon_8_in_hole_3+ pigeon_7_in_hole_3* -> . % 3.51/3.70 93[0:Inp] || pigeon_2_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 94[0:Inp] || pigeon_3_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 95[0:Inp] || pigeon_4_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 96[0:Inp] || pigeon_5_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 97[0:Inp] || pigeon_6_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 98[0:Inp] || pigeon_7_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 99[0:Inp] || pigeon_8_in_hole_4+ pigeon_1_in_hole_4* -> . % 3.51/3.70 100[0:Inp] || pigeon_3_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 101[0:Inp] || pigeon_4_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 102[0:Inp] || pigeon_5_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 103[0:Inp] || pigeon_6_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 104[0:Inp] || pigeon_7_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 105[0:Inp] || pigeon_8_in_hole_4+ pigeon_2_in_hole_4* -> . % 3.51/3.70 106[0:Inp] || pigeon_4_in_hole_4+ pigeon_3_in_hole_4* -> . % 3.51/3.70 107[0:Inp] || pigeon_5_in_hole_4+ pigeon_3_in_hole_4* -> . % 3.51/3.70 108[0:Inp] || pigeon_6_in_hole_4+ pigeon_3_in_hole_4* -> . % 3.51/3.70 109[0:Inp] || pigeon_7_in_hole_4+ pigeon_3_in_hole_4* -> . % 3.51/3.70 110[0:Inp] || pigeon_8_in_hole_4+ pigeon_3_in_hole_4* -> . % 3.51/3.70 111[0:Inp] || pigeon_5_in_hole_4+ pigeon_4_in_hole_4* -> . % 3.51/3.70 112[0:Inp] || pigeon_6_in_hole_4+ pigeon_4_in_hole_4* -> . % 3.51/3.70 113[0:Inp] || pigeon_7_in_hole_4+ pigeon_4_in_hole_4* -> . % 3.51/3.70 114[0:Inp] || pigeon_8_in_hole_4+ pigeon_4_in_hole_4* -> . % 3.51/3.70 115[0:Inp] || pigeon_6_in_hole_4+ pigeon_5_in_hole_4* -> . % 3.51/3.70 116[0:Inp] || pigeon_7_in_hole_4+ pigeon_5_in_hole_4* -> . % 3.51/3.70 117[0:Inp] || pigeon_8_in_hole_4+ pigeon_5_in_hole_4* -> . % 3.51/3.70 118[0:Inp] || pigeon_7_in_hole_4+ pigeon_6_in_hole_4* -> . % 3.51/3.70 119[0:Inp] || pigeon_8_in_hole_4+ pigeon_6_in_hole_4* -> . % 3.51/3.70 120[0:Inp] || pigeon_8_in_hole_4+ pigeon_7_in_hole_4* -> . % 3.51/3.70 121[0:Inp] || pigeon_2_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 122[0:Inp] || pigeon_3_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 123[0:Inp] || pigeon_4_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 124[0:Inp] || pigeon_5_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 125[0:Inp] || pigeon_6_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 126[0:Inp] || pigeon_7_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 127[0:Inp] || pigeon_8_in_hole_5+ pigeon_1_in_hole_5* -> . % 3.51/3.70 128[0:Inp] || pigeon_3_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 129[0:Inp] || pigeon_4_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 130[0:Inp] || pigeon_5_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 131[0:Inp] || pigeon_6_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 132[0:Inp] || pigeon_7_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 133[0:Inp] || pigeon_8_in_hole_5+ pigeon_2_in_hole_5* -> . % 3.51/3.70 134[0:Inp] || pigeon_4_in_hole_5+ pigeon_3_in_hole_5* -> . % 3.51/3.70 135[0:Inp] || pigeon_5_in_hole_5+ pigeon_3_in_hole_5* -> . % 3.51/3.70 136[0:Inp] || pigeon_6_in_hole_5+ pigeon_3_in_hole_5* -> . % 3.51/3.70 137[0:Inp] || pigeon_7_in_hole_5+ pigeon_3_in_hole_5* -> . % 3.51/3.70 138[0:Inp] || pigeon_8_in_hole_5+ pigeon_3_in_hole_5* -> . % 3.51/3.70 139[0:Inp] || pigeon_5_in_hole_5+ pigeon_4_in_hole_5* -> . % 3.51/3.70 140[0:Inp] || pigeon_6_in_hole_5+ pigeon_4_in_hole_5* -> . % 3.51/3.70 141[0:Inp] || pigeon_7_in_hole_5+ pigeon_4_in_hole_5* -> . % 3.51/3.70 142[0:Inp] || pigeon_8_in_hole_5+ pigeon_4_in_hole_5* -> . % 3.51/3.70 143[0:Inp] || pigeon_6_in_hole_5+ pigeon_5_in_hole_5* -> . % 3.51/3.70 144[0:Inp] || pigeon_7_in_hole_5+ pigeon_5_in_hole_5* -> . % 3.51/3.70 145[0:Inp] || pigeon_8_in_hole_5+ pigeon_5_in_hole_5* -> . % 3.51/3.70 146[0:Inp] || pigeon_7_in_hole_5+ pigeon_6_in_hole_5* -> . % 3.51/3.70 147[0:Inp] || pigeon_8_in_hole_5+ pigeon_6_in_hole_5* -> . % 3.51/3.70 148[0:Inp] || pigeon_8_in_hole_5+ pigeon_7_in_hole_5* -> . % 3.51/3.70 149[0:Inp] || pigeon_2_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 150[0:Inp] || pigeon_3_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 151[0:Inp] || pigeon_4_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 152[0:Inp] || pigeon_5_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 153[0:Inp] || pigeon_6_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 154[0:Inp] || pigeon_7_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 155[0:Inp] || pigeon_8_in_hole_6+ pigeon_1_in_hole_6* -> . % 3.51/3.70 156[0:Inp] || pigeon_3_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 157[0:Inp] || pigeon_4_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 158[0:Inp] || pigeon_5_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 159[0:Inp] || pigeon_6_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 160[0:Inp] || pigeon_7_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 161[0:Inp] || pigeon_8_in_hole_6+ pigeon_2_in_hole_6* -> . % 3.51/3.70 162[0:Inp] || pigeon_4_in_hole_6+ pigeon_3_in_hole_6* -> . % 3.51/3.70 163[0:Inp] || pigeon_5_in_hole_6+ pigeon_3_in_hole_6* -> . % 3.51/3.70 164[0:Inp] || pigeon_6_in_hole_6+ pigeon_3_in_hole_6* -> . % 3.51/3.70 165[0:Inp] || pigeon_7_in_hole_6+ pigeon_3_in_hole_6* -> . % 3.51/3.70 166[0:Inp] || pigeon_8_in_hole_6+ pigeon_3_in_hole_6* -> . % 3.51/3.70 167[0:Inp] || pigeon_5_in_hole_6+ pigeon_4_in_hole_6* -> . % 3.51/3.70 168[0:Inp] || pigeon_6_in_hole_6+ pigeon_4_in_hole_6* -> . % 3.51/3.70 169[0:Inp] || pigeon_7_in_hole_6+ pigeon_4_in_hole_6* -> . % 3.51/3.70 170[0:Inp] || pigeon_8_in_hole_6+ pigeon_4_in_hole_6* -> . % 3.51/3.70 171[0:Inp] || pigeon_6_in_hole_6+ pigeon_5_in_hole_6* -> . % 3.51/3.70 172[0:Inp] || pigeon_7_in_hole_6+ pigeon_5_in_hole_6* -> . % 3.51/3.70 173[0:Inp] || pigeon_8_in_hole_6+ pigeon_5_in_hole_6* -> . % 3.51/3.70 174[0:Inp] || pigeon_7_in_hole_6+ pigeon_6_in_hole_6* -> . % 3.51/3.70 175[0:Inp] || pigeon_8_in_hole_6+ pigeon_6_in_hole_6* -> . % 3.51/3.70 176[0:Inp] || pigeon_8_in_hole_6+ pigeon_7_in_hole_6* -> . % 3.51/3.70 177[0:Inp] || pigeon_2_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 178[0:Inp] || pigeon_3_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 179[0:Inp] || pigeon_4_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 180[0:Inp] || pigeon_5_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 181[0:Inp] || pigeon_6_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 182[0:Inp] || pigeon_7_in_hole_7+ pigeon_1_in_hole_7* -> . % 3.51/3.70 183[0:Inp] || pigeon_8_in_hole_7 pigeon_1_in_hole_7* -> . % 3.51/3.70 184[0:Inp] || pigeon_3_in_hole_7+ pigeon_2_in_hole_7* -> . % 3.51/3.70 185[0:Inp] || pigeon_4_in_hole_7+ pigeon_2_in_hole_7* -> . % 3.51/3.70 186[0:Inp] || pigeon_5_in_hole_7+ pigeon_2_in_hole_7* -> . % 3.51/3.70 187[0:Inp] || pigeon_6_in_hole_7+ pigeon_2_in_hole_7* -> . % 3.51/3.70 188[0:Inp] || pigeon_7_in_hole_7+ pigeon_2_in_hole_7* -> . % 3.51/3.70 189[0:Inp] || pigeon_8_in_hole_7 pigeon_2_in_hole_7* -> . % 3.51/3.70 190[0:Inp] || pigeon_4_in_hole_7+ pigeon_3_in_hole_7* -> . % 3.51/3.70 191[0:Inp] || pigeon_5_in_hole_7+ pigeon_3_in_hole_7* -> . % 3.51/3.70 192[0:Inp] || pigeon_6_in_hole_7+ pigeon_3_in_hole_7* -> . % 3.51/3.70 193[0:Inp] || pigeon_7_in_hole_7+ pigeon_3_in_hole_7* -> . % 3.51/3.70 194[0:Inp] || pigeon_8_in_hole_7 pigeon_3_in_hole_7* -> . % 3.51/3.70 195[0:Inp] || pigeon_5_in_hole_7+ pigeon_4_in_hole_7* -> . % 3.51/3.70 196[0:Inp] || pigeon_6_in_hole_7+ pigeon_4_in_hole_7* -> . % 3.51/3.70 197[0:Inp] || pigeon_7_in_hole_7+ pigeon_4_in_hole_7* -> . % 3.51/3.70 198[0:Inp] || pigeon_8_in_hole_7 pigeon_4_in_hole_7* -> . % 3.51/3.70 199[0:Inp] || pigeon_6_in_hole_7+ pigeon_5_in_hole_7* -> . % 3.51/3.70 200[0:Inp] || pigeon_7_in_hole_7+ pigeon_5_in_hole_7* -> . % 3.51/3.70 201[0:Inp] || pigeon_8_in_hole_7 pigeon_5_in_hole_7* -> . % 3.51/3.70 202[0:Inp] || pigeon_7_in_hole_7+ pigeon_6_in_hole_7* -> . % 3.51/3.70 203[0:Inp] || pigeon_8_in_hole_7 pigeon_6_in_hole_7* -> . % 3.51/3.70 204[0:Inp] || pigeon_8_in_hole_7 pigeon_7_in_hole_7* -> . % 3.51/3.70 205[1:Spt:8.0] || -> pigeon_8_in_hole_7*. % 3.51/3.70 206[1:MRR:204.0,205.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.70 207[1:MRR:203.0,205.0] || pigeon_6_in_hole_7*+ -> . % 3.51/3.70 208[1:MRR:201.0,205.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.70 209[1:MRR:198.0,205.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.70 210[1:MRR:194.0,205.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.70 211[1:MRR:189.0,205.0] || pigeon_2_in_hole_7*+ -> . % 3.51/3.70 212[1:MRR:183.0,205.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.70 213[1:MRR:7.0,206.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.70 214[1:MRR:6.0,207.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.70 215[1:MRR:5.0,208.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 216[1:MRR:4.0,209.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 217[1:MRR:3.0,210.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 218[1:MRR:2.0,211.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 219[1:MRR:1.0,212.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 220[2:Spt:213.0] || -> pigeon_7_in_hole_6*. % 3.51/3.70 222[2:MRR:174.0,220.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.70 223[2:MRR:172.0,220.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.70 224[2:MRR:169.0,220.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.70 225[2:MRR:165.0,220.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.70 226[2:MRR:160.0,220.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.70 227[2:MRR:154.0,220.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.70 228[2:MRR:214.0,222.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.70 229[2:MRR:215.0,223.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 230[2:MRR:216.0,224.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 231[2:MRR:217.0,225.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 232[2:MRR:218.0,226.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 233[2:MRR:219.0,227.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 234[3:Spt:228.0] || -> pigeon_6_in_hole_5*. % 3.51/3.70 237[3:MRR:143.0,234.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 238[3:MRR:140.0,234.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 239[3:MRR:136.0,234.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 240[3:MRR:131.0,234.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 241[3:MRR:125.0,234.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.70 242[3:MRR:229.0,237.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 243[3:MRR:230.0,238.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 244[3:MRR:231.0,239.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 245[3:MRR:232.0,240.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 246[3:MRR:233.0,241.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 247[4:Spt:242.0] || -> pigeon_5_in_hole_4*. % 3.51/3.70 251[4:MRR:111.0,247.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 252[4:MRR:107.0,247.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 253[4:MRR:102.0,247.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 254[4:MRR:96.0,247.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 255[4:MRR:243.0,251.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 256[4:MRR:244.0,252.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 257[4:MRR:245.0,253.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 258[4:MRR:246.0,254.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 259[5:Spt:255.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 264[5:MRR:78.0,259.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 265[5:MRR:73.0,259.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 266[5:MRR:67.0,259.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 267[5:MRR:256.0,264.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 268[5:MRR:257.0,265.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 269[5:MRR:258.0,266.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 270[6:Spt:267.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 276[6:MRR:44.0,270.0] || pigeon_2_in_hole_2* -> . % 3.51/3.70 277[6:MRR:38.0,270.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 278[6:MRR:268.0,276.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 285[6:MRR:9.0,278.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 286[6:MRR:269.0,277.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 293[6:MRR:285.0,286.0] || -> . % 3.51/3.70 294[6:Spt:293.0,267.0,270.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 295[6:Spt:293.0,267.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 296[6:MRR:16.0,295.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 297[6:MRR:268.1,296.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 303[6:MRR:37.0,297.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 304[6:MRR:269.0,303.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 305[6:MRR:10.0,10.1,295.0,304.0] || -> . % 3.51/3.70 311[5:Spt:305.0,255.0,259.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 312[5:Spt:305.0,255.1,255.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 313[6:Spt:312.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 314[6:MRR:50.0,313.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 315[6:MRR:45.0,313.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 320[6:MRR:39.0,313.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 321[6:MRR:256.1,314.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.70 322[6:MRR:257.1,315.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 323[6:MRR:258.1,320.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.70 324[7:Spt:321.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 329[7:MRR:72.0,324.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 330[7:MRR:66.0,324.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 331[7:MRR:322.0,329.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 333[7:MRR:9.0,331.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 339[7:MRR:323.0,330.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 346[7:MRR:333.0,339.0] || -> . % 3.51/3.70 347[7:Spt:346.0,321.0,324.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 348[7:Spt:346.0,321.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 349[7:MRR:16.0,348.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 350[7:MRR:322.1,349.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 355[7:MRR:65.0,350.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 356[7:MRR:323.0,355.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 362[7:MRR:10.0,10.1,348.0,356.0] || -> . % 3.51/3.70 363[6:Spt:362.0,312.0,313.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 364[6:Spt:362.0,312.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 365[6:MRR:17.0,364.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.70 366[6:MRR:257.2,365.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 367[6:MRR:11.0,364.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 368[6:MRR:258.2,367.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.70 369[6:MRR:22.0,364.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 370[6:MRR:256.2,369.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.70 375[7:Spt:366.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 376[7:MRR:72.1,375.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 377[7:MRR:65.0,375.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 382[7:MRR:370.0,376.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 383[7:MRR:38.0,382.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 389[7:MRR:368.0,377.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 395[7:MRR:383.0,389.0] || -> . % 3.51/3.70 396[7:Spt:395.0,366.0,375.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 397[7:Spt:395.0,366.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 398[7:MRR:44.1,397.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 399[7:MRR:370.1,398.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 400[7:MRR:66.0,399.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 405[7:MRR:368.0,400.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 410[7:MRR:37.0,37.1,397.0,405.0] || -> . % 3.51/3.70 411[4:Spt:410.0,242.0,247.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.70 412[4:Spt:410.0,242.1,242.2,242.3] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 413[5:Spt:412.0] || -> pigeon_5_in_hole_3*. % 3.51/3.70 414[5:MRR:74.0,413.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 415[5:MRR:79.0,413.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 416[5:MRR:68.0,413.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 420[5:MRR:83.0,413.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 421[5:MRR:245.1,414.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 422[5:MRR:244.1,415.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 423[5:MRR:246.1,416.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 424[5:MRR:243.1,420.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 425[6:Spt:421.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 429[6:MRR:101.1,425.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 430[6:MRR:100.1,425.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 431[6:MRR:93.0,425.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 432[6:MRR:424.0,429.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 433[6:MRR:422.0,430.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 434[6:MRR:423.0,431.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 435[7:Spt:432.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 436[7:MRR:39.0,435.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 442[7:MRR:50.0,435.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 443[7:MRR:434.0,436.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 450[7:MRR:10.1,443.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 451[7:MRR:433.0,442.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 458[7:MRR:450.0,451.0] || -> . % 3.51/3.70 459[7:Spt:458.0,432.0,435.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 460[7:Spt:458.0,432.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 461[7:MRR:11.0,460.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 462[7:MRR:434.1,461.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 463[7:MRR:38.1,462.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 469[7:MRR:433.0,463.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 474[7:MRR:22.0,22.1,460.0,469.0] || -> . % 3.51/3.70 476[6:Spt:474.0,421.0,425.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 477[6:Spt:474.0,421.1,421.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 478[7:Spt:477.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 479[7:MRR:45.1,478.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 480[7:MRR:37.0,478.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 485[7:MRR:44.1,478.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 486[7:MRR:424.1,479.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.70 487[7:MRR:423.1,480.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.70 488[7:MRR:422.1,485.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.70 489[8:Spt:486.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 493[8:MRR:106.0,489.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 494[8:MRR:95.0,489.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 495[8:MRR:488.0,493.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 496[8:MRR:10.0,495.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 503[8:MRR:487.0,494.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 510[8:MRR:496.0,503.0] || -> . % 3.51/3.70 511[8:Spt:510.0,486.0,489.0] || pigeon_4_in_hole_4* -> . % 3.51/3.70 512[8:Spt:510.0,486.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 513[8:MRR:22.0,512.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 514[8:MRR:488.1,513.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 518[8:MRR:94.0,514.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 519[8:MRR:487.0,518.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 525[8:MRR:11.0,11.1,512.0,519.0] || -> . % 3.51/3.70 526[7:Spt:525.0,477.0,478.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 527[7:Spt:525.0,477.1] || -> pigeon_2_in_hole_1*. % 3.51/3.70 528[7:MRR:16.1,527.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.70 529[7:MRR:422.2,528.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.70 530[7:MRR:9.0,527.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 531[7:MRR:423.2,530.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.70 536[7:MRR:17.1,527.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 537[7:MRR:424.2,536.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.70 538[8:Spt:529.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 539[8:MRR:106.1,538.0] || pigeon_4_in_hole_4* -> . % 3.51/3.70 540[8:MRR:94.0,538.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 544[8:MRR:537.0,539.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 550[8:MRR:39.0,544.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 551[8:MRR:531.0,540.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 557[8:MRR:550.0,551.0] || -> . % 3.51/3.70 558[8:Spt:557.0,529.0,538.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 559[8:Spt:557.0,529.1] || -> pigeon_3_in_hole_2*. % 3.51/3.70 560[8:MRR:50.1,559.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 561[8:MRR:537.1,560.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 562[8:MRR:95.0,561.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 566[8:MRR:531.0,562.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 567[8:MRR:38.0,38.1,559.0,566.0] || -> . % 3.51/3.70 572[5:Spt:567.0,412.0,413.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 573[5:Spt:567.0,412.1,412.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 574[6:Spt:573.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 575[6:MRR:55.0,574.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 576[6:MRR:40.0,574.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 577[6:MRR:51.0,574.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 581[6:MRR:46.0,574.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 582[6:MRR:243.2,575.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.70 583[6:MRR:246.2,576.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.70 584[6:MRR:244.2,577.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.70 585[6:MRR:245.2,581.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 586[7:Spt:582.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 587[7:MRR:106.0,586.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 591[7:MRR:95.0,586.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 592[7:MRR:101.0,586.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 593[7:MRR:584.0,587.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.70 594[7:MRR:583.0,591.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.70 595[7:MRR:585.0,592.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 596[8:Spt:593.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 597[8:MRR:72.0,596.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 601[8:MRR:66.0,596.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 603[8:MRR:595.0,597.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 605[8:MRR:9.0,603.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 611[8:MRR:594.0,601.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 618[8:MRR:605.0,611.0] || -> . % 3.51/3.70 619[8:Spt:618.0,593.0,596.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 620[8:Spt:618.0,593.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 621[8:MRR:16.0,620.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 622[8:MRR:595.1,621.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 626[8:MRR:65.0,622.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 628[8:MRR:594.0,626.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 634[8:MRR:10.0,10.1,620.0,628.0] || -> . % 3.51/3.70 635[7:Spt:634.0,582.0,586.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 636[7:Spt:634.0,582.1,582.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.70 637[8:Spt:636.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 638[8:MRR:78.0,637.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 639[8:MRR:73.0,637.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 643[8:MRR:67.0,637.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 644[8:MRR:584.1,638.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.70 645[8:MRR:585.1,639.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.70 646[8:MRR:583.1,643.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.70 647[9:Spt:644.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 651[9:MRR:94.0,647.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 652[9:MRR:100.0,647.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 653[9:MRR:646.0,651.0] || -> pigeon_1_in_hole_1*. % 3.51/3.70 654[9:MRR:9.1,653.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 661[9:MRR:645.0,652.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 668[9:MRR:654.0,661.0] || -> . % 3.51/3.70 669[9:Spt:668.0,644.0,647.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 670[9:Spt:668.0,644.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 671[9:MRR:10.0,670.0] || pigeon_1_in_hole_1* -> . % 3.51/3.70 672[9:MRR:646.1,671.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 676[9:MRR:93.1,672.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 677[9:MRR:645.0,676.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 683[9:MRR:16.0,16.1,670.0,677.0] || -> . % 3.51/3.70 684[8:Spt:683.0,636.0,637.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 685[8:Spt:683.0,636.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 686[8:MRR:11.0,685.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.70 687[8:MRR:583.2,686.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.70 688[8:MRR:17.0,685.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 689[8:MRR:585.2,688.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.70 690[8:MRR:22.0,685.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 691[8:MRR:584.2,690.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.70 696[9:Spt:687.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 697[9:MRR:94.1,696.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 698[9:MRR:93.1,696.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 702[9:MRR:691.0,697.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 707[9:MRR:72.0,702.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 708[9:MRR:689.0,698.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 713[9:MRR:707.0,708.0] || -> . % 3.51/3.70 714[9:Spt:713.0,687.0,696.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 715[9:Spt:713.0,687.1] || -> pigeon_1_in_hole_3*. % 3.51/3.70 716[9:MRR:66.1,715.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 717[9:MRR:691.1,716.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 718[9:MRR:100.0,717.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 722[9:MRR:689.0,718.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 726[9:MRR:65.0,65.1,722.0,715.0] || -> . % 3.51/3.70 727[6:Spt:726.0,573.0,574.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.70 728[6:Spt:726.0,573.1] || -> pigeon_5_in_hole_1*. % 3.51/3.70 729[6:MRR:12.0,728.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.70 730[6:MRR:18.0,728.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.70 731[6:MRR:27.0,728.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.70 732[6:MRR:23.0,728.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.70 736[6:MRR:243.3,731.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.70 737[6:MRR:246.3,729.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.70 738[6:MRR:244.3,732.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.70 739[6:MRR:245.3,730.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 740[7:Spt:736.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 741[7:MRR:101.0,740.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 742[7:MRR:95.0,740.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 746[7:MRR:106.0,740.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 747[7:MRR:739.0,741.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 748[7:MRR:737.0,742.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.70 749[7:MRR:738.0,746.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.70 750[8:Spt:747.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 751[8:MRR:72.1,750.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 755[8:MRR:65.0,750.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 757[8:MRR:749.0,751.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 759[8:MRR:38.0,757.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 764[8:MRR:748.0,755.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 770[8:MRR:759.0,764.0] || -> . % 3.51/3.70 771[8:Spt:770.0,747.0,750.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 772[8:Spt:770.0,747.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 773[8:MRR:44.1,772.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 774[8:MRR:749.1,773.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 775[8:MRR:66.0,774.0] || pigeon_1_in_hole_3* -> . % 3.51/3.70 780[8:MRR:748.0,775.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 781[8:MRR:37.0,37.1,772.0,780.0] || -> . % 3.51/3.70 786[7:Spt:781.0,736.0,740.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 787[7:Spt:781.0,736.1,736.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.70 788[8:Spt:787.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 789[8:MRR:73.0,788.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 790[8:MRR:78.0,788.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 794[8:MRR:67.0,788.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 795[8:MRR:739.1,789.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.70 796[8:MRR:738.1,790.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.70 797[8:MRR:737.1,794.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.70 798[9:Spt:795.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 799[9:MRR:93.0,798.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 800[9:MRR:100.1,798.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 804[9:MRR:797.0,799.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 805[9:MRR:38.1,804.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 811[9:MRR:796.0,800.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 817[9:MRR:805.0,811.0] || -> . % 3.51/3.70 818[9:Spt:817.0,795.0,798.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 819[9:Spt:817.0,795.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 820[9:MRR:37.0,819.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 821[9:MRR:797.1,820.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 825[9:MRR:94.1,821.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 826[9:MRR:796.0,825.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 831[9:MRR:44.0,44.1,826.0,819.0] || -> . % 3.51/3.70 832[8:Spt:831.0,787.0,788.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 833[8:Spt:831.0,787.1] || -> pigeon_4_in_hole_2*. % 3.51/3.70 834[8:MRR:39.0,833.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 835[8:MRR:737.2,834.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.70 836[8:MRR:50.0,833.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 837[8:MRR:738.2,836.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.70 838[8:MRR:45.0,833.0] || pigeon_2_in_hole_2* -> . % 3.51/3.70 839[8:MRR:739.2,838.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.70 843[9:Spt:835.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 844[9:MRR:93.1,843.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 845[9:MRR:94.1,843.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 849[9:MRR:839.0,844.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 854[9:MRR:72.1,849.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 855[9:MRR:837.0,845.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 860[9:MRR:854.0,855.0] || -> . % 3.51/3.70 861[9:Spt:860.0,835.0,843.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 862[9:Spt:860.0,835.1] || -> pigeon_1_in_hole_3*. % 3.51/3.70 863[9:MRR:65.1,862.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 864[9:MRR:839.1,863.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 868[9:MRR:100.1,864.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 869[9:MRR:837.0,868.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 870[9:MRR:66.0,66.1,869.0,862.0] || -> . % 3.51/3.70 874[3:Spt:870.0,228.0,234.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.70 875[3:Spt:870.0,228.1,228.2,228.3,228.4] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.70 876[4:Spt:875.0] || -> pigeon_6_in_hole_4*. % 3.51/3.70 877[4:MRR:97.0,876.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 878[4:MRR:103.0,876.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 879[4:MRR:108.0,876.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 882[4:MRR:112.0,876.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 883[4:MRR:115.0,876.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.70 884[4:MRR:233.1,877.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 885[4:MRR:232.1,878.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 886[4:MRR:231.1,879.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 887[4:MRR:230.1,882.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 888[4:MRR:229.1,883.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 889[5:Spt:884.1] || -> pigeon_1_in_hole_3*. % 3.51/3.70 890[5:MRR:65.1,889.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 891[5:MRR:66.1,889.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 895[5:MRR:67.1,889.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 896[5:MRR:68.1,889.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 897[5:MRR:885.1,890.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 898[5:MRR:886.1,891.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 899[5:MRR:887.1,895.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 900[5:MRR:888.1,896.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 901[6:Spt:897.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 903[6:MRR:44.1,901.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 904[6:MRR:45.1,901.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 908[6:MRR:46.1,901.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.70 909[6:MRR:898.1,903.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.70 910[6:MRR:899.1,904.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.70 911[6:MRR:900.1,908.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.70 912[7:Spt:909.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 915[7:MRR:22.1,912.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 916[7:MRR:23.1,912.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 920[7:MRR:910.1,915.0] || -> pigeon_4_in_hole_5*. % 3.51/3.70 923[7:MRR:139.1,920.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 927[7:MRR:911.1,916.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 933[7:MRR:923.0,927.0] || -> . % 3.51/3.70 934[7:Spt:933.0,909.1,912.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 935[7:Spt:933.0,909.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 936[7:MRR:134.1,935.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 937[7:MRR:910.0,936.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 940[7:MRR:27.1,937.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 944[7:MRR:911.1,940.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 947[7:MRR:135.0,135.1,944.0,935.0] || -> . % 3.51/3.70 950[6:Spt:947.0,897.1,901.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 951[6:Spt:947.0,897.0,897.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.70 952[7:Spt:951.0] || -> pigeon_2_in_hole_5*. % 3.51/3.70 953[7:MRR:129.1,952.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 954[7:MRR:130.1,952.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 957[7:MRR:128.1,952.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 959[7:MRR:899.0,953.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 960[7:MRR:900.0,954.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 961[7:MRR:898.0,957.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 962[8:Spt:959.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 964[8:MRR:50.0,962.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 968[8:MRR:55.1,962.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 969[8:MRR:961.0,964.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 973[8:MRR:23.1,969.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 977[8:MRR:960.0,968.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 984[8:MRR:973.0,977.0] || -> . % 3.51/3.70 985[8:Spt:984.0,959.0,962.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 986[8:Spt:984.0,959.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 987[8:MRR:22.0,986.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 988[8:MRR:961.1,987.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 993[8:MRR:51.1,988.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 994[8:MRR:960.0,993.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1000[8:MRR:27.0,27.1,994.0,986.0] || -> . % 3.51/3.70 1001[7:Spt:1000.0,951.0,952.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1002[7:Spt:1000.0,951.1] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1003[7:MRR:16.1,1002.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.70 1004[7:MRR:898.2,1003.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.70 1005[7:MRR:18.1,1002.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1006[7:MRR:900.2,1005.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.70 1010[7:MRR:17.1,1002.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1011[7:MRR:899.2,1010.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.70 1013[8:Spt:1004.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 1014[8:MRR:134.1,1013.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1015[8:MRR:135.1,1013.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1019[8:MRR:1011.0,1014.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1020[8:MRR:55.1,1019.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 1026[8:MRR:1006.0,1015.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1032[8:MRR:1020.0,1026.0] || -> . % 3.51/3.70 1033[8:Spt:1032.0,1004.0,1013.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1034[8:Spt:1032.0,1004.1] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1035[8:MRR:50.1,1034.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1036[8:MRR:1011.1,1035.0] || -> pigeon_4_in_hole_5*. % 3.51/3.70 1038[8:MRR:139.1,1036.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1041[8:MRR:1006.0,1038.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1046[8:MRR:51.0,51.1,1041.0,1034.0] || -> . % 3.51/3.70 1047[5:Spt:1046.0,884.1,889.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 1048[5:Spt:1046.0,884.0,884.2,884.3] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1049[6:Spt:1048.0] || -> pigeon_1_in_hole_5*. % 3.51/3.70 1050[6:MRR:122.1,1049.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1051[6:MRR:123.1,1049.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1052[6:MRR:124.1,1049.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 1055[6:MRR:121.1,1049.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1056[6:MRR:886.0,1050.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1057[6:MRR:887.0,1051.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1058[6:MRR:888.0,1052.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 1059[6:MRR:885.0,1055.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1060[7:Spt:1056.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1061[7:MRR:72.0,1060.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 1065[7:MRR:78.1,1060.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 1066[7:MRR:79.1,1060.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 1067[7:MRR:1059.0,1061.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1068[7:MRR:1057.0,1065.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1069[7:MRR:1058.0,1066.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 1070[8:Spt:1067.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1071[8:MRR:46.1,1070.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 1075[8:MRR:45.1,1070.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1078[8:MRR:1069.0,1071.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1085[8:MRR:27.0,1078.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1086[8:MRR:1068.0,1075.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1093[8:MRR:1085.0,1086.0] || -> . % 3.51/3.70 1094[8:Spt:1093.0,1067.0,1070.0] || pigeon_2_in_hole_2* -> . % 3.51/3.70 1095[8:Spt:1093.0,1067.1] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1096[8:MRR:18.1,1095.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1097[8:MRR:1069.1,1096.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1098[8:MRR:55.0,1097.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1104[8:MRR:1068.0,1098.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1106[8:MRR:17.0,17.1,1104.0,1095.0] || -> . % 3.51/3.70 1111[7:Spt:1106.0,1056.0,1060.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 1112[7:Spt:1106.0,1056.1,1056.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1113[8:Spt:1112.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1114[8:MRR:44.0,1113.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 1115[8:MRR:51.1,1113.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.70 1119[8:MRR:50.1,1113.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1121[8:MRR:1059.1,1114.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 1122[8:MRR:1058.1,1115.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.70 1123[8:MRR:1057.1,1119.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.70 1124[9:Spt:1121.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 1128[9:MRR:73.1,1124.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1129[9:MRR:74.1,1124.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1130[9:MRR:1123.0,1128.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1131[9:MRR:27.1,1130.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1138[9:MRR:1122.0,1129.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1145[9:MRR:1131.0,1138.0] || -> . % 3.51/3.70 1146[9:Spt:1145.0,1121.0,1124.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 1147[9:Spt:1145.0,1121.1] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1148[9:MRR:17.1,1147.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1149[9:MRR:1123.1,1148.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 1153[9:MRR:83.1,1149.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1154[9:MRR:1122.0,1153.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1160[9:MRR:18.0,18.1,1154.0,1147.0] || -> . % 3.51/3.70 1161[8:Spt:1160.0,1112.0,1113.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 1162[8:Spt:1160.0,1112.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1163[8:MRR:22.1,1162.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.70 1164[8:MRR:1057.2,1163.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.70 1165[8:MRR:23.1,1162.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1166[8:MRR:1058.2,1165.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.70 1168[8:MRR:16.0,1162.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 1169[8:MRR:1059.2,1168.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 1173[9:Spt:1164.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 1174[9:MRR:73.0,1173.0] || pigeon_2_in_hole_3* -> . % 3.51/3.70 1175[9:MRR:83.1,1173.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1179[9:MRR:1169.0,1174.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1185[9:MRR:46.1,1179.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 1186[9:MRR:1166.0,1175.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1192[9:MRR:1185.0,1186.0] || -> . % 3.51/3.70 1193[9:Spt:1192.0,1164.0,1173.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1194[9:Spt:1192.0,1164.1] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1195[9:MRR:45.0,1194.0] || pigeon_2_in_hole_2* -> . % 3.51/3.70 1196[9:MRR:1169.1,1195.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 1197[9:MRR:74.1,1196.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1201[9:MRR:1166.0,1197.0] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1202[9:MRR:55.0,55.1,1201.0,1194.0] || -> . % 3.51/3.70 1207[6:Spt:1202.0,1048.0,1049.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.70 1208[6:Spt:1202.0,1048.1,1048.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1209[7:Spt:1208.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 1210[7:MRR:37.1,1209.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 1211[7:MRR:40.1,1209.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.70 1215[7:MRR:39.1,1209.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1216[7:MRR:38.1,1209.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 1217[7:MRR:885.2,1210.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 1218[7:MRR:888.2,1211.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.70 1219[7:MRR:887.2,1215.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.70 1220[7:MRR:886.2,1216.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.70 1221[8:Spt:1217.0] || -> pigeon_2_in_hole_5*. % 3.51/3.70 1222[8:MRR:128.1,1221.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1223[8:MRR:129.1,1221.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1224[8:MRR:130.1,1221.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 1227[8:MRR:1220.0,1222.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.70 1228[8:MRR:1219.0,1223.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.70 1229[8:MRR:1218.0,1224.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.70 1230[9:Spt:1227.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1231[9:MRR:79.1,1230.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1232[9:MRR:78.1,1230.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1237[9:MRR:1229.0,1231.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1238[9:MRR:27.0,1237.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1245[9:MRR:1228.0,1232.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1252[9:MRR:1238.0,1245.0] || -> . % 3.51/3.70 1253[9:Spt:1252.0,1227.0,1230.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 1254[9:Spt:1252.0,1227.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1255[9:MRR:23.1,1254.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1256[9:MRR:1229.1,1255.0] || -> pigeon_5_in_hole_3*. % 3.51/3.70 1257[9:MRR:83.0,1256.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1262[9:MRR:1228.0,1257.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1268[9:MRR:22.0,22.1,1262.0,1254.0] || -> . % 3.51/3.70 1269[8:Spt:1268.0,1217.0,1221.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1270[8:Spt:1268.0,1217.1,1217.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.70 1271[9:Spt:1270.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 1272[9:MRR:72.1,1271.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 1273[9:MRR:74.1,1271.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 1274[9:MRR:73.1,1271.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 1278[9:MRR:1220.1,1272.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.70 1279[9:MRR:1218.1,1273.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.70 1280[9:MRR:1219.1,1274.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.70 1281[10:Spt:1278.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 1284[10:MRR:135.1,1281.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1285[10:MRR:134.1,1281.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1286[10:MRR:1279.0,1284.0] || -> pigeon_5_in_hole_1*. % 3.51/3.70 1293[10:MRR:27.0,1286.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1294[10:MRR:1280.0,1285.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1301[10:MRR:1293.0,1294.0] || -> . % 3.51/3.70 1302[10:Spt:1301.0,1278.0,1281.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1303[10:Spt:1301.0,1278.1] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1304[10:MRR:23.1,1303.0] || pigeon_5_in_hole_1* -> . % 3.51/3.70 1305[10:MRR:1279.1,1304.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 1308[10:MRR:139.0,1305.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1309[10:MRR:1280.0,1308.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1310[10:MRR:22.0,22.1,1309.0,1303.0] || -> . % 3.51/3.70 1316[9:Spt:1310.0,1270.0,1271.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 1317[9:Spt:1310.0,1270.1] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1318[9:MRR:18.1,1317.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.70 1319[9:MRR:1218.2,1318.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.70 1320[9:MRR:17.1,1317.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1321[9:MRR:1219.2,1320.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.70 1322[9:MRR:16.1,1317.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1323[9:MRR:1220.2,1322.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.70 1328[10:Spt:1319.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 1329[10:MRR:135.0,1328.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1330[10:MRR:139.0,1328.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1333[10:MRR:1323.0,1329.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1337[10:MRR:78.1,1333.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1339[10:MRR:1321.0,1330.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 1344[10:MRR:1337.0,1339.0] || -> . % 3.51/3.70 1345[10:Spt:1344.0,1319.0,1328.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1346[10:Spt:1344.0,1319.1] || -> pigeon_5_in_hole_3*. % 3.51/3.70 1347[10:MRR:79.0,1346.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 1348[10:MRR:1323.1,1347.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 1349[10:MRR:134.1,1348.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1352[10:MRR:1321.0,1349.0] || -> pigeon_4_in_hole_3*. % 3.51/3.70 1356[10:MRR:83.0,83.1,1346.0,1352.0] || -> . % 3.51/3.70 1357[7:Spt:1356.0,1208.0,1209.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 1358[7:Spt:1356.0,1208.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1359[7:MRR:12.1,1358.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.70 1360[7:MRR:11.1,1358.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.70 1361[7:MRR:10.1,1358.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.70 1362[7:MRR:9.1,1358.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.70 1366[7:MRR:885.3,1362.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 1367[7:MRR:888.3,1359.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.70 1368[7:MRR:887.3,1360.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.70 1369[7:MRR:886.3,1361.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.70 1370[8:Spt:1366.0] || -> pigeon_2_in_hole_5*. % 3.51/3.70 1373[8:MRR:130.1,1370.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 1374[8:MRR:129.1,1370.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1375[8:MRR:128.1,1370.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1376[8:MRR:1367.0,1373.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.70 1377[8:MRR:1368.0,1374.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.70 1378[8:MRR:1369.0,1375.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.70 1379[9:Spt:1376.0] || -> pigeon_5_in_hole_3*. % 3.51/3.70 1380[9:MRR:79.0,1379.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 1381[9:MRR:83.0,1379.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1386[9:MRR:1378.0,1380.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1392[9:MRR:50.1,1386.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1393[9:MRR:1377.0,1381.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1399[9:MRR:1392.0,1393.0] || -> . % 3.51/3.70 1400[9:Spt:1399.0,1376.0,1379.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1401[9:Spt:1399.0,1376.1] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1402[9:MRR:51.0,1401.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1403[9:MRR:1378.1,1402.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1404[9:MRR:78.1,1403.0] || pigeon_4_in_hole_3* -> . % 3.51/3.70 1409[9:MRR:1377.0,1404.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1413[9:MRR:55.0,55.1,1401.0,1409.0] || -> . % 3.51/3.70 1415[8:Spt:1413.0,1366.0,1370.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1416[8:Spt:1413.0,1366.1,1366.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.70 1417[9:Spt:1416.0] || -> pigeon_2_in_hole_3*. % 3.51/3.70 1418[9:MRR:74.1,1417.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 1419[9:MRR:72.1,1417.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 1420[9:MRR:73.1,1417.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 1424[9:MRR:1367.1,1418.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.70 1425[9:MRR:1369.1,1419.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.70 1426[9:MRR:1368.1,1420.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.70 1427[10:Spt:1424.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 1430[10:MRR:139.0,1427.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1431[10:MRR:135.0,1427.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1432[10:MRR:1426.0,1430.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1433[10:MRR:50.0,1432.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1439[10:MRR:1425.0,1431.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1445[10:MRR:1433.0,1439.0] || -> . % 3.51/3.70 1446[10:Spt:1445.0,1424.0,1427.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1447[10:Spt:1445.0,1424.1] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1448[10:MRR:55.0,1447.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1449[10:MRR:1426.1,1448.0] || -> pigeon_4_in_hole_5*. % 3.51/3.70 1452[10:MRR:134.0,1449.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1453[10:MRR:1425.0,1452.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1458[10:MRR:51.0,51.1,1447.0,1453.0] || -> . % 3.51/3.70 1459[9:Spt:1458.0,1416.0,1417.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 1460[9:Spt:1458.0,1416.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1461[9:MRR:45.1,1460.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1462[9:MRR:1368.2,1461.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.70 1463[9:MRR:44.1,1460.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1464[9:MRR:1369.2,1463.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.70 1468[9:MRR:46.1,1460.0] || pigeon_5_in_hole_2* -> . % 3.51/3.70 1469[9:MRR:1367.2,1468.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.70 1470[10:Spt:1462.0] || -> pigeon_4_in_hole_5*. % 3.51/3.70 1471[10:MRR:139.1,1470.0] || pigeon_5_in_hole_5* -> . % 3.51/3.70 1472[10:MRR:134.0,1470.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1475[10:MRR:1469.0,1471.0] || -> pigeon_5_in_hole_3*. % 3.51/3.70 1480[10:MRR:79.0,1475.0] || pigeon_3_in_hole_3* -> . % 3.51/3.70 1481[10:MRR:1464.0,1472.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1486[10:MRR:1480.0,1481.0] || -> . % 3.51/3.70 1487[10:Spt:1486.0,1462.0,1470.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1488[10:Spt:1486.0,1462.1] || -> pigeon_4_in_hole_3*. % 3.51/3.70 1489[10:MRR:83.1,1488.0] || pigeon_5_in_hole_3* -> . % 3.51/3.70 1490[10:MRR:1469.1,1489.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 1491[10:MRR:135.0,1490.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1494[10:MRR:1464.0,1491.0] || -> pigeon_3_in_hole_3*. % 3.51/3.70 1495[10:MRR:78.0,78.1,1488.0,1494.0] || -> . % 3.51/3.70 1499[4:Spt:1495.0,875.0,876.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.70 1500[4:Spt:1495.0,875.1,875.2,875.3] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.70 1501[5:Spt:1500.0] || -> pigeon_6_in_hole_3*. % 3.51/3.70 1502[5:MRR:87.0,1501.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.70 1503[5:MRR:80.0,1501.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.70 1504[5:MRR:84.0,1501.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.70 1507[5:MRR:75.0,1501.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.70 1508[5:MRR:69.0,1501.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.70 1509[5:MRR:229.2,1502.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.70 1510[5:MRR:231.2,1503.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1511[5:MRR:230.2,1504.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1512[5:MRR:232.2,1507.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1513[5:MRR:233.2,1508.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1514[6:Spt:1509.2] || -> pigeon_5_in_hole_2*. % 3.51/3.70 1515[6:MRR:55.0,1514.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1516[6:MRR:51.0,1514.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 1520[6:MRR:46.0,1514.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 1521[6:MRR:40.0,1514.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 1522[6:MRR:1511.2,1515.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.70 1523[6:MRR:1510.2,1516.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.70 1524[6:MRR:1512.2,1520.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.70 1525[6:MRR:1513.2,1521.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.70 1526[7:Spt:1522.2] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1528[7:MRR:11.0,1526.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.70 1529[7:MRR:17.0,1526.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.70 1530[7:MRR:22.0,1526.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.70 1534[7:MRR:1525.2,1528.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.70 1535[7:MRR:1524.2,1529.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.70 1536[7:MRR:1523.2,1530.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.70 1537[8:Spt:1534.0] || -> pigeon_1_in_hole_5*. % 3.51/3.70 1538[8:MRR:121.1,1537.0] || pigeon_2_in_hole_5* -> . % 3.51/3.70 1543[8:MRR:122.1,1537.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1544[8:MRR:1535.0,1538.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 1546[8:MRR:100.1,1544.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1551[8:MRR:1536.0,1543.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 1557[8:MRR:1546.0,1551.0] || -> . % 3.51/3.70 1558[8:Spt:1557.0,1534.0,1537.0] || pigeon_1_in_hole_5* -> . % 3.51/3.70 1559[8:Spt:1557.0,1534.1] || -> pigeon_1_in_hole_4*. % 3.51/3.70 1560[8:MRR:93.1,1559.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 1561[8:MRR:1535.1,1560.0] || -> pigeon_2_in_hole_5*. % 3.51/3.70 1562[8:MRR:128.1,1561.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1567[8:MRR:1536.0,1562.0] || -> pigeon_3_in_hole_4*. % 3.51/3.70 1572[8:MRR:94.0,94.1,1567.0,1559.0] || -> . % 3.51/3.70 1573[7:Spt:1572.0,1522.2,1526.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.70 1574[7:Spt:1572.0,1522.0,1522.1] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.70 1575[8:Spt:1574.0] || -> pigeon_4_in_hole_5*. % 3.51/3.70 1576[8:MRR:123.0,1575.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.70 1577[8:MRR:129.0,1575.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1581[8:MRR:134.0,1575.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1582[8:MRR:1525.0,1576.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.70 1583[8:MRR:1524.0,1577.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.70 1584[8:MRR:1523.0,1581.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.70 1585[9:Spt:1582.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 1586[9:MRR:93.1,1585.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 1587[9:MRR:94.1,1585.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1592[9:MRR:1583.0,1586.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1595[9:MRR:16.1,1592.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1599[9:MRR:1584.0,1587.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1605[9:MRR:1595.0,1599.0] || -> . % 3.51/3.70 1606[9:Spt:1605.0,1582.0,1585.0] || pigeon_1_in_hole_4* -> . % 3.51/3.70 1607[9:Spt:1605.0,1582.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1608[9:MRR:9.1,1607.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 1609[9:MRR:1583.1,1608.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 1614[9:MRR:100.1,1609.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1615[9:MRR:1584.0,1614.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1619[9:MRR:10.0,10.1,1615.0,1607.0] || -> . % 3.51/3.70 1621[8:Spt:1619.0,1574.0,1575.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1622[8:Spt:1619.0,1574.1] || -> pigeon_4_in_hole_4*. % 3.51/3.70 1623[8:MRR:95.0,1622.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 1624[8:MRR:1525.1,1623.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.70 1625[8:MRR:101.0,1622.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 1626[8:MRR:1524.1,1625.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.70 1627[8:MRR:106.0,1622.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1628[8:MRR:1523.1,1627.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.70 1632[9:Spt:1624.0] || -> pigeon_1_in_hole_5*. % 3.51/3.70 1633[9:MRR:122.1,1632.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1637[9:MRR:121.1,1632.0] || pigeon_2_in_hole_5* -> . % 3.51/3.70 1638[9:MRR:1628.0,1633.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1639[9:MRR:16.0,1638.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 1645[9:MRR:1626.0,1637.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1651[9:MRR:1639.0,1645.0] || -> . % 3.51/3.70 1652[9:Spt:1651.0,1624.0,1632.0] || pigeon_1_in_hole_5* -> . % 3.51/3.70 1653[9:Spt:1651.0,1624.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1654[9:MRR:10.1,1653.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1655[9:MRR:1628.1,1654.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 1656[9:MRR:128.0,1655.0] || pigeon_2_in_hole_5* -> . % 3.51/3.70 1660[9:MRR:1626.0,1656.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1665[9:MRR:9.0,9.1,1660.0,1653.0] || -> . % 3.51/3.70 1666[6:Spt:1665.0,1509.2,1514.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.70 1667[6:Spt:1665.0,1509.0,1509.1,1509.3] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.70 1668[7:Spt:1667.0] || -> pigeon_5_in_hole_5*. % 3.51/3.70 1669[7:MRR:124.0,1668.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.70 1670[7:MRR:135.0,1668.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1671[7:MRR:130.0,1668.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1674[7:MRR:139.0,1668.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1675[7:MRR:1513.0,1669.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1676[7:MRR:1510.0,1670.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1677[7:MRR:1512.0,1671.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1678[7:MRR:1511.0,1674.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1679[8:Spt:1675.0] || -> pigeon_1_in_hole_4*. % 3.51/3.70 1680[8:MRR:95.1,1679.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 1684[8:MRR:94.1,1679.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 1685[8:MRR:93.1,1679.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 1686[8:MRR:1678.0,1680.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1687[8:MRR:1676.0,1684.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1688[8:MRR:1677.0,1685.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1689[9:Spt:1686.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1690[9:MRR:45.0,1689.0] || pigeon_2_in_hole_2* -> . % 3.51/3.70 1694[9:MRR:50.0,1689.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1696[9:MRR:1688.0,1690.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1697[9:MRR:16.1,1696.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1704[9:MRR:1687.0,1694.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1711[9:MRR:1697.0,1704.0] || -> . % 3.51/3.70 1712[9:Spt:1711.0,1686.0,1689.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1713[9:Spt:1711.0,1686.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1714[9:MRR:17.0,1713.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 1715[9:MRR:1688.1,1714.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1716[9:MRR:44.1,1715.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1721[9:MRR:1687.0,1716.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1722[9:MRR:22.0,22.1,1713.0,1721.0] || -> . % 3.51/3.70 1728[8:Spt:1722.0,1675.0,1679.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 1729[8:Spt:1722.0,1675.1,1675.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1730[9:Spt:1729.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 1731[9:MRR:39.1,1730.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1732[9:MRR:37.1,1730.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.70 1736[9:MRR:38.1,1730.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 1737[9:MRR:1678.1,1731.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.70 1738[9:MRR:1677.1,1732.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.70 1739[9:MRR:1676.1,1736.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.70 1740[10:Spt:1737.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 1741[10:MRR:101.0,1740.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 1742[10:MRR:106.0,1740.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1746[10:MRR:1738.0,1741.0] || -> pigeon_2_in_hole_1*. % 3.51/3.70 1753[10:MRR:16.1,1746.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1754[10:MRR:1739.0,1742.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1761[10:MRR:1753.0,1754.0] || -> . % 3.51/3.70 1762[10:Spt:1761.0,1737.0,1740.0] || pigeon_4_in_hole_4* -> . % 3.51/3.70 1763[10:Spt:1761.0,1737.1] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1764[10:MRR:17.0,1763.0] || pigeon_2_in_hole_1* -> . % 3.51/3.70 1765[10:MRR:1738.1,1764.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 1769[10:MRR:100.1,1765.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1770[10:MRR:1739.0,1769.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1776[10:MRR:22.0,22.1,1763.0,1770.0] || -> . % 3.51/3.70 1777[9:Spt:1776.0,1729.0,1730.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 1778[9:Spt:1776.0,1729.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1779[9:MRR:9.1,1778.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.70 1780[9:MRR:1677.2,1779.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.70 1781[9:MRR:10.1,1778.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1782[9:MRR:1676.2,1781.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.70 1783[9:MRR:11.1,1778.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1784[9:MRR:1678.2,1783.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.70 1789[10:Spt:1780.0] || -> pigeon_2_in_hole_4*. % 3.51/3.70 1790[10:MRR:101.1,1789.0] || pigeon_4_in_hole_4* -> . % 3.51/3.70 1791[10:MRR:100.1,1789.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1795[10:MRR:1784.0,1790.0] || -> pigeon_4_in_hole_2*. % 3.51/3.70 1796[10:MRR:50.0,1795.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1801[10:MRR:1782.0,1791.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1806[10:MRR:1796.0,1801.0] || -> . % 3.51/3.70 1807[10:Spt:1806.0,1780.0,1789.0] || pigeon_2_in_hole_4* -> . % 3.51/3.70 1808[10:Spt:1806.0,1780.1] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1809[10:MRR:45.1,1808.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1810[10:MRR:1784.1,1809.0] || -> pigeon_4_in_hole_4*. % 3.51/3.70 1814[10:MRR:106.0,1810.0] || pigeon_3_in_hole_4* -> . % 3.51/3.70 1815[10:MRR:1782.0,1814.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1819[10:MRR:44.0,44.1,1815.0,1808.0] || -> . % 3.51/3.70 1820[7:Spt:1819.0,1667.0,1668.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.70 1821[7:Spt:1819.0,1667.1,1667.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.70 1822[8:Spt:1821.0] || -> pigeon_5_in_hole_4*. % 3.51/3.70 1823[8:MRR:102.0,1822.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.70 1824[8:MRR:111.0,1822.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.70 1825[8:MRR:107.0,1822.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.70 1828[8:MRR:96.0,1822.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.70 1829[8:MRR:1512.1,1823.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1830[8:MRR:1511.1,1824.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1831[8:MRR:1510.1,1825.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1832[8:MRR:1513.1,1828.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1833[9:Spt:1829.0] || -> pigeon_2_in_hole_5*. % 3.51/3.70 1834[9:MRR:121.0,1833.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.70 1835[9:MRR:128.1,1833.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.70 1838[9:MRR:129.1,1833.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.70 1839[9:MRR:1832.0,1834.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.70 1840[9:MRR:1831.0,1835.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.70 1841[9:MRR:1830.0,1838.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.70 1842[10:Spt:1839.0] || -> pigeon_1_in_hole_2*. % 3.51/3.70 1843[10:MRR:38.1,1842.0] || pigeon_3_in_hole_2* -> . % 3.51/3.70 1848[10:MRR:39.1,1842.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1849[10:MRR:1840.0,1843.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1856[10:MRR:22.1,1849.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1857[10:MRR:1841.0,1848.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1864[10:MRR:1856.0,1857.0] || -> . % 3.51/3.70 1865[10:Spt:1864.0,1839.0,1842.0] || pigeon_1_in_hole_2* -> . % 3.51/3.70 1866[10:Spt:1864.0,1839.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1867[10:MRR:10.1,1866.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1868[10:MRR:1840.1,1867.0] || -> pigeon_3_in_hole_2*. % 3.51/3.70 1869[10:MRR:50.1,1868.0] || pigeon_4_in_hole_2* -> . % 3.51/3.70 1874[10:MRR:1841.0,1869.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1879[10:MRR:11.0,11.1,1874.0,1866.0] || -> . % 3.51/3.70 1881[9:Spt:1879.0,1829.0,1833.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.70 1882[9:Spt:1879.0,1829.1,1829.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.70 1883[10:Spt:1882.0] || -> pigeon_2_in_hole_2*. % 3.51/3.70 1884[10:MRR:37.0,1883.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.70 1885[10:MRR:44.1,1883.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.70 1889[10:MRR:45.1,1883.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.70 1890[10:MRR:1832.1,1884.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.70 1891[10:MRR:1831.1,1885.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.70 1892[10:MRR:1830.1,1889.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.70 1893[11:Spt:1890.0] || -> pigeon_1_in_hole_5*. % 3.51/3.70 1896[11:MRR:122.1,1893.0] || pigeon_3_in_hole_5* -> . % 3.51/3.70 1897[11:MRR:123.1,1893.0] || pigeon_4_in_hole_5* -> . % 3.51/3.70 1898[11:MRR:1891.0,1896.0] || -> pigeon_3_in_hole_1*. % 3.51/3.70 1900[11:MRR:22.1,1898.0] || pigeon_4_in_hole_1* -> . % 3.51/3.70 1906[11:MRR:1892.0,1897.0] || -> pigeon_4_in_hole_1*. % 3.51/3.70 1913[11:MRR:1900.0,1906.0] || -> . % 3.51/3.70 1914[11:Spt:1913.0,1890.0,1893.0] || pigeon_1_in_hole_5* -> . % 3.51/3.70 1915[11:Spt:1913.0,1890.1] || -> pigeon_1_in_hole_1*. % 3.51/3.70 1916[11:MRR:10.1,1915.0] || pigeon_3_in_hole_1* -> . % 3.51/3.70 1917[11:MRR:1891.1,1916.0] || -> pigeon_3_in_hole_5*. % 3.51/3.70 1920[11:MRR:134.1,1917.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 1921[11:MRR:1892.0,1920.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 1923[11:MRR:11.0,11.1,1921.0,1915.0] || -> . % 3.51/3.71 1928[10:Spt:1923.0,1882.0,1883.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 1929[10:Spt:1923.0,1882.1] || -> pigeon_2_in_hole_1*. % 3.51/3.71 1930[10:MRR:16.1,1929.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 1931[10:MRR:1831.2,1930.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 1932[10:MRR:17.1,1929.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 1933[10:MRR:1830.2,1932.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.71 1934[10:MRR:9.0,1929.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 1935[10:MRR:1832.2,1934.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.71 1940[11:Spt:1931.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 1941[11:MRR:122.0,1940.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 1942[11:MRR:134.1,1940.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 1945[11:MRR:1935.0,1941.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 1946[11:MRR:39.1,1945.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 1951[11:MRR:1933.0,1942.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 1956[11:MRR:1946.0,1951.0] || -> . % 3.51/3.71 1957[11:Spt:1956.0,1931.0,1940.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 1958[11:Spt:1956.0,1931.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 1959[11:MRR:38.0,1958.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 1960[11:MRR:1935.1,1959.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 1961[11:MRR:123.1,1960.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 1964[11:MRR:1933.0,1961.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 1968[11:MRR:50.0,50.1,1964.0,1958.0] || -> . % 3.51/3.71 1969[8:Spt:1968.0,1821.0,1822.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 1970[8:Spt:1968.0,1821.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 1971[8:MRR:23.0,1970.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 1972[8:MRR:27.0,1970.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 1973[8:MRR:12.0,1970.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 1977[8:MRR:18.0,1970.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 1978[8:MRR:1512.3,1977.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.71 1979[8:MRR:1511.3,1972.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 1980[8:MRR:1510.3,1971.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 1981[8:MRR:1513.3,1973.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 1982[9:Spt:1978.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 1983[9:MRR:129.1,1982.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 1986[9:MRR:128.1,1982.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 1987[9:MRR:121.0,1982.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 1988[9:MRR:1979.0,1983.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 1989[9:MRR:1980.0,1986.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 1990[9:MRR:1981.0,1987.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 1991[10:Spt:1988.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 1993[10:MRR:106.0,1991.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 1996[10:MRR:95.0,1991.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 1997[10:MRR:1989.0,1993.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 1998[10:MRR:38.0,1997.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 2004[10:MRR:1990.0,1996.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2010[10:MRR:1998.0,2004.0] || -> . % 3.51/3.71 2011[10:Spt:2010.0,1988.0,1991.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2012[10:Spt:2010.0,1988.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2013[10:MRR:50.0,2012.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 2014[10:MRR:1989.1,2013.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 2018[10:MRR:94.0,2014.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2019[10:MRR:1990.0,2018.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2021[10:MRR:39.0,39.1,2012.0,2019.0] || -> . % 3.51/3.71 2025[9:Spt:2021.0,1978.0,1982.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2026[9:Spt:2021.0,1978.1,1978.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.71 2027[10:Spt:2026.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2028[10:MRR:101.1,2027.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2029[10:MRR:100.1,2027.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 2032[10:MRR:93.0,2027.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2033[10:MRR:1979.1,2028.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.71 2034[10:MRR:1980.1,2029.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 2035[10:MRR:1981.1,2032.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.71 2036[11:Spt:2033.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2037[11:MRR:134.0,2036.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 2038[11:MRR:123.0,2036.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2041[11:MRR:2034.0,2037.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 2047[11:MRR:38.0,2041.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 2048[11:MRR:2035.0,2038.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2054[11:MRR:2047.0,2048.0] || -> . % 3.51/3.71 2055[11:Spt:2054.0,2033.0,2036.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2056[11:Spt:2054.0,2033.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2057[11:MRR:50.0,2056.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 2058[11:MRR:2034.1,2057.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 2061[11:MRR:122.0,2058.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2062[11:MRR:2035.0,2061.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2066[11:MRR:39.0,39.1,2056.0,2062.0] || -> . % 3.51/3.71 2068[10:Spt:2066.0,2026.0,2027.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2069[10:Spt:2066.0,2026.1] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2070[10:MRR:44.1,2069.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 2071[10:MRR:1980.2,2070.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.71 2072[10:MRR:37.0,2069.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 2073[10:MRR:1981.2,2072.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.71 2074[10:MRR:45.1,2069.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 2075[10:MRR:1979.2,2074.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.71 2079[11:Spt:2071.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 2080[11:MRR:134.1,2079.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2081[11:MRR:122.0,2079.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2084[11:MRR:2075.0,2080.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2085[11:MRR:95.0,2084.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2089[11:MRR:2073.0,2081.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2093[11:MRR:2085.0,2089.0] || -> . % 3.51/3.71 2094[11:Spt:2093.0,2071.0,2079.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 2095[11:Spt:2093.0,2071.1] || -> pigeon_3_in_hole_4*. % 3.51/3.71 2096[11:MRR:106.1,2095.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2097[11:MRR:2075.1,2096.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2100[11:MRR:123.0,2097.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2101[11:MRR:2073.0,2100.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2104[11:MRR:94.0,94.1,2095.0,2101.0] || -> . % 3.51/3.71 2105[5:Spt:2104.0,1500.0,1501.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 2106[5:Spt:2104.0,1500.1,1500.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 2107[6:Spt:2106.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 2108[6:MRR:52.0,2107.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 2109[6:MRR:41.0,2107.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 2110[6:MRR:56.0,2107.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 2111[6:MRR:47.0,2107.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 2114[6:MRR:59.0,2107.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 2115[6:MRR:231.3,2108.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 2116[6:MRR:233.3,2109.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 2117[6:MRR:230.3,2110.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 2118[6:MRR:232.3,2111.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 2119[6:MRR:229.3,2114.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 2120[7:Spt:2115.3] || -> pigeon_3_in_hole_1*. % 3.51/3.71 2121[7:MRR:23.1,2120.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 2122[7:MRR:16.0,2120.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 2123[7:MRR:10.0,2120.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 2127[7:MRR:22.1,2120.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 2128[7:MRR:2119.3,2121.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 2129[7:MRR:2118.3,2122.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 2130[7:MRR:2116.3,2123.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 2131[7:MRR:2117.3,2127.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 2132[8:Spt:2128.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 2133[8:MRR:139.0,2132.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2136[8:MRR:130.0,2132.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2138[8:MRR:124.0,2132.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2139[8:MRR:2131.0,2133.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 2140[8:MRR:2129.0,2136.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 2141[8:MRR:2130.0,2138.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 2142[9:Spt:2139.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2146[9:MRR:95.0,2142.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2147[9:MRR:101.0,2142.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2149[9:MRR:2141.0,2146.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2155[9:MRR:65.1,2149.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2156[9:MRR:2140.0,2147.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2162[9:MRR:2155.0,2156.0] || -> . % 3.51/3.71 2163[9:Spt:2162.0,2139.0,2142.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2164[9:Spt:2162.0,2139.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2165[9:MRR:67.0,2164.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 2166[9:MRR:2141.1,2165.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2170[9:MRR:93.1,2166.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2172[9:MRR:2140.0,2170.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2175[9:MRR:73.0,73.1,2164.0,2172.0] || -> . % 3.51/3.71 2178[8:Spt:2175.0,2128.0,2132.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2179[8:Spt:2175.0,2128.1,2128.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 2180[9:Spt:2179.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 2181[9:MRR:111.0,2180.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2182[9:MRR:96.0,2180.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2186[9:MRR:102.0,2180.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2187[9:MRR:2131.1,2181.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.71 2188[9:MRR:2130.1,2182.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.71 2189[9:MRR:2129.1,2186.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.71 2190[10:Spt:2187.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2192[10:MRR:123.0,2190.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2195[10:MRR:129.0,2190.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2196[10:MRR:2188.0,2192.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2198[10:MRR:65.1,2196.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2203[10:MRR:2189.0,2195.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2209[10:MRR:2198.0,2203.0] || -> . % 3.51/3.71 2210[10:Spt:2209.0,2187.0,2190.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2211[10:Spt:2209.0,2187.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2212[10:MRR:67.0,2211.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 2213[10:MRR:2188.1,2212.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 2217[10:MRR:121.1,2213.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2218[10:MRR:2189.0,2217.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2221[10:MRR:73.0,73.1,2211.0,2218.0] || -> . % 3.51/3.71 2224[9:Spt:2221.0,2179.0,2180.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2225[9:Spt:2221.0,2179.1] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2226[9:MRR:68.0,2225.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2227[9:MRR:2130.2,2226.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.71 2228[9:MRR:74.0,2225.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2229[9:MRR:2129.2,2228.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.71 2230[9:MRR:83.0,2225.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2231[9:MRR:2131.2,2230.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.71 2235[10:Spt:2227.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 2236[10:MRR:123.1,2235.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2237[10:MRR:121.1,2235.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2241[10:MRR:2231.0,2236.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2242[10:MRR:101.0,2241.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2247[10:MRR:2229.0,2237.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2252[10:MRR:2242.0,2247.0] || -> . % 3.51/3.71 2253[10:Spt:2252.0,2227.0,2235.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2254[10:Spt:2252.0,2227.1] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2255[10:MRR:95.1,2254.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2256[10:MRR:2231.1,2255.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2257[10:MRR:129.0,2256.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2261[10:MRR:2229.0,2257.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2265[10:MRR:93.0,93.1,2261.0,2254.0] || -> . % 3.51/3.71 2266[7:Spt:2265.0,2115.3,2120.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 2267[7:Spt:2265.0,2115.0,2115.1,2115.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 2268[8:Spt:2267.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 2269[8:MRR:122.0,2268.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2270[8:MRR:134.1,2268.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2271[8:MRR:128.0,2268.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2274[8:MRR:135.1,2268.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2275[8:MRR:2116.0,2269.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 2276[8:MRR:2117.0,2270.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 2277[8:MRR:2118.0,2271.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 2278[8:MRR:2119.0,2274.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 2279[9:Spt:2275.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2280[9:MRR:95.1,2279.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2281[9:MRR:93.1,2279.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2285[9:MRR:96.1,2279.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2286[9:MRR:2276.0,2280.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 2287[9:MRR:2277.0,2281.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 2288[9:MRR:2278.0,2285.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 2289[10:Spt:2286.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2291[10:MRR:73.0,2289.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2292[10:MRR:83.1,2289.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2296[10:MRR:2287.0,2291.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 2297[10:MRR:18.1,2296.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2303[10:MRR:2288.0,2292.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2309[10:MRR:2297.0,2303.0] || -> . % 3.51/3.71 2310[10:Spt:2309.0,2286.0,2289.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2311[10:Spt:2309.0,2286.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2312[10:MRR:17.0,2311.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 2313[10:MRR:2287.1,2312.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2315[10:MRR:74.1,2313.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2319[10:MRR:2288.0,2315.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2324[10:MRR:27.0,27.1,2319.0,2311.0] || -> . % 3.51/3.71 2325[9:Spt:2324.0,2275.0,2279.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2326[9:Spt:2324.0,2275.1,2275.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 2327[10:Spt:2326.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2328[10:MRR:67.1,2327.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2329[10:MRR:65.1,2327.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2330[10:MRR:68.1,2327.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2334[10:MRR:2276.1,2328.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 2335[10:MRR:2277.1,2329.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.71 2336[10:MRR:2278.1,2330.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 2337[11:Spt:2334.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2341[11:MRR:101.0,2337.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2342[11:MRR:111.1,2337.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2343[11:MRR:2335.0,2341.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 2349[11:MRR:18.1,2343.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2350[11:MRR:2336.0,2342.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2356[11:MRR:2349.0,2350.0] || -> . % 3.51/3.71 2357[11:Spt:2356.0,2334.0,2337.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2358[11:Spt:2356.0,2334.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2359[11:MRR:17.0,2358.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 2360[11:MRR:2335.1,2359.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2364[11:MRR:102.1,2360.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2365[11:MRR:2336.0,2364.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2366[11:MRR:27.0,27.1,2365.0,2358.0] || -> . % 3.51/3.71 2371[10:Spt:2366.0,2326.0,2327.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2372[10:Spt:2366.0,2326.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2373[10:MRR:9.1,2372.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 2374[10:MRR:2277.2,2373.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 2375[10:MRR:12.1,2372.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2376[10:MRR:2278.2,2375.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 2377[10:MRR:11.1,2372.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 2378[10:MRR:2276.2,2377.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 2382[11:Spt:2374.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2383[11:MRR:101.1,2382.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2384[11:MRR:102.1,2382.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2388[11:MRR:2378.0,2383.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2392[11:MRR:83.1,2388.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2394[11:MRR:2376.0,2384.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2399[11:MRR:2392.0,2394.0] || -> . % 3.51/3.71 2400[11:Spt:2399.0,2374.0,2382.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2401[11:Spt:2399.0,2374.1] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2402[11:MRR:73.1,2401.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2403[11:MRR:2378.1,2402.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2404[11:MRR:111.1,2403.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2408[11:MRR:2376.0,2404.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2412[11:MRR:74.0,74.1,2408.0,2401.0] || -> . % 3.51/3.71 2413[8:Spt:2412.0,2267.0,2268.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 2414[8:Spt:2412.0,2267.1,2267.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 2415[9:Spt:2414.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 2416[9:MRR:100.0,2415.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2417[9:MRR:106.1,2415.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2418[9:MRR:107.1,2415.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2421[9:MRR:94.0,2415.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2422[9:MRR:2118.1,2416.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 2423[9:MRR:2117.1,2417.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 2424[9:MRR:2119.1,2418.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 2425[9:MRR:2116.1,2421.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 2426[10:Spt:2422.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 2427[10:MRR:121.0,2426.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2428[10:MRR:129.1,2426.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2431[10:MRR:130.1,2426.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2432[10:MRR:2425.0,2427.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 2433[10:MRR:2423.0,2428.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 2434[10:MRR:2424.0,2431.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 2435[11:Spt:2432.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2439[11:MRR:68.1,2435.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2441[11:MRR:67.1,2435.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2442[11:MRR:2434.0,2439.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2445[11:MRR:27.0,2442.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 2449[11:MRR:2433.0,2441.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2455[11:MRR:2445.0,2449.0] || -> . % 3.51/3.71 2456[11:Spt:2455.0,2432.0,2435.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 2457[11:Spt:2455.0,2432.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2458[11:MRR:12.1,2457.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2459[11:MRR:2434.1,2458.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2463[11:MRR:83.0,2459.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2465[11:MRR:2433.0,2463.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2469[11:MRR:11.0,11.1,2465.0,2457.0] || -> . % 3.51/3.71 2471[10:Spt:2469.0,2422.0,2426.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2472[10:Spt:2469.0,2422.1,2422.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 2473[11:Spt:2472.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2474[11:MRR:65.0,2473.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2475[11:MRR:74.1,2473.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2479[11:MRR:73.1,2473.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2480[11:MRR:2425.1,2474.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.71 2481[11:MRR:2424.1,2475.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 2482[11:MRR:2423.1,2479.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.71 2483[12:Spt:2480.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 2486[12:MRR:123.1,2483.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2487[12:MRR:124.1,2483.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2488[12:MRR:2482.0,2486.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2489[12:MRR:27.1,2488.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2495[12:MRR:2481.0,2487.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2501[12:MRR:2489.0,2495.0] || -> . % 3.51/3.71 2502[12:Spt:2501.0,2480.0,2483.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2503[12:Spt:2501.0,2480.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2504[12:MRR:11.1,2503.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 2505[12:MRR:2482.1,2504.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2508[12:MRR:139.1,2505.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2509[12:MRR:2481.0,2508.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2514[12:MRR:12.0,12.1,2509.0,2503.0] || -> . % 3.51/3.71 2515[11:Spt:2514.0,2472.0,2473.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2516[11:Spt:2514.0,2472.1] || -> pigeon_2_in_hole_1*. % 3.51/3.71 2517[11:MRR:17.1,2516.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 2518[11:MRR:2423.2,2517.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.71 2519[11:MRR:18.1,2516.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2520[11:MRR:2424.2,2519.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.71 2524[11:MRR:9.0,2516.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 2525[11:MRR:2425.2,2524.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.71 2526[12:Spt:2518.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2527[12:MRR:123.0,2526.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2528[12:MRR:139.1,2526.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2531[12:MRR:2525.0,2527.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2533[12:MRR:68.1,2531.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2537[12:MRR:2520.0,2528.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2542[12:MRR:2533.0,2537.0] || -> . % 3.51/3.71 2543[12:Spt:2542.0,2518.0,2526.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2544[12:Spt:2542.0,2518.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2545[12:MRR:67.0,2544.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 2546[12:MRR:2525.1,2545.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 2547[12:MRR:124.1,2546.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2550[12:MRR:2520.0,2547.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2554[12:MRR:83.0,83.1,2550.0,2544.0] || -> . % 3.51/3.71 2555[9:Spt:2554.0,2414.0,2415.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 2556[9:Spt:2554.0,2414.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 2557[9:MRR:66.0,2556.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2558[9:MRR:79.1,2556.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2559[9:MRR:78.1,2556.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2562[9:MRR:72.0,2556.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2563[9:MRR:2118.2,2562.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.71 2564[9:MRR:2117.2,2559.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 2565[9:MRR:2119.2,2558.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 2566[9:MRR:2116.2,2557.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 2567[10:Spt:2563.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 2568[10:MRR:130.1,2567.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2571[10:MRR:129.1,2567.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2572[10:MRR:121.0,2567.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2573[10:MRR:2565.0,2568.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 2574[10:MRR:2564.0,2571.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 2575[10:MRR:2566.0,2572.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 2576[11:Spt:2573.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 2578[11:MRR:111.0,2576.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2581[11:MRR:96.0,2576.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2582[11:MRR:2574.0,2578.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2584[11:MRR:11.0,2582.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 2589[11:MRR:2575.0,2581.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2595[11:MRR:2584.0,2589.0] || -> . % 3.51/3.71 2596[11:Spt:2595.0,2573.0,2576.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2597[11:Spt:2595.0,2573.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2598[11:MRR:27.0,2597.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 2599[11:MRR:2574.1,2598.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2603[11:MRR:95.0,2599.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2604[11:MRR:2575.0,2603.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2609[11:MRR:12.0,12.1,2597.0,2604.0] || -> . % 3.51/3.71 2610[10:Spt:2609.0,2563.0,2567.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2611[10:Spt:2609.0,2563.1,2563.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.71 2612[11:Spt:2611.0] || -> pigeon_2_in_hole_4*. % 3.51/3.71 2613[11:MRR:102.1,2612.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2614[11:MRR:101.1,2612.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2617[11:MRR:93.0,2612.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2618[11:MRR:2565.1,2613.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 2619[11:MRR:2564.1,2614.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.71 2620[11:MRR:2566.1,2617.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.71 2621[12:Spt:2618.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 2622[12:MRR:139.0,2621.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2623[12:MRR:124.0,2621.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2626[12:MRR:2619.0,2622.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 2631[12:MRR:11.0,2626.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 2633[12:MRR:2620.0,2623.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2639[12:MRR:2631.0,2633.0] || -> . % 3.51/3.71 2640[12:Spt:2639.0,2618.0,2621.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2641[12:Spt:2639.0,2618.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 2642[12:MRR:27.0,2641.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 2643[12:MRR:2619.1,2642.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2646[12:MRR:123.0,2643.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2647[12:MRR:2620.0,2646.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 2648[12:MRR:12.0,12.1,2641.0,2647.0] || -> . % 3.51/3.71 2653[11:Spt:2648.0,2611.0,2612.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2654[11:Spt:2648.0,2611.1] || -> pigeon_2_in_hole_1*. % 3.51/3.71 2655[11:MRR:17.1,2654.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 2656[11:MRR:2564.2,2655.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.71 2657[11:MRR:9.0,2654.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 2658[11:MRR:2566.2,2657.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.71 2659[11:MRR:18.1,2654.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 2660[11:MRR:2565.2,2659.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.71 2664[12:Spt:2656.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2665[12:MRR:139.1,2664.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2666[12:MRR:123.0,2664.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2669[12:MRR:2660.0,2665.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 2670[12:MRR:96.0,2669.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2674[12:MRR:2658.0,2666.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2678[12:MRR:2670.0,2674.0] || -> . % 3.51/3.71 2679[12:Spt:2678.0,2656.0,2664.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2680[12:Spt:2678.0,2656.1] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2681[12:MRR:111.1,2680.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 2682[12:MRR:2660.1,2681.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 2685[12:MRR:124.0,2682.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 2686[12:MRR:2658.0,2685.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2689[12:MRR:95.0,95.1,2680.0,2686.0] || -> . % 3.51/3.71 2690[6:Spt:2689.0,2106.0,2107.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 2691[6:Spt:2689.0,2106.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 2692[6:MRR:28.0,2691.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 2693[6:MRR:13.0,2691.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 2694[6:MRR:31.0,2691.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 2697[6:MRR:19.0,2691.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 2698[6:MRR:24.0,2691.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 2699[6:MRR:231.4,2698.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 2700[6:MRR:233.4,2693.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 2701[6:MRR:230.4,2692.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 2702[6:MRR:232.4,2697.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.71 2703[6:MRR:229.4,2694.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 2704[7:Spt:2699.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 2705[7:MRR:135.1,2704.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2708[7:MRR:128.0,2704.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2709[7:MRR:134.1,2704.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2710[7:MRR:122.0,2704.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2711[7:MRR:2703.0,2705.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 2712[7:MRR:2702.0,2708.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.71 2713[7:MRR:2701.0,2709.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 2714[7:MRR:2700.0,2710.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 2715[8:Spt:2711.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 2716[8:MRR:111.0,2715.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2719[8:MRR:96.0,2715.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2720[8:MRR:102.0,2715.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2722[8:MRR:2713.0,2716.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 2723[8:MRR:2714.0,2719.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 2724[8:MRR:2712.0,2720.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.71 2725[9:Spt:2722.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2726[9:MRR:67.0,2725.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 2731[9:MRR:73.0,2725.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2732[9:MRR:2723.0,2726.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2734[9:MRR:37.1,2732.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2739[9:MRR:2724.0,2731.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2745[9:MRR:2734.0,2739.0] || -> . % 3.51/3.71 2746[9:Spt:2745.0,2722.0,2725.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2747[9:Spt:2745.0,2722.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2748[9:MRR:39.0,2747.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 2749[9:MRR:2723.1,2748.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2754[9:MRR:65.1,2749.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2755[9:MRR:2724.0,2754.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2759[9:MRR:45.0,45.1,2747.0,2755.0] || -> . % 3.51/3.71 2761[8:Spt:2759.0,2711.0,2715.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2762[8:Spt:2759.0,2711.1,2711.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 2763[9:Spt:2762.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2764[9:MRR:83.0,2763.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2765[9:MRR:68.0,2763.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2769[9:MRR:74.0,2763.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2770[9:MRR:2713.1,2764.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 2771[9:MRR:2714.1,2765.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 2772[9:MRR:2712.1,2769.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.71 2773[10:Spt:2770.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2774[10:MRR:95.0,2773.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2777[10:MRR:101.0,2773.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2779[10:MRR:2771.0,2774.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2784[10:MRR:37.1,2779.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2786[10:MRR:2772.0,2777.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2792[10:MRR:2784.0,2786.0] || -> . % 3.51/3.71 2793[10:Spt:2792.0,2770.0,2773.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2794[10:Spt:2792.0,2770.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2795[10:MRR:39.0,2794.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 2796[10:MRR:2771.1,2795.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2799[10:MRR:93.1,2796.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2801[10:MRR:2772.0,2799.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2803[10:MRR:45.0,45.1,2794.0,2801.0] || -> . % 3.51/3.71 2807[9:Spt:2803.0,2762.0,2763.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2808[9:Spt:2803.0,2762.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 2809[9:MRR:40.0,2808.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 2810[9:MRR:2714.2,2809.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 2811[9:MRR:46.0,2808.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2812[9:MRR:2712.2,2811.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 2813[9:MRR:55.0,2808.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 2814[9:MRR:2713.2,2813.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 2818[10:Spt:2810.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 2819[10:MRR:95.1,2818.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 2821[10:MRR:93.1,2818.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2824[10:MRR:2814.0,2819.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2825[10:MRR:73.0,2824.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2830[10:MRR:2812.0,2821.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2835[10:MRR:2825.0,2830.0] || -> . % 3.51/3.71 2836[10:Spt:2835.0,2810.0,2818.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 2837[10:Spt:2835.0,2810.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2838[10:MRR:67.1,2837.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2839[10:MRR:2814.1,2838.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 2841[10:MRR:101.0,2839.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 2844[10:MRR:2812.0,2841.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2848[10:MRR:65.0,65.1,2844.0,2837.0] || -> . % 3.51/3.71 2849[7:Spt:2848.0,2699.0,2704.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 2850[7:Spt:2848.0,2699.1,2699.2,2699.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 2851[8:Spt:2850.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 2852[8:MRR:94.0,2851.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 2853[8:MRR:106.1,2851.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 2856[8:MRR:100.0,2851.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 2857[8:MRR:107.1,2851.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 2858[8:MRR:2700.1,2852.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 2859[8:MRR:2701.1,2853.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 2860[8:MRR:2702.1,2856.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.71 2861[8:MRR:2703.1,2857.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 2862[9:Spt:2858.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 2863[9:MRR:124.1,2862.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 2866[9:MRR:121.1,2862.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 2867[9:MRR:123.1,2862.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 2868[9:MRR:2861.0,2863.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 2869[9:MRR:2860.0,2866.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.71 2870[9:MRR:2859.0,2867.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 2871[10:Spt:2868.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2872[10:MRR:74.0,2871.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2877[10:MRR:83.0,2871.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2878[10:MRR:2869.0,2872.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2882[10:MRR:45.1,2878.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 2885[10:MRR:2870.0,2877.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2891[10:MRR:2882.0,2885.0] || -> . % 3.51/3.71 2892[10:Spt:2891.0,2868.0,2871.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2893[10:Spt:2891.0,2868.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 2894[10:MRR:46.0,2893.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2895[10:MRR:2869.1,2894.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2896[10:MRR:73.1,2895.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 2901[10:MRR:2870.0,2896.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2905[10:MRR:55.0,55.1,2893.0,2901.0] || -> . % 3.51/3.71 2907[9:Spt:2905.0,2858.0,2862.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 2908[9:Spt:2905.0,2858.1,2858.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 2909[10:Spt:2908.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 2910[10:MRR:68.1,2909.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2911[10:MRR:65.1,2909.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2915[10:MRR:67.1,2909.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2916[10:MRR:2861.1,2910.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 2917[10:MRR:2860.1,2911.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.71 2918[10:MRR:2859.1,2915.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.71 2919[11:Spt:2916.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 2920[11:MRR:139.0,2919.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2923[11:MRR:130.0,2919.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2924[11:MRR:2918.0,2920.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 2925[11:MRR:45.0,2924.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2931[11:MRR:2917.0,2923.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2937[11:MRR:2925.0,2931.0] || -> . % 3.51/3.71 2938[11:Spt:2937.0,2916.0,2919.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2939[11:Spt:2937.0,2916.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 2940[11:MRR:55.0,2939.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 2941[11:MRR:2918.1,2940.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2944[11:MRR:129.0,2941.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2945[11:MRR:2917.0,2944.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 2950[11:MRR:46.0,46.1,2939.0,2945.0] || -> . % 3.51/3.71 2951[10:Spt:2950.0,2908.0,2909.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 2952[10:Spt:2950.0,2908.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 2953[10:MRR:39.1,2952.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 2954[10:MRR:2859.2,2953.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.71 2955[10:MRR:37.1,2952.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 2956[10:MRR:2860.2,2955.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.71 2960[10:MRR:40.1,2952.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 2961[10:MRR:2861.2,2960.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.71 2962[11:Spt:2954.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 2963[11:MRR:139.1,2962.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 2964[11:MRR:129.0,2962.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2967[11:MRR:2961.0,2963.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 2972[11:MRR:74.0,2967.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 2973[11:MRR:2956.0,2964.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2978[11:MRR:2972.0,2973.0] || -> . % 3.51/3.71 2979[11:Spt:2978.0,2954.0,2962.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 2980[11:Spt:2978.0,2954.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 2981[11:MRR:83.1,2980.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 2982[11:MRR:2961.1,2981.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 2983[11:MRR:130.0,2982.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 2986[11:MRR:2956.0,2983.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 2987[11:MRR:73.0,73.1,2980.0,2986.0] || -> . % 3.51/3.71 2991[8:Spt:2987.0,2850.0,2851.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 2992[8:Spt:2987.0,2850.1,2850.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 2993[9:Spt:2992.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 2994[9:MRR:79.1,2993.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 2995[9:MRR:72.0,2993.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 2996[9:MRR:78.1,2993.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 2999[9:MRR:66.0,2993.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 3000[9:MRR:2703.2,2994.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 3001[9:MRR:2702.2,2995.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.71 3002[9:MRR:2701.2,2996.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 3003[9:MRR:2700.2,2999.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 3004[10:Spt:3000.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 3005[10:MRR:139.0,3004.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 3008[10:MRR:130.0,3004.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 3009[10:MRR:124.0,3004.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 3010[10:MRR:3002.0,3005.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 3011[10:MRR:3001.0,3008.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.71 3012[10:MRR:3003.0,3009.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 3013[11:Spt:3010.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3014[11:MRR:95.0,3013.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 3017[11:MRR:101.0,3013.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 3019[11:MRR:3012.0,3014.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 3021[11:MRR:37.1,3019.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 3026[11:MRR:3011.0,3017.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 3032[11:MRR:3021.0,3026.0] || -> . % 3.51/3.71 3033[11:Spt:3032.0,3010.0,3013.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 3034[11:Spt:3032.0,3010.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3035[11:MRR:39.0,3034.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 3036[11:MRR:3012.1,3035.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3039[11:MRR:93.1,3036.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 3041[11:MRR:3011.0,3039.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 3046[11:MRR:45.0,45.1,3034.0,3041.0] || -> . % 3.51/3.71 3047[10:Spt:3046.0,3000.0,3004.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 3048[10:Spt:3046.0,3000.1,3000.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 3049[11:Spt:3048.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 3050[11:MRR:111.0,3049.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 3051[11:MRR:96.0,3049.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 3054[11:MRR:102.0,3049.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 3055[11:MRR:3002.1,3050.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.71 3056[11:MRR:3003.1,3051.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.71 3057[11:MRR:3001.1,3054.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.71 3058[12:Spt:3055.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 3061[12:MRR:129.0,3058.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 3062[12:MRR:123.0,3058.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3063[12:MRR:3057.0,3061.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 3064[12:MRR:37.0,3063.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 3070[12:MRR:3056.0,3062.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 3076[12:MRR:3064.0,3070.0] || -> . % 3.51/3.71 3077[12:Spt:3076.0,3055.0,3058.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3078[12:Spt:3076.0,3055.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3079[12:MRR:45.0,3078.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 3080[12:MRR:3057.1,3079.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 3083[12:MRR:121.0,3080.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3084[12:MRR:3056.0,3083.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 3089[12:MRR:39.0,39.1,3078.0,3084.0] || -> . % 3.51/3.71 3090[11:Spt:3089.0,3048.0,3049.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 3091[11:Spt:3089.0,3048.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3092[11:MRR:46.0,3091.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 3093[11:MRR:3001.2,3092.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.71 3094[11:MRR:40.0,3091.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 3095[11:MRR:3003.2,3094.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.71 3096[11:MRR:55.0,3091.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 3097[11:MRR:3002.2,3096.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.71 3101[12:Spt:3093.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 3102[12:MRR:129.1,3101.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3103[12:MRR:121.0,3101.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3106[12:MRR:3097.0,3102.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3110[12:MRR:95.0,3106.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 3111[12:MRR:3095.0,3103.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3115[12:MRR:3110.0,3111.0] || -> . % 3.51/3.71 3116[12:Spt:3115.0,3093.0,3101.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 3117[12:Spt:3115.0,3093.1] || -> pigeon_2_in_hole_4*. % 3.51/3.71 3118[12:MRR:101.1,3117.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 3119[12:MRR:3097.1,3118.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 3120[12:MRR:123.0,3119.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3123[12:MRR:3095.0,3120.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3126[12:MRR:93.0,93.1,3117.0,3123.0] || -> . % 3.51/3.71 3127[9:Spt:3126.0,2992.0,2993.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3128[9:Spt:3126.0,2992.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3129[9:MRR:44.0,3128.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 3130[9:MRR:38.0,3128.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 3131[9:MRR:51.1,3128.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 3134[9:MRR:50.1,3128.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 3135[9:MRR:2703.3,3131.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 3136[9:MRR:2702.3,3129.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 3137[9:MRR:2701.3,3134.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 3138[9:MRR:2700.3,3130.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 3139[10:Spt:3135.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 3140[10:MRR:124.0,3139.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 3141[10:MRR:130.0,3139.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 3144[10:MRR:139.0,3139.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 3145[10:MRR:3138.0,3140.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 3146[10:MRR:3136.0,3141.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.71 3147[10:MRR:3137.0,3144.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 3148[11:Spt:3145.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3149[11:MRR:95.1,3148.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 3152[11:MRR:93.1,3148.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 3154[11:MRR:3147.0,3149.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3156[11:MRR:73.0,3154.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 3160[11:MRR:3146.0,3152.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 3165[11:MRR:3156.0,3160.0] || -> . % 3.51/3.71 3166[11:Spt:3165.0,3145.0,3148.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 3167[11:Spt:3165.0,3145.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 3168[11:MRR:67.1,3167.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 3169[11:MRR:3147.1,3168.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3170[11:MRR:101.0,3169.0] || pigeon_2_in_hole_4* -> . % 3.51/3.71 3174[11:MRR:3146.0,3170.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 3175[11:MRR:65.0,65.1,3174.0,3167.0] || -> . % 3.51/3.71 3179[10:Spt:3175.0,3135.0,3139.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 3180[10:Spt:3175.0,3135.1,3135.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 3181[11:Spt:3180.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 3182[11:MRR:96.0,3181.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 3183[11:MRR:111.0,3181.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 3186[11:MRR:102.0,3181.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 3187[11:MRR:3138.1,3182.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.71 3188[11:MRR:3137.1,3183.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.71 3189[11:MRR:3136.1,3186.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.71 3190[12:Spt:3187.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 3191[12:MRR:121.1,3190.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 3192[12:MRR:123.1,3190.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3195[12:MRR:3189.0,3191.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 3196[12:MRR:73.1,3195.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 3201[12:MRR:3188.0,3192.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3206[12:MRR:3196.0,3201.0] || -> . % 3.51/3.71 3207[12:Spt:3206.0,3187.0,3190.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3208[12:Spt:3206.0,3187.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 3209[12:MRR:65.1,3208.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 3210[12:MRR:3189.1,3209.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 3213[12:MRR:129.1,3210.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3214[12:MRR:3188.0,3213.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3218[12:MRR:67.0,67.1,3214.0,3208.0] || -> . % 3.51/3.71 3219[11:Spt:3218.0,3180.0,3181.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 3220[11:Spt:3218.0,3180.1] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3221[11:MRR:74.0,3220.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 3222[11:MRR:3136.2,3221.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.71 3223[11:MRR:83.0,3220.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 3224[11:MRR:3137.2,3223.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.71 3225[11:MRR:68.0,3220.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 3226[11:MRR:3138.2,3225.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.71 3229[12:Spt:3222.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 3230[12:MRR:121.0,3229.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 3231[12:MRR:129.1,3229.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3234[12:MRR:3226.0,3230.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3238[12:MRR:95.1,3234.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 3239[12:MRR:3224.0,3231.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3243[12:MRR:3238.0,3239.0] || -> . % 3.51/3.71 3244[12:Spt:3243.0,3222.0,3229.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 3245[12:Spt:3243.0,3222.1] || -> pigeon_2_in_hole_4*. % 3.51/3.71 3246[12:MRR:93.0,3245.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 3247[12:MRR:3226.1,3246.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 3250[12:MRR:123.1,3247.0] || pigeon_4_in_hole_5* -> . % 3.51/3.71 3251[12:MRR:3224.0,3250.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3252[12:MRR:101.0,101.1,3251.0,3245.0] || -> . % 3.51/3.71 3255[2:Spt:3252.0,213.0,220.0] || pigeon_7_in_hole_6*+ -> . % 3.51/3.71 3256[2:Spt:3252.0,213.1,213.2,213.3,213.4,213.5] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.71 3257[3:Spt:3256.0] || -> pigeon_7_in_hole_5*. % 3.51/3.71 3258[3:MRR:132.0,3257.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 3259[3:MRR:126.0,3257.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 3260[3:MRR:141.0,3257.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.71 3262[3:MRR:144.0,3257.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 3263[3:MRR:137.0,3257.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 3264[3:MRR:146.0,3257.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 3265[3:MRR:218.1,3258.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 3266[3:MRR:219.1,3259.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3267[3:MRR:216.1,3260.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3268[3:MRR:215.1,3262.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3269[3:MRR:217.1,3263.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3270[3:MRR:214.1,3264.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3271[4:Spt:3265.1] || -> pigeon_2_in_hole_4*. % 3.51/3.71 3272[4:MRR:93.0,3271.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 3273[4:MRR:101.1,3271.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 3276[4:MRR:102.1,3271.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 3277[4:MRR:100.1,3271.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 3278[4:MRR:103.1,3271.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 3279[4:MRR:3266.1,3272.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3280[4:MRR:3267.1,3273.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3281[4:MRR:3268.1,3276.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3282[4:MRR:3269.1,3277.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3283[4:MRR:3270.1,3278.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3284[5:Spt:3279.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 3286[5:MRR:67.1,3284.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 3287[5:MRR:68.1,3284.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 3290[5:MRR:66.1,3284.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3291[5:MRR:69.1,3284.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 3292[5:MRR:3280.1,3286.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3293[5:MRR:3281.1,3287.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3294[5:MRR:3282.1,3290.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3295[5:MRR:3283.1,3291.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3296[6:Spt:3292.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3299[6:MRR:55.1,3296.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 3302[6:MRR:50.0,3296.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 3303[6:MRR:56.1,3296.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 3304[6:MRR:3293.1,3299.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.71 3305[6:MRR:3294.1,3302.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 3306[6:MRR:3295.1,3303.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.71 3307[7:Spt:3304.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3310[7:MRR:31.1,3307.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3314[7:MRR:23.0,3307.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3315[7:MRR:3306.1,3310.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 3319[7:MRR:164.0,3315.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3322[7:MRR:3305.1,3314.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3328[7:MRR:3319.0,3322.0] || -> . % 3.51/3.71 3329[7:Spt:3328.0,3304.1,3307.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 3330[7:Spt:3328.0,3304.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 3331[7:MRR:171.1,3330.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3332[7:MRR:3306.0,3331.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3338[7:MRR:24.0,3332.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3339[7:MRR:3305.1,3338.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3343[7:MRR:163.0,163.1,3330.0,3339.0] || -> . % 3.51/3.71 3345[6:Spt:3343.0,3292.1,3296.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 3346[6:Spt:3343.0,3292.0,3292.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.71 3347[7:Spt:3346.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 3348[7:MRR:168.1,3347.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 3349[7:MRR:162.0,3347.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 3351[7:MRR:167.1,3347.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 3354[7:MRR:3295.0,3348.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3355[7:MRR:3294.0,3349.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3356[7:MRR:3293.0,3351.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3357[8:Spt:3354.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3360[8:MRR:59.0,3357.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 3363[8:MRR:52.0,3357.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3364[8:MRR:3356.0,3360.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3365[8:MRR:23.0,3364.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3372[8:MRR:3355.0,3363.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3379[8:MRR:3365.0,3372.0] || -> . % 3.51/3.71 3380[8:Spt:3379.0,3354.0,3357.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3381[8:Spt:3379.0,3354.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3382[8:MRR:31.0,3381.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 3383[8:MRR:3356.1,3382.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3386[8:MRR:51.0,3383.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3389[8:MRR:3355.0,3386.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3395[8:MRR:24.0,24.1,3381.0,3389.0] || -> . % 3.51/3.71 3396[7:Spt:3395.0,3346.0,3347.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 3397[7:Spt:3395.0,3346.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 3398[7:MRR:27.1,3397.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 3399[7:MRR:3293.2,3398.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 3400[7:MRR:22.0,3397.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3401[7:MRR:3294.2,3400.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.71 3405[7:MRR:28.1,3397.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3406[7:MRR:3295.2,3405.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.71 3408[8:Spt:3399.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 3409[8:MRR:171.1,3408.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3410[8:MRR:163.0,3408.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3414[8:MRR:3406.0,3409.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3415[8:MRR:52.0,3414.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3421[8:MRR:3401.0,3410.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3427[8:MRR:3415.0,3421.0] || -> . % 3.51/3.71 3428[8:Spt:3427.0,3399.0,3408.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3429[8:Spt:3427.0,3399.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3430[8:MRR:59.1,3429.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3431[8:MRR:3406.1,3430.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 3434[8:MRR:164.0,3431.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3436[8:MRR:3401.0,3434.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3441[8:MRR:51.0,51.1,3429.0,3436.0] || -> . % 3.51/3.71 3442[5:Spt:3441.0,3279.1,3284.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 3443[5:Spt:3441.0,3279.0,3279.2,3279.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3444[6:Spt:3443.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 3445[6:MRR:152.1,3444.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 3446[6:MRR:153.1,3444.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 3447[6:MRR:150.1,3444.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 3450[6:MRR:151.1,3444.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 3451[6:MRR:3281.0,3445.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3452[6:MRR:3283.0,3446.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3453[6:MRR:3282.0,3447.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3454[6:MRR:3280.0,3450.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3455[7:Spt:3451.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3457[7:MRR:83.0,3455.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 3460[7:MRR:79.0,3455.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3461[7:MRR:87.1,3455.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 3462[7:MRR:3454.0,3457.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3463[7:MRR:3453.0,3460.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3464[7:MRR:3452.0,3461.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3465[8:Spt:3462.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3466[8:MRR:56.1,3465.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3467[8:MRR:50.0,3465.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3473[8:MRR:3464.0,3466.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3475[8:MRR:24.0,3473.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3481[8:MRR:3463.0,3467.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3488[8:MRR:3475.0,3481.0] || -> . % 3.51/3.71 3489[8:Spt:3488.0,3462.0,3465.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 3490[8:Spt:3488.0,3462.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 3491[8:MRR:28.1,3490.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3492[8:MRR:3464.1,3491.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3498[8:MRR:52.0,3492.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3499[8:MRR:3463.0,3498.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3504[8:MRR:22.0,22.1,3490.0,3499.0] || -> . % 3.51/3.71 3506[7:Spt:3504.0,3451.0,3455.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 3507[7:Spt:3504.0,3451.1,3451.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3508[8:Spt:3507.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3509[8:MRR:55.0,3508.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 3510[8:MRR:59.1,3508.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 3511[8:MRR:51.0,3508.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 3516[8:MRR:3454.1,3509.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 3517[8:MRR:3452.1,3510.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 3518[8:MRR:3453.1,3511.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 3519[9:Spt:3516.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3523[9:MRR:78.0,3519.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3524[9:MRR:84.1,3519.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3525[9:MRR:3518.0,3523.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3526[9:MRR:24.1,3525.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3533[9:MRR:3517.0,3524.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3540[9:MRR:3526.0,3533.0] || -> . % 3.51/3.71 3541[9:Spt:3540.0,3516.0,3519.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 3542[9:Spt:3540.0,3516.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 3543[9:MRR:22.0,3542.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3544[9:MRR:3518.1,3543.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 3548[9:MRR:80.1,3544.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3549[9:MRR:3517.0,3548.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3555[9:MRR:28.0,28.1,3549.0,3542.0] || -> . % 3.51/3.71 3556[8:Spt:3555.0,3507.0,3508.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 3557[8:Spt:3555.0,3507.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3558[8:MRR:23.0,3557.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 3559[8:MRR:3453.2,3558.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 3560[8:MRR:31.1,3557.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3561[8:MRR:3452.2,3560.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 3566[8:MRR:27.0,3557.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 3567[8:MRR:3454.2,3566.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 3568[9:Spt:3559.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 3569[9:MRR:78.1,3568.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 3570[9:MRR:80.1,3568.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3574[9:MRR:3567.0,3569.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3580[9:MRR:56.1,3574.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3581[9:MRR:3561.0,3570.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3587[9:MRR:3580.0,3581.0] || -> . % 3.51/3.71 3588[9:Spt:3587.0,3559.0,3568.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3589[9:Spt:3587.0,3559.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3590[9:MRR:50.1,3589.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 3591[9:MRR:3567.1,3590.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3592[9:MRR:84.1,3591.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3596[9:MRR:3561.0,3592.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3601[9:MRR:52.0,52.1,3596.0,3589.0] || -> . % 3.51/3.71 3602[6:Spt:3601.0,3443.0,3444.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 3603[6:Spt:3601.0,3443.1,3443.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3604[7:Spt:3603.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 3605[7:MRR:39.1,3604.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 3606[7:MRR:41.1,3604.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 3608[7:MRR:38.1,3604.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 3611[7:MRR:40.1,3604.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 3612[7:MRR:3280.2,3605.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 3613[7:MRR:3283.2,3606.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 3614[7:MRR:3282.2,3608.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 3615[7:MRR:3281.2,3611.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 3616[8:Spt:3612.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 3617[8:MRR:167.1,3616.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 3618[8:MRR:168.1,3616.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 3619[8:MRR:162.0,3616.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 3622[8:MRR:3615.0,3617.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 3623[8:MRR:3613.0,3618.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 3624[8:MRR:3614.0,3619.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 3625[9:Spt:3622.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3626[9:MRR:87.1,3625.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3627[9:MRR:79.0,3625.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3632[9:MRR:3623.0,3626.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3633[9:MRR:24.0,3632.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3640[9:MRR:3624.0,3627.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3647[9:MRR:3633.0,3640.0] || -> . % 3.51/3.71 3648[9:Spt:3647.0,3622.0,3625.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 3649[9:Spt:3647.0,3622.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3650[9:MRR:31.1,3649.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3651[9:MRR:3623.1,3650.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 3652[9:MRR:80.0,3651.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3657[9:MRR:3624.0,3652.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3663[9:MRR:23.0,23.1,3649.0,3657.0] || -> . % 3.51/3.71 3664[8:Spt:3663.0,3612.0,3616.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 3665[8:Spt:3663.0,3612.1,3612.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 3666[9:Spt:3665.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3667[9:MRR:83.1,3666.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 3668[9:MRR:84.1,3666.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 3669[9:MRR:78.0,3666.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3673[9:MRR:3615.1,3667.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.71 3674[9:MRR:3613.1,3668.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.71 3675[9:MRR:3614.1,3669.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 3676[10:Spt:3673.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 3679[10:MRR:163.0,3676.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3680[10:MRR:171.1,3676.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3681[10:MRR:3675.0,3679.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 3682[10:MRR:24.1,3681.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3689[10:MRR:3674.0,3680.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3696[10:MRR:3682.0,3689.0] || -> . % 3.51/3.71 3697[10:Spt:3696.0,3673.0,3676.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3698[10:Spt:3696.0,3673.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3699[10:MRR:23.0,3698.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 3700[10:MRR:3675.1,3699.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3703[10:MRR:164.1,3700.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3704[10:MRR:3674.0,3703.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 3710[10:MRR:31.0,31.1,3704.0,3698.0] || -> . % 3.51/3.71 3711[9:Spt:3710.0,3665.0,3666.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 3712[9:Spt:3710.0,3665.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 3713[9:MRR:22.0,3712.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 3714[9:MRR:3614.2,3713.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.71 3715[9:MRR:28.1,3712.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 3716[9:MRR:3613.2,3715.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.71 3721[9:MRR:27.1,3712.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 3722[9:MRR:3615.2,3721.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.71 3723[10:Spt:3714.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3724[10:MRR:163.1,3723.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3725[10:MRR:164.1,3723.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3728[10:MRR:3722.0,3724.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3733[10:MRR:87.1,3728.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3734[10:MRR:3716.0,3725.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 3739[10:MRR:3733.0,3734.0] || -> . % 3.51/3.71 3740[10:Spt:3739.0,3714.0,3723.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3741[10:Spt:3739.0,3714.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 3742[10:MRR:79.1,3741.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 3743[10:MRR:3722.1,3742.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 3744[10:MRR:171.1,3743.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3747[10:MRR:3716.0,3744.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 3748[10:MRR:80.0,80.1,3747.0,3741.0] || -> . % 3.51/3.71 3752[7:Spt:3748.0,3603.0,3604.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 3753[7:Spt:3748.0,3603.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 3754[7:MRR:10.1,3753.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 3755[7:MRR:13.1,3753.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 3756[7:MRR:11.1,3753.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 3757[7:MRR:12.1,3753.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 3761[7:MRR:3280.3,3756.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 3762[7:MRR:3283.3,3755.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 3763[7:MRR:3282.3,3754.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 3764[7:MRR:3281.3,3757.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 3765[8:Spt:3761.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 3768[8:MRR:162.0,3765.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 3769[8:MRR:168.1,3765.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 3770[8:MRR:167.1,3765.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 3771[8:MRR:3763.0,3768.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 3772[8:MRR:3762.0,3769.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 3773[8:MRR:3764.0,3770.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 3774[9:Spt:3771.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 3775[9:MRR:79.1,3774.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 3776[9:MRR:80.1,3774.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3781[9:MRR:3773.0,3775.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3783[9:MRR:59.1,3781.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3788[9:MRR:3772.0,3776.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3794[9:MRR:3783.0,3788.0] || -> . % 3.51/3.71 3795[9:Spt:3794.0,3771.0,3774.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3796[9:Spt:3794.0,3771.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3797[9:MRR:51.1,3796.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 3798[9:MRR:3773.1,3797.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3799[9:MRR:87.1,3798.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 3804[9:MRR:3772.0,3799.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3805[9:MRR:52.0,52.1,3804.0,3796.0] || -> . % 3.51/3.71 3810[8:Spt:3805.0,3761.0,3765.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 3811[8:Spt:3805.0,3761.1,3761.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 3812[9:Spt:3811.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 3813[9:MRR:78.0,3812.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3814[9:MRR:83.1,3812.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 3815[9:MRR:84.1,3812.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 3819[9:MRR:3763.1,3813.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.71 3820[9:MRR:3764.1,3814.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 3821[9:MRR:3762.1,3815.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.71 3822[10:Spt:3819.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3825[10:MRR:164.1,3822.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3826[10:MRR:163.1,3822.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3827[10:MRR:3821.0,3825.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 3828[10:MRR:59.0,3827.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 3834[10:MRR:3820.0,3826.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3840[10:MRR:3828.0,3834.0] || -> . % 3.51/3.71 3841[10:Spt:3840.0,3819.0,3822.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3842[10:Spt:3840.0,3819.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3843[10:MRR:52.1,3842.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 3844[10:MRR:3821.1,3843.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 3847[10:MRR:171.0,3844.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3848[10:MRR:3820.0,3847.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 3853[10:MRR:51.0,51.1,3848.0,3842.0] || -> . % 3.51/3.71 3854[9:Spt:3853.0,3811.0,3812.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 3855[9:Spt:3853.0,3811.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 3856[9:MRR:56.1,3855.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 3857[9:MRR:3762.2,3856.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.71 3858[9:MRR:55.1,3855.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 3859[9:MRR:3764.2,3858.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.71 3860[9:MRR:50.0,3855.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 3861[9:MRR:3763.2,3860.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.71 3865[10:Spt:3857.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 3866[10:MRR:164.0,3865.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 3867[10:MRR:171.0,3865.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3870[10:MRR:3861.0,3866.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 3875[10:MRR:79.1,3870.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 3876[10:MRR:3859.0,3867.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3881[10:MRR:3875.0,3876.0] || -> . % 3.51/3.71 3882[10:Spt:3881.0,3857.0,3865.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 3883[10:Spt:3881.0,3857.1] || -> pigeon_6_in_hole_3*. % 3.51/3.71 3884[10:MRR:80.0,3883.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 3885[10:MRR:3861.1,3884.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 3886[10:MRR:163.1,3885.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 3889[10:MRR:3859.0,3886.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 3890[10:MRR:87.0,87.1,3883.0,3889.0] || -> . % 3.51/3.71 3894[4:Spt:3890.0,3265.1,3271.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 3895[4:Spt:3890.0,3265.0,3265.2,3265.3,3265.4] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 3896[5:Spt:3895.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 3897[5:MRR:159.1,3896.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 3898[5:MRR:156.1,3896.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 3899[5:MRR:158.1,3896.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 3901[5:MRR:157.1,3896.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 3902[5:MRR:149.0,3896.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 3903[5:MRR:3270.0,3897.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 3904[5:MRR:3269.0,3898.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3905[5:MRR:3268.0,3899.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3906[5:MRR:3267.0,3901.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3907[5:MRR:3266.0,3902.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3908[6:Spt:3903.1] || -> pigeon_6_in_hole_3*. % 3.51/3.71 3909[6:MRR:80.0,3908.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 3910[6:MRR:87.0,3908.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 3914[6:MRR:84.0,3908.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 3915[6:MRR:69.0,3908.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 3916[6:MRR:3904.1,3909.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 3917[6:MRR:3905.1,3910.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3918[6:MRR:3906.1,3914.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3919[6:MRR:3907.1,3915.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3920[7:Spt:3916.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 3922[7:MRR:51.1,3920.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 3923[7:MRR:50.1,3920.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 3927[7:MRR:38.0,3920.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 3928[7:MRR:3917.1,3922.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 3929[7:MRR:3918.1,3923.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 3930[7:MRR:3919.1,3927.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 3931[8:Spt:3928.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3934[8:MRR:12.0,3931.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 3938[8:MRR:27.0,3931.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 3939[8:MRR:3930.1,3934.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 3940[8:MRR:95.1,3939.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 3946[8:MRR:3929.1,3938.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3952[8:MRR:3940.0,3946.0] || -> . % 3.51/3.71 3953[8:Spt:3952.0,3928.1,3931.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 3954[8:Spt:3952.0,3928.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 3955[8:MRR:96.0,3954.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 3956[8:MRR:3930.0,3955.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 3959[8:MRR:11.1,3956.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 3963[8:MRR:3929.1,3959.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 3966[8:MRR:111.0,111.1,3954.0,3963.0] || -> . % 3.51/3.71 3969[7:Spt:3966.0,3916.1,3920.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 3970[7:Spt:3966.0,3916.0,3916.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.71 3971[8:Spt:3970.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 3972[8:MRR:94.0,3971.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 3973[8:MRR:106.1,3971.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 3976[8:MRR:107.1,3971.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 3978[8:MRR:3919.0,3972.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 3979[8:MRR:3918.0,3973.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 3980[8:MRR:3917.0,3976.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 3981[9:Spt:3978.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 3983[9:MRR:40.1,3981.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 3984[9:MRR:39.1,3981.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 3988[9:MRR:3980.0,3983.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 3989[9:MRR:27.0,3988.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 3996[9:MRR:3979.0,3984.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4003[9:MRR:3989.0,3996.0] || -> . % 3.51/3.71 4004[9:Spt:4003.0,3978.0,3981.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4005[9:Spt:4003.0,3978.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4006[9:MRR:12.1,4005.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4007[9:MRR:3980.1,4006.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4009[9:MRR:55.0,4007.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 4013[9:MRR:3979.0,4009.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4019[9:MRR:11.0,11.1,4013.0,4005.0] || -> . % 3.51/3.71 4020[8:Spt:4019.0,3970.0,3971.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4021[8:Spt:4019.0,3970.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4022[8:MRR:23.1,4021.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 4023[8:MRR:3917.2,4022.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 4024[8:MRR:22.1,4021.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 4025[8:MRR:3918.2,4024.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 4029[8:MRR:10.0,4021.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4030[8:MRR:3919.2,4029.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 4032[9:Spt:4023.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 4033[9:MRR:96.0,4032.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4034[9:MRR:111.0,4032.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4038[9:MRR:4030.0,4033.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4042[9:MRR:39.1,4038.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 4045[9:MRR:4025.0,4034.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4051[9:MRR:4042.0,4045.0] || -> . % 3.51/3.71 4052[9:Spt:4051.0,4023.0,4032.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4053[9:Spt:4051.0,4023.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4054[9:MRR:40.0,4053.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4055[9:MRR:4030.1,4054.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4059[9:MRR:95.1,4055.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4060[9:MRR:4025.0,4059.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4065[9:MRR:55.0,55.1,4053.0,4060.0] || -> . % 3.51/3.71 4066[6:Spt:4065.0,3903.1,3908.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 4067[6:Spt:4065.0,3903.0,3903.2,3903.3] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4068[7:Spt:4067.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 4069[7:MRR:115.0,4068.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 4070[7:MRR:97.0,4068.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 4071[7:MRR:112.0,4068.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 4074[7:MRR:108.0,4068.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4075[7:MRR:3905.0,4069.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4076[7:MRR:3907.0,4070.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4077[7:MRR:3906.0,4071.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 4078[7:MRR:3904.0,4074.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4079[8:Spt:4075.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4080[8:MRR:79.0,4079.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 4084[8:MRR:83.0,4079.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 4085[8:MRR:68.0,4079.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 4086[8:MRR:4078.0,4080.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4087[8:MRR:4077.0,4084.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 4088[8:MRR:4076.0,4085.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4089[9:Spt:4086.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4090[9:MRR:38.0,4089.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4094[9:MRR:50.1,4089.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 4097[9:MRR:4088.0,4090.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4099[9:MRR:11.1,4097.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 4105[9:MRR:4087.0,4094.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4112[9:MRR:4099.0,4105.0] || -> . % 3.51/3.71 4113[9:Spt:4112.0,4086.0,4089.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 4114[9:Spt:4112.0,4086.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4115[9:MRR:10.0,4114.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4116[9:MRR:4088.1,4115.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4119[9:MRR:39.1,4116.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 4123[9:MRR:4087.0,4119.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4128[9:MRR:22.0,22.1,4123.0,4114.0] || -> . % 3.51/3.71 4130[8:Spt:4128.0,4075.0,4079.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 4131[8:Spt:4128.0,4075.1,4075.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4132[9:Spt:4131.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4133[9:MRR:51.0,4132.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 4134[9:MRR:40.0,4132.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4138[9:MRR:55.0,4132.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 4140[9:MRR:4078.1,4133.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 4141[9:MRR:4076.1,4134.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 4142[9:MRR:4077.1,4138.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 4143[10:Spt:4140.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 4147[10:MRR:78.1,4143.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4148[10:MRR:66.0,4143.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4149[10:MRR:4142.0,4147.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4150[10:MRR:11.0,4149.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4157[10:MRR:4141.0,4148.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4164[10:MRR:4150.0,4157.0] || -> . % 3.51/3.71 4165[10:Spt:4164.0,4140.0,4143.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 4166[10:Spt:4164.0,4140.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4167[10:MRR:22.1,4166.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 4168[10:MRR:4142.1,4167.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 4172[10:MRR:67.0,4168.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4173[10:MRR:4141.0,4172.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4179[10:MRR:10.0,10.1,4166.0,4173.0] || -> . % 3.51/3.71 4180[9:Spt:4179.0,4131.0,4132.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 4181[9:Spt:4179.0,4131.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4182[9:MRR:27.0,4181.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 4183[9:MRR:4077.2,4182.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 4184[9:MRR:12.0,4181.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4185[9:MRR:4076.2,4184.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 4190[9:MRR:23.0,4181.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 4191[9:MRR:4078.2,4190.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 4192[10:Spt:4183.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 4193[10:MRR:78.0,4192.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 4194[10:MRR:67.0,4192.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4198[10:MRR:4191.0,4193.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4204[10:MRR:38.0,4198.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4205[10:MRR:4185.0,4194.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4211[10:MRR:4204.0,4205.0] || -> . % 3.51/3.71 4212[10:Spt:4211.0,4183.0,4192.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4213[10:Spt:4211.0,4183.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4214[10:MRR:50.0,4213.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 4215[10:MRR:4191.1,4214.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 4216[10:MRR:66.0,4215.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4220[10:MRR:4185.0,4216.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4222[10:MRR:39.0,39.1,4213.0,4220.0] || -> . % 3.51/3.71 4226[7:Spt:4222.0,4067.0,4068.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 4227[7:Spt:4222.0,4067.1,4067.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4228[8:Spt:4227.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 4229[8:MRR:52.0,4228.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 4230[8:MRR:41.0,4228.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4234[8:MRR:56.0,4228.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 4235[8:MRR:59.0,4228.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 4236[8:MRR:3904.2,4229.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 4237[8:MRR:3907.2,4230.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 4238[8:MRR:3906.2,4234.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 4239[8:MRR:3905.2,4235.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 4240[9:Spt:4236.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 4241[9:MRR:107.1,4240.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 4242[9:MRR:94.0,4240.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 4243[9:MRR:106.1,4240.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 4246[9:MRR:4239.0,4241.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 4247[9:MRR:4237.0,4242.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 4248[9:MRR:4238.0,4243.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 4249[10:Spt:4246.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4250[10:MRR:68.0,4249.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4251[10:MRR:83.0,4249.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4256[10:MRR:4247.0,4250.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4257[10:MRR:11.1,4256.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 4264[10:MRR:4248.0,4251.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4271[10:MRR:4257.0,4264.0] || -> . % 3.51/3.71 4272[10:Spt:4271.0,4246.0,4249.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 4273[10:Spt:4271.0,4246.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4274[10:MRR:12.0,4273.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4275[10:MRR:4247.1,4274.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 4276[10:MRR:67.1,4275.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4281[10:MRR:4248.0,4276.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4287[10:MRR:27.0,27.1,4273.0,4281.0] || -> . % 3.51/3.71 4288[9:Spt:4287.0,4236.0,4240.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4289[9:Spt:4287.0,4236.1,4236.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 4290[10:Spt:4289.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 4291[10:MRR:79.1,4290.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 4292[10:MRR:66.0,4290.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 4293[10:MRR:78.1,4290.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 4297[10:MRR:4239.1,4291.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 4298[10:MRR:4237.1,4292.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 4299[10:MRR:4238.1,4293.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 4300[11:Spt:4297.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 4303[11:MRR:111.0,4300.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4304[11:MRR:96.0,4300.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4305[11:MRR:4299.0,4303.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4306[11:MRR:11.0,4305.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4313[11:MRR:4298.0,4304.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4320[11:MRR:4306.0,4313.0] || -> . % 3.51/3.71 4321[11:Spt:4320.0,4297.0,4300.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4322[11:Spt:4320.0,4297.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4323[11:MRR:27.0,4322.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 4324[11:MRR:4299.1,4323.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 4327[11:MRR:95.0,4324.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4328[11:MRR:4298.0,4327.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4334[11:MRR:12.0,12.1,4322.0,4328.0] || -> . % 3.51/3.71 4335[10:Spt:4334.0,4289.0,4290.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 4336[10:Spt:4334.0,4289.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4337[10:MRR:22.1,4336.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 4338[10:MRR:4238.2,4337.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 4339[10:MRR:10.0,4336.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4340[10:MRR:4237.2,4339.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 4345[10:MRR:23.1,4336.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4346[10:MRR:4239.2,4345.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 4347[11:Spt:4338.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 4348[11:MRR:111.1,4347.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4349[11:MRR:95.0,4347.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4352[11:MRR:4346.0,4348.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4357[11:MRR:68.0,4352.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4358[11:MRR:4340.0,4349.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 4363[11:MRR:4357.0,4358.0] || -> . % 3.51/3.71 4364[11:Spt:4363.0,4338.0,4347.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4365[11:Spt:4363.0,4338.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 4366[11:MRR:83.1,4365.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 4367[11:MRR:4346.1,4366.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 4368[11:MRR:96.0,4367.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4371[11:MRR:4340.0,4368.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 4372[11:MRR:67.0,67.1,4365.0,4371.0] || -> . % 3.51/3.71 4376[8:Spt:4372.0,4227.0,4228.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 4377[8:Spt:4372.0,4227.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4378[8:MRR:28.0,4377.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 4379[8:MRR:13.0,4377.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 4380[8:MRR:24.0,4377.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 4381[8:MRR:31.0,4377.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 4385[8:MRR:3904.3,4380.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 4386[8:MRR:3907.3,4379.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 4387[8:MRR:3906.3,4378.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 4388[8:MRR:3905.3,4381.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 4389[9:Spt:4385.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 4392[9:MRR:106.1,4389.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 4393[9:MRR:94.0,4389.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 4394[9:MRR:107.1,4389.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 4395[9:MRR:4387.0,4392.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 4396[9:MRR:4386.0,4393.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 4397[9:MRR:4388.0,4394.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 4398[10:Spt:4395.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 4399[10:MRR:83.1,4398.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 4400[10:MRR:67.0,4398.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4405[10:MRR:4397.0,4399.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4407[10:MRR:40.0,4405.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4412[10:MRR:4396.0,4400.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4418[10:MRR:4407.0,4412.0] || -> . % 3.51/3.71 4419[10:Spt:4418.0,4395.0,4398.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4420[10:Spt:4418.0,4395.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4421[10:MRR:55.1,4420.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4422[10:MRR:4397.1,4421.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4423[10:MRR:68.0,4422.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 4428[10:MRR:4396.0,4423.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4432[10:MRR:39.0,39.1,4420.0,4428.0] || -> . % 3.51/3.71 4434[9:Spt:4432.0,4385.0,4389.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4435[9:Spt:4432.0,4385.1,4385.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 4436[10:Spt:4435.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 4437[10:MRR:78.1,4436.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 4438[10:MRR:79.1,4436.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 4439[10:MRR:66.0,4436.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 4443[10:MRR:4387.1,4437.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 4444[10:MRR:4388.1,4438.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 4445[10:MRR:4386.1,4439.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 4446[11:Spt:4443.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 4449[11:MRR:95.0,4446.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4450[11:MRR:111.1,4446.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4451[11:MRR:4445.0,4449.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4452[11:MRR:40.1,4451.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4458[11:MRR:4444.0,4450.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4464[11:MRR:4452.0,4458.0] || -> . % 3.51/3.71 4465[11:Spt:4464.0,4443.0,4446.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4466[11:Spt:4464.0,4443.1] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4467[11:MRR:39.0,4466.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4468[11:MRR:4445.1,4467.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4471[11:MRR:96.1,4468.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4472[11:MRR:4444.0,4471.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4477[11:MRR:55.0,55.1,4472.0,4466.0] || -> . % 3.51/3.71 4478[10:Spt:4477.0,4435.0,4436.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 4479[10:Spt:4477.0,4435.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4480[10:MRR:38.0,4479.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4481[10:MRR:4386.2,4480.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 4482[10:MRR:51.1,4479.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4483[10:MRR:4388.2,4482.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 4487[10:MRR:50.1,4479.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 4488[10:MRR:4387.2,4487.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 4489[11:Spt:4481.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4490[11:MRR:95.1,4489.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 4491[11:MRR:96.1,4489.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4494[11:MRR:4488.0,4490.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 4499[11:MRR:83.1,4494.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 4500[11:MRR:4483.0,4491.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4505[11:MRR:4499.0,4500.0] || -> . % 3.51/3.71 4506[11:Spt:4505.0,4481.0,4489.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4507[11:Spt:4505.0,4481.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 4508[11:MRR:67.1,4507.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 4509[11:MRR:4488.1,4508.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 4510[11:MRR:111.1,4509.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4513[11:MRR:4483.0,4510.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 4514[11:MRR:68.0,68.1,4513.0,4507.0] || -> . % 3.51/3.71 4518[5:Spt:4514.0,3895.0,3896.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 4519[5:Spt:4514.0,3895.1,3895.2,3895.3] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 4520[6:Spt:4519.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 4521[6:MRR:73.1,4520.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 4522[6:MRR:74.1,4520.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 4523[6:MRR:65.0,4520.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 4526[6:MRR:72.1,4520.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 4527[6:MRR:75.1,4520.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 4528[6:MRR:3267.2,4521.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 4529[6:MRR:3268.2,4522.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4530[6:MRR:3266.2,4523.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4531[6:MRR:3269.2,4526.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4532[6:MRR:3270.2,4527.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4533[7:Spt:4528.2] || -> pigeon_4_in_hole_2*. % 3.51/3.71 4534[7:MRR:39.0,4533.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4535[7:MRR:55.1,4533.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 4539[7:MRR:50.0,4533.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 4540[7:MRR:56.1,4533.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 4541[7:MRR:4530.2,4534.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 4542[7:MRR:4529.2,4535.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 4543[7:MRR:4531.2,4539.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.71 4544[7:MRR:4532.2,4540.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 4545[8:Spt:4541.2] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4547[8:MRR:13.1,4545.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 4548[8:MRR:10.1,4545.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 4552[8:MRR:12.1,4545.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 4553[8:MRR:4544.2,4547.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.71 4554[8:MRR:4543.2,4548.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.71 4555[8:MRR:4542.2,4552.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.71 4556[9:Spt:4553.1] || -> pigeon_6_in_hole_4*. % 3.51/3.71 4557[9:MRR:108.0,4556.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 4562[9:MRR:115.0,4556.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4563[9:MRR:4554.1,4557.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 4566[9:MRR:163.1,4563.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 4569[9:MRR:4555.1,4562.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 4574[9:MRR:4566.0,4569.0] || -> . % 3.51/3.71 4575[9:Spt:4574.0,4553.1,4556.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 4576[9:Spt:4574.0,4553.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 4577[9:MRR:164.0,4576.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 4578[9:MRR:4554.0,4577.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 4579[9:MRR:107.1,4578.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4584[9:MRR:4555.1,4579.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 4588[9:MRR:171.0,171.1,4576.0,4584.0] || -> . % 3.51/3.71 4589[8:Spt:4588.0,4541.2,4545.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 4590[8:Spt:4588.0,4541.0,4541.1] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 4591[9:Spt:4590.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 4592[9:MRR:150.1,4591.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 4593[9:MRR:152.1,4591.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 4594[9:MRR:153.1,4591.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 4597[9:MRR:4543.0,4592.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.71 4598[9:MRR:4542.0,4593.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 4599[9:MRR:4544.0,4594.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 4600[10:Spt:4597.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 4601[10:MRR:108.1,4600.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 4606[10:MRR:107.1,4600.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4607[10:MRR:4599.0,4601.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4610[10:MRR:31.0,4607.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4614[10:MRR:4598.0,4606.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4620[10:MRR:4610.0,4614.0] || -> . % 3.51/3.71 4621[10:Spt:4620.0,4597.0,4600.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 4622[10:Spt:4620.0,4597.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4623[10:MRR:24.1,4622.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 4624[10:MRR:4599.1,4623.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 4625[10:MRR:115.0,4624.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4630[10:MRR:4598.0,4625.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4634[10:MRR:23.0,23.1,4630.0,4622.0] || -> . % 3.51/3.71 4636[9:Spt:4634.0,4590.0,4591.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 4637[9:Spt:4634.0,4590.1] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4638[9:MRR:94.1,4637.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4639[9:MRR:4543.1,4638.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 4640[9:MRR:97.1,4637.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 4641[9:MRR:4544.1,4640.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.71 4645[9:MRR:96.1,4637.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4646[9:MRR:4542.1,4645.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.71 4647[10:Spt:4639.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 4648[10:MRR:164.1,4647.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 4650[10:MRR:163.1,4647.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 4652[10:MRR:4641.0,4648.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4657[10:MRR:31.0,4652.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4659[10:MRR:4646.0,4650.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4665[10:MRR:4657.0,4659.0] || -> . % 3.51/3.71 4666[10:Spt:4665.0,4639.0,4647.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 4667[10:Spt:4665.0,4639.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4668[10:MRR:24.1,4667.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 4669[10:MRR:4641.1,4668.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 4670[10:MRR:171.0,4669.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 4673[10:MRR:4646.0,4670.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4675[10:MRR:23.0,23.1,4673.0,4667.0] || -> . % 3.51/3.71 4679[7:Spt:4675.0,4528.2,4533.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 4680[7:Spt:4675.0,4528.0,4528.1,4528.3] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 4681[8:Spt:4680.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 4682[8:MRR:162.0,4681.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 4683[8:MRR:168.1,4681.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 4684[8:MRR:167.1,4681.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 4686[8:MRR:151.0,4681.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 4687[8:MRR:4531.0,4682.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4688[8:MRR:4532.0,4683.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4689[8:MRR:4529.0,4684.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4690[8:MRR:4530.0,4686.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4691[9:Spt:4687.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 4692[9:MRR:94.0,4691.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 4693[9:MRR:107.1,4691.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 4697[9:MRR:108.1,4691.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 4698[9:MRR:4690.0,4692.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4699[9:MRR:4689.0,4693.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4700[9:MRR:4688.0,4697.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4701[10:Spt:4698.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4706[10:MRR:40.1,4701.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4707[10:MRR:41.1,4701.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 4708[10:MRR:4699.0,4706.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4709[10:MRR:31.1,4708.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 4716[10:MRR:4700.0,4707.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4723[10:MRR:4709.0,4716.0] || -> . % 3.51/3.71 4724[10:Spt:4723.0,4698.0,4701.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4725[10:Spt:4723.0,4698.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4726[10:MRR:12.1,4725.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4727[10:MRR:4699.1,4726.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4732[10:MRR:59.1,4727.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 4733[10:MRR:4700.0,4732.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4734[10:MRR:13.0,13.1,4733.0,4725.0] || -> . % 3.51/3.71 4740[9:Spt:4734.0,4687.0,4691.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4741[9:Spt:4734.0,4687.1,4687.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4742[10:Spt:4741.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4743[10:MRR:38.0,4742.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4744[10:MRR:51.1,4742.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 4748[10:MRR:52.1,4742.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 4749[10:MRR:4690.1,4743.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 4750[10:MRR:4689.1,4744.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.71 4751[10:MRR:4688.1,4748.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 4752[11:Spt:4749.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4753[11:MRR:97.1,4752.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 4757[11:MRR:96.1,4752.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4758[11:MRR:4751.0,4753.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4759[11:MRR:31.0,4758.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4766[11:MRR:4750.0,4757.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4773[11:MRR:4759.0,4766.0] || -> . % 3.51/3.71 4774[11:Spt:4773.0,4749.0,4752.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4775[11:Spt:4773.0,4749.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4776[11:MRR:13.1,4775.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 4777[11:MRR:4751.1,4776.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 4778[11:MRR:115.0,4777.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4782[11:MRR:4750.0,4778.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4788[11:MRR:12.0,12.1,4782.0,4775.0] || -> . % 3.51/3.71 4789[10:Spt:4788.0,4741.0,4742.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 4790[10:Spt:4788.0,4741.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4791[10:MRR:24.1,4790.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 4792[10:MRR:4688.2,4791.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 4793[10:MRR:23.1,4790.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4794[10:MRR:4689.2,4793.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 4795[10:MRR:10.0,4790.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4796[10:MRR:4690.2,4795.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 4801[11:Spt:4792.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 4802[11:MRR:97.0,4801.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 4806[11:MRR:115.0,4801.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4807[11:MRR:4796.0,4802.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4809[11:MRR:40.1,4807.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4813[11:MRR:4794.0,4806.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4818[11:MRR:4809.0,4813.0] || -> . % 3.51/3.71 4819[11:Spt:4818.0,4792.0,4801.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 4820[11:Spt:4818.0,4792.1] || -> pigeon_6_in_hole_2*. % 3.51/3.71 4821[11:MRR:41.0,4820.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4822[11:MRR:4796.1,4821.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 4823[11:MRR:96.1,4822.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 4827[11:MRR:4794.0,4823.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4831[11:MRR:59.0,59.1,4820.0,4827.0] || -> . % 3.51/3.71 4832[8:Spt:4831.0,4680.0,4681.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 4833[8:Spt:4831.0,4680.1,4680.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 4834[9:Spt:4833.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 4835[9:MRR:112.1,4834.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 4836[9:MRR:95.0,4834.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 4839[9:MRR:111.1,4834.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 4840[9:MRR:106.0,4834.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 4841[9:MRR:4532.1,4835.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4842[9:MRR:4530.1,4836.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4843[9:MRR:4529.1,4839.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4844[9:MRR:4531.1,4840.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4845[10:Spt:4841.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 4846[10:MRR:164.0,4845.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 4848[10:MRR:171.0,4845.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 4849[10:MRR:153.0,4845.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 4850[10:MRR:4844.0,4846.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 4851[10:MRR:4843.0,4848.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 4852[10:MRR:4842.0,4849.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 4853[11:Spt:4850.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4858[11:MRR:51.1,4853.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 4859[11:MRR:38.0,4853.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4860[11:MRR:4851.0,4858.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4867[11:MRR:12.0,4860.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4868[11:MRR:4852.0,4859.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4875[11:MRR:4867.0,4868.0] || -> . % 3.51/3.71 4876[11:Spt:4875.0,4850.0,4853.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 4877[11:Spt:4875.0,4850.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4878[11:MRR:23.1,4877.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4879[11:MRR:4851.1,4878.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4884[11:MRR:40.0,4879.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4885[11:MRR:4852.0,4884.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4890[11:MRR:10.0,10.1,4877.0,4885.0] || -> . % 3.51/3.71 4892[10:Spt:4890.0,4841.0,4845.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 4893[10:Spt:4890.0,4841.1,4841.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 4894[11:Spt:4893.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 4895[11:MRR:52.0,4894.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 4896[11:MRR:59.0,4894.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 4897[11:MRR:41.0,4894.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 4901[11:MRR:4844.1,4895.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 4902[11:MRR:4843.1,4896.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.71 4903[11:MRR:4842.1,4897.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.71 4904[12:Spt:4901.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 4906[12:MRR:163.1,4904.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 4907[12:MRR:150.0,4904.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 4908[12:MRR:4902.0,4906.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 4910[12:MRR:12.0,4908.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4916[12:MRR:4903.0,4907.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4923[12:MRR:4910.0,4916.0] || -> . % 3.51/3.71 4924[12:Spt:4923.0,4901.0,4904.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 4925[12:Spt:4923.0,4901.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 4926[12:MRR:23.1,4925.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 4927[12:MRR:4902.1,4926.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 4929[12:MRR:152.0,4927.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 4930[12:MRR:4903.0,4929.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 4932[12:MRR:10.0,10.1,4925.0,4930.0] || -> . % 3.51/3.71 4937[11:Spt:4932.0,4893.0,4894.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 4938[11:Spt:4932.0,4893.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 4939[11:MRR:31.0,4938.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 4940[11:MRR:4843.2,4939.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 4941[11:MRR:13.0,4938.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 4942[11:MRR:4842.2,4941.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 4943[11:MRR:24.0,4938.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 4944[11:MRR:4844.2,4943.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.71 4949[12:Spt:4940.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 4950[12:MRR:163.0,4949.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 4951[12:MRR:152.0,4949.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 4953[12:MRR:4944.0,4950.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 4954[12:MRR:38.0,4953.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 4959[12:MRR:4942.0,4951.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4964[12:MRR:4954.0,4959.0] || -> . % 3.51/3.71 4965[12:Spt:4964.0,4940.0,4949.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 4966[12:Spt:4964.0,4940.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 4967[12:MRR:51.0,4966.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 4968[12:MRR:4944.1,4967.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 4969[12:MRR:150.0,4968.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 4971[12:MRR:4942.0,4969.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 4975[12:MRR:40.0,40.1,4966.0,4971.0] || -> . % 3.51/3.71 4976[9:Spt:4975.0,4833.0,4834.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 4977[9:Spt:4975.0,4833.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 4978[9:MRR:27.1,4977.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 4979[9:MRR:11.0,4977.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 4980[9:MRR:22.0,4977.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 4984[9:MRR:28.1,4977.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 4985[9:MRR:4532.3,4984.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 4986[9:MRR:4530.3,4979.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 4987[9:MRR:4529.3,4978.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 4988[9:MRR:4531.3,4980.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 4989[10:Spt:4985.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 4990[10:MRR:153.0,4989.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 4991[10:MRR:171.0,4989.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 4993[10:MRR:164.0,4989.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 4994[10:MRR:4986.0,4990.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 4995[10:MRR:4987.0,4991.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.71 4996[10:MRR:4988.0,4993.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 4997[11:Spt:4994.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5001[11:MRR:96.1,4997.0] || pigeon_5_in_hole_4* -> . % 3.51/3.71 5002[11:MRR:94.1,4997.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5003[11:MRR:4995.0,5001.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 5004[11:MRR:51.0,5003.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 5010[11:MRR:4996.0,5002.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5016[11:MRR:5004.0,5010.0] || -> . % 3.51/3.71 5017[11:Spt:5016.0,4994.0,4997.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5018[11:Spt:5016.0,4994.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 5019[11:MRR:40.1,5018.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 5020[11:MRR:4995.1,5019.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 5024[11:MRR:107.0,5020.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5025[11:MRR:4996.0,5024.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5027[11:MRR:38.0,38.1,5025.0,5018.0] || -> . % 3.51/3.71 5031[10:Spt:5027.0,4985.0,4989.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5032[10:Spt:5027.0,4985.1,4985.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 5033[11:Spt:5032.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5034[11:MRR:97.0,5033.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5035[11:MRR:115.0,5033.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 5038[11:MRR:108.0,5033.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5039[11:MRR:4986.1,5034.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 5040[11:MRR:4987.1,5035.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 5041[11:MRR:4988.1,5038.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.71 5042[12:Spt:5039.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5043[12:MRR:152.1,5042.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 5044[12:MRR:150.1,5042.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5046[12:MRR:5040.0,5043.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 5052[12:MRR:51.0,5046.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 5053[12:MRR:5041.0,5044.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5059[12:MRR:5052.0,5053.0] || -> . % 3.51/3.71 5060[12:Spt:5059.0,5039.0,5042.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5061[12:Spt:5059.0,5039.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 5062[12:MRR:40.1,5061.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 5063[12:MRR:5040.1,5062.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 5065[12:MRR:163.0,5063.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5066[12:MRR:5041.0,5065.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5070[12:MRR:38.0,38.1,5066.0,5061.0] || -> . % 3.51/3.71 5072[11:Spt:5070.0,5032.0,5033.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5073[11:Spt:5070.0,5032.1] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5074[11:MRR:59.0,5073.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 5075[11:MRR:4987.2,5074.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.71 5076[11:MRR:52.0,5073.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 5077[11:MRR:4988.2,5076.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.71 5078[11:MRR:41.0,5073.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 5079[11:MRR:4986.2,5078.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 5083[12:Spt:5075.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 5084[12:MRR:152.0,5083.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5085[12:MRR:163.0,5083.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5087[12:MRR:5079.0,5084.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5088[12:MRR:94.1,5087.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5092[12:MRR:5077.0,5085.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5096[12:MRR:5088.0,5092.0] || -> . % 3.51/3.71 5097[12:Spt:5096.0,5075.0,5083.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 5098[12:Spt:5096.0,5075.1] || -> pigeon_5_in_hole_4*. % 3.51/3.71 5099[12:MRR:96.0,5098.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5100[12:MRR:5079.1,5099.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5102[12:MRR:150.1,5100.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5103[12:MRR:5077.0,5102.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5106[12:MRR:107.0,107.1,5098.0,5103.0] || -> . % 3.51/3.71 5107[6:Spt:5106.0,4519.0,4520.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 5108[6:Spt:5106.0,4519.1,4519.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 5109[7:Spt:5108.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 5110[7:MRR:46.1,5109.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 5111[7:MRR:44.1,5109.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 5112[7:MRR:37.0,5109.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 5113[7:MRR:47.1,5109.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 5116[7:MRR:45.1,5109.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 5117[7:MRR:3268.3,5110.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 5118[7:MRR:3269.3,5111.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 5119[7:MRR:3266.3,5112.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 5120[7:MRR:3270.3,5113.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 5121[7:MRR:3267.3,5116.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 5122[8:Spt:5117.3] || -> pigeon_5_in_hole_1*. % 3.51/3.71 5123[8:MRR:27.0,5122.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 5124[8:MRR:31.1,5122.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 5125[8:MRR:23.0,5122.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 5129[8:MRR:12.0,5122.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 5130[8:MRR:5121.3,5123.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 5131[8:MRR:5120.3,5124.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 5132[8:MRR:5118.3,5125.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 5133[8:MRR:5119.3,5129.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 5134[9:Spt:5130.1] || -> pigeon_4_in_hole_4*. % 3.51/3.71 5135[9:MRR:106.0,5134.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5139[9:MRR:95.0,5134.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5140[9:MRR:112.1,5134.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5141[9:MRR:5132.1,5135.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.71 5142[9:MRR:5133.1,5139.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.71 5143[9:MRR:5131.1,5140.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.71 5144[10:Spt:5141.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5147[10:MRR:66.0,5144.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5150[10:MRR:80.1,5144.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5151[10:MRR:5142.1,5147.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5155[10:MRR:153.1,5151.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 5157[10:MRR:5143.1,5150.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5162[10:MRR:5155.0,5157.0] || -> . % 3.51/3.71 5163[10:Spt:5162.0,5141.1,5144.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5164[10:Spt:5162.0,5141.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5165[10:MRR:150.0,5164.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5166[10:MRR:5142.0,5165.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5171[10:MRR:69.1,5166.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5172[10:MRR:5143.1,5171.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5176[10:MRR:164.0,164.1,5172.0,5164.0] || -> . % 3.51/3.71 5177[9:Spt:5176.0,5130.1,5134.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5178[9:Spt:5176.0,5130.0,5130.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.71 5179[10:Spt:5178.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 5180[10:MRR:151.0,5179.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5181[10:MRR:168.1,5179.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5183[10:MRR:162.0,5179.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5185[10:MRR:5133.0,5180.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 5186[10:MRR:5131.0,5181.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 5187[10:MRR:5132.0,5183.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 5188[11:Spt:5185.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5189[11:MRR:94.1,5188.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5193[11:MRR:97.1,5188.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5194[11:MRR:5187.0,5189.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5195[11:MRR:80.1,5194.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5201[11:MRR:5186.0,5193.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5207[11:MRR:5195.0,5201.0] || -> . % 3.51/3.71 5208[11:Spt:5207.0,5185.0,5188.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5209[11:Spt:5207.0,5185.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5210[11:MRR:66.1,5209.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5211[11:MRR:5187.1,5210.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5215[11:MRR:108.1,5211.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5216[11:MRR:5186.0,5215.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5221[11:MRR:69.0,69.1,5216.0,5209.0] || -> . % 3.51/3.71 5222[10:Spt:5221.0,5178.0,5179.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5223[10:Spt:5221.0,5178.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5224[10:MRR:78.0,5223.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5225[10:MRR:5132.2,5224.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.71 5226[10:MRR:84.1,5223.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5227[10:MRR:5131.2,5226.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.71 5230[10:MRR:67.0,5223.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5231[10:MRR:5133.2,5230.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 5233[11:Spt:5225.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5234[11:MRR:150.0,5233.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5235[11:MRR:164.1,5233.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 5238[11:MRR:5231.0,5234.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5239[11:MRR:97.1,5238.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5244[11:MRR:5227.0,5235.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5249[11:MRR:5239.0,5244.0] || -> . % 3.51/3.71 5250[11:Spt:5249.0,5225.0,5233.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5251[11:Spt:5249.0,5225.1] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5252[11:MRR:94.0,5251.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5253[11:MRR:5231.1,5252.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5254[11:MRR:153.1,5253.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 5257[11:MRR:5227.0,5254.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5261[11:MRR:108.0,108.1,5257.0,5251.0] || -> . % 3.51/3.71 5262[8:Spt:5261.0,5117.3,5122.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 5263[8:Spt:5261.0,5117.0,5117.1,5117.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 5264[9:Spt:5263.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 5265[9:MRR:163.0,5264.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5266[9:MRR:152.0,5264.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5267[9:MRR:171.1,5264.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5269[9:MRR:167.0,5264.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5270[9:MRR:5118.0,5265.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 5271[9:MRR:5119.0,5266.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 5272[9:MRR:5120.0,5267.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 5273[9:MRR:5121.0,5269.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 5274[10:Spt:5270.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5275[10:MRR:94.0,5274.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5276[10:MRR:108.1,5274.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5280[10:MRR:106.1,5274.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5281[10:MRR:5271.0,5275.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 5282[10:MRR:5272.0,5276.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 5283[10:MRR:5273.0,5280.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 5284[11:Spt:5281.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5286[11:MRR:69.1,5284.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5289[11:MRR:67.1,5284.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5291[11:MRR:5282.0,5286.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 5292[11:MRR:28.0,5291.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5298[11:MRR:5283.0,5289.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5304[11:MRR:5292.0,5298.0] || -> . % 3.51/3.71 5305[11:Spt:5304.0,5281.0,5284.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5306[11:Spt:5304.0,5281.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5307[11:MRR:13.1,5306.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 5308[11:MRR:5282.1,5307.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5310[11:MRR:84.0,5308.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5314[11:MRR:5283.0,5310.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5319[11:MRR:11.0,11.1,5314.0,5306.0] || -> . % 3.51/3.71 5320[10:Spt:5319.0,5270.0,5274.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5321[10:Spt:5319.0,5270.1,5270.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 5322[11:Spt:5321.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5323[11:MRR:66.0,5322.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5324[11:MRR:80.1,5322.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5325[11:MRR:78.1,5322.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5329[11:MRR:5271.1,5323.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 5330[11:MRR:5272.1,5324.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 5331[11:MRR:5273.1,5325.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 5332[12:Spt:5329.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5336[12:MRR:97.1,5332.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5337[12:MRR:95.1,5332.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5338[12:MRR:5330.0,5336.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 5344[12:MRR:28.0,5338.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5345[12:MRR:5331.0,5337.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5351[12:MRR:5344.0,5345.0] || -> . % 3.51/3.71 5352[12:Spt:5351.0,5329.0,5332.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5353[12:Spt:5351.0,5329.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5354[12:MRR:13.1,5353.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 5355[12:MRR:5330.1,5354.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5359[12:MRR:112.0,5355.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5360[12:MRR:5331.0,5359.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5361[12:MRR:11.0,11.1,5360.0,5353.0] || -> . % 3.51/3.71 5366[11:Spt:5361.0,5321.0,5322.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5367[11:Spt:5361.0,5321.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5368[11:MRR:24.1,5367.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 5369[11:MRR:5272.2,5368.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 5370[11:MRR:22.1,5367.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5371[11:MRR:5273.2,5370.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 5372[11:MRR:10.0,5367.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 5373[11:MRR:5271.2,5372.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 5377[12:Spt:5369.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5378[12:MRR:97.0,5377.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5379[12:MRR:112.0,5377.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5383[12:MRR:5373.0,5378.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5385[12:MRR:67.1,5383.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5389[12:MRR:5371.0,5379.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5394[12:MRR:5385.0,5389.0] || -> . % 3.51/3.71 5395[12:Spt:5394.0,5369.0,5377.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5396[12:Spt:5394.0,5369.1] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5397[12:MRR:69.0,5396.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5398[12:MRR:5373.1,5397.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5399[12:MRR:95.1,5398.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5403[12:MRR:5371.0,5399.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5407[12:MRR:84.0,84.1,5396.0,5403.0] || -> . % 3.51/3.71 5408[9:Spt:5407.0,5263.0,5264.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 5409[9:Spt:5407.0,5263.1,5263.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.71 5410[10:Spt:5409.0] || -> pigeon_5_in_hole_4*. % 3.51/3.71 5411[10:MRR:115.1,5410.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5412[10:MRR:96.0,5410.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5413[10:MRR:111.0,5410.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5416[10:MRR:107.0,5410.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5417[10:MRR:5120.1,5411.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 5418[10:MRR:5119.1,5412.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 5419[10:MRR:5121.1,5413.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 5420[10:MRR:5118.1,5416.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 5421[11:Spt:5417.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5422[11:MRR:164.0,5421.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5423[11:MRR:153.0,5421.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5425[11:MRR:168.0,5421.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5426[11:MRR:5420.0,5422.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 5427[11:MRR:5418.0,5423.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 5428[11:MRR:5419.0,5425.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.71 5429[12:Spt:5426.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5433[12:MRR:78.1,5429.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5435[12:MRR:66.0,5429.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5436[12:MRR:5428.0,5433.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5439[12:MRR:11.0,5436.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 5443[12:MRR:5427.0,5435.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5449[12:MRR:5439.0,5443.0] || -> . % 3.51/3.71 5450[12:Spt:5449.0,5426.0,5429.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5451[12:Spt:5449.0,5426.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5452[12:MRR:22.1,5451.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5453[12:MRR:5428.1,5452.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5457[12:MRR:67.0,5453.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5459[12:MRR:5427.0,5457.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5463[12:MRR:10.0,10.1,5451.0,5459.0] || -> . % 3.51/3.71 5465[11:Spt:5463.0,5417.0,5421.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5466[11:Spt:5463.0,5417.1,5417.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 5467[12:Spt:5466.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5468[12:MRR:80.0,5467.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5469[12:MRR:84.0,5467.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5473[12:MRR:69.0,5467.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5474[12:MRR:5420.1,5468.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 5475[12:MRR:5419.1,5469.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.71 5476[12:MRR:5418.1,5473.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.71 5477[13:Spt:5474.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5479[13:MRR:150.0,5477.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5480[13:MRR:162.1,5477.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5481[13:MRR:5476.0,5479.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5482[13:MRR:11.1,5481.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5488[13:MRR:5475.0,5480.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5494[13:MRR:5482.0,5488.0] || -> . % 3.51/3.71 5495[13:Spt:5494.0,5474.0,5477.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5496[13:Spt:5494.0,5474.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5497[13:MRR:10.0,5496.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 5498[13:MRR:5476.1,5497.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5500[13:MRR:151.1,5498.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5501[13:MRR:5475.0,5500.0] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5506[13:MRR:22.0,22.1,5501.0,5496.0] || -> . % 3.51/3.71 5507[12:Spt:5506.0,5466.0,5467.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5508[12:Spt:5506.0,5466.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 5509[12:MRR:13.0,5508.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 5510[12:MRR:5418.2,5509.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.71 5511[12:MRR:28.0,5508.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5512[12:MRR:5419.2,5511.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.71 5516[12:MRR:24.0,5508.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 5517[12:MRR:5420.2,5516.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.71 5518[13:Spt:5510.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5519[13:MRR:150.1,5518.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5520[13:MRR:151.1,5518.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5522[13:MRR:5517.0,5519.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5524[13:MRR:78.1,5522.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5528[13:MRR:5512.0,5520.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5533[13:MRR:5524.0,5528.0] || -> . % 3.51/3.71 5534[13:Spt:5533.0,5510.0,5518.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5535[13:Spt:5533.0,5510.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5536[13:MRR:66.1,5535.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5537[13:MRR:5517.1,5536.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5538[13:MRR:162.1,5537.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5540[13:MRR:5512.0,5538.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5544[13:MRR:67.0,67.1,5540.0,5535.0] || -> . % 3.51/3.71 5545[10:Spt:5544.0,5409.0,5410.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 5546[10:Spt:5544.0,5409.1] || -> pigeon_5_in_hole_3*. % 3.51/3.71 5547[10:MRR:79.0,5546.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5548[10:MRR:83.0,5546.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5549[10:MRR:68.0,5546.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5552[10:MRR:87.1,5546.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5553[10:MRR:5120.2,5552.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 5554[10:MRR:5119.2,5549.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 5555[10:MRR:5121.2,5548.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 5556[10:MRR:5118.2,5547.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.71 5557[11:Spt:5553.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5558[11:MRR:168.0,5557.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5560[11:MRR:153.0,5557.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5561[11:MRR:164.0,5557.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5562[11:MRR:5555.0,5558.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.71 5563[11:MRR:5554.0,5560.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.71 5564[11:MRR:5556.0,5561.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.71 5565[12:Spt:5562.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 5567[12:MRR:95.0,5565.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 5570[12:MRR:106.0,5565.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5571[12:MRR:5563.0,5567.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5573[12:MRR:10.1,5571.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 5578[12:MRR:5564.0,5570.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5584[12:MRR:5573.0,5578.0] || -> . % 3.51/3.71 5585[12:Spt:5584.0,5562.0,5565.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5586[12:Spt:5584.0,5562.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5587[12:MRR:11.0,5586.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 5588[12:MRR:5563.1,5587.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5592[12:MRR:94.1,5588.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5593[12:MRR:5564.0,5592.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5598[12:MRR:22.0,22.1,5586.0,5593.0] || -> . % 3.51/3.71 5599[11:Spt:5598.0,5553.0,5557.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5600[11:Spt:5598.0,5553.1,5553.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.71 5601[12:Spt:5600.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 5602[12:MRR:112.0,5601.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5603[12:MRR:97.0,5601.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5606[12:MRR:108.0,5601.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5607[12:MRR:5555.1,5602.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.71 5608[12:MRR:5554.1,5603.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.71 5609[12:MRR:5556.1,5606.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 5610[13:Spt:5607.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 5611[13:MRR:151.0,5610.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5612[13:MRR:162.0,5610.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5614[13:MRR:5608.0,5611.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 5619[13:MRR:10.1,5614.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 5621[13:MRR:5609.0,5612.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5627[13:MRR:5619.0,5621.0] || -> . % 3.51/3.71 5628[13:Spt:5627.0,5607.0,5610.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5629[13:Spt:5627.0,5607.1] || -> pigeon_4_in_hole_1*. % 3.51/3.71 5630[13:MRR:11.0,5629.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 5631[13:MRR:5608.1,5630.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5633[13:MRR:150.1,5631.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5634[13:MRR:5609.0,5633.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 5635[13:MRR:22.0,22.1,5629.0,5634.0] || -> . % 3.51/3.71 5640[12:Spt:5635.0,5600.0,5601.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5641[12:Spt:5635.0,5600.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 5642[12:MRR:13.0,5641.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 5643[12:MRR:5554.2,5642.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 5644[12:MRR:24.0,5641.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 5645[12:MRR:5556.2,5644.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.71 5646[12:MRR:28.0,5641.0] || pigeon_4_in_hole_1* -> . % 3.51/3.71 5647[12:MRR:5555.2,5646.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.71 5651[13:Spt:5643.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5652[13:MRR:151.1,5651.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5653[13:MRR:150.1,5651.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5655[13:MRR:5647.0,5652.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 5656[13:MRR:106.0,5655.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5660[13:MRR:5645.0,5653.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5664[13:MRR:5656.0,5660.0] || -> . % 3.51/3.71 5665[13:Spt:5664.0,5643.0,5651.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5666[13:Spt:5664.0,5643.1] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5667[13:MRR:95.1,5666.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5668[13:MRR:5647.1,5667.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 5670[13:MRR:162.0,5668.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 5671[13:MRR:5645.0,5670.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5674[13:MRR:94.0,94.1,5671.0,5666.0] || -> . % 3.51/3.71 5675[7:Spt:5674.0,5108.0,5109.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 5676[7:Spt:5674.0,5108.1] || -> pigeon_2_in_hole_1*. % 3.51/3.71 5677[7:MRR:9.0,5676.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 5678[7:MRR:16.1,5676.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 5679[7:MRR:17.1,5676.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.71 5680[7:MRR:19.1,5676.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 5683[7:MRR:18.1,5676.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 5684[7:MRR:3268.4,5683.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 5685[7:MRR:3269.4,5678.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 5686[7:MRR:3266.4,5677.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 5687[7:MRR:3270.4,5680.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 5688[7:MRR:3267.4,5679.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 5689[8:Spt:5684.1] || -> pigeon_5_in_hole_4*. % 3.51/3.71 5690[8:MRR:107.0,5689.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5693[8:MRR:111.0,5689.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5694[8:MRR:96.0,5689.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5695[8:MRR:115.1,5689.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5696[8:MRR:5685.1,5690.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 5697[8:MRR:5688.1,5693.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 5698[8:MRR:5686.1,5694.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 5699[8:MRR:5687.1,5695.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 5700[9:Spt:5696.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5702[9:MRR:66.0,5700.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5705[9:MRR:78.1,5700.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5706[9:MRR:80.1,5700.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5707[9:MRR:5698.1,5702.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 5708[9:MRR:5697.1,5705.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.71 5709[9:MRR:5699.1,5706.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.71 5710[10:Spt:5707.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 5713[10:MRR:41.1,5710.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 5716[10:MRR:39.1,5710.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5717[10:MRR:5709.1,5713.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5721[10:MRR:168.0,5717.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5723[10:MRR:5708.1,5716.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 5728[10:MRR:5721.0,5723.0] || -> . % 3.51/3.71 5729[10:Spt:5728.0,5707.1,5710.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 5730[10:Spt:5728.0,5707.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5731[10:MRR:153.1,5730.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 5732[10:MRR:5709.0,5731.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5737[10:MRR:56.0,5732.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5738[10:MRR:5708.1,5737.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 5742[10:MRR:151.0,151.1,5738.0,5730.0] || -> . % 3.51/3.71 5743[9:Spt:5742.0,5696.1,5700.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5744[9:Spt:5742.0,5696.0,5696.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.71 5745[10:Spt:5744.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5746[10:MRR:164.1,5745.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5747[10:MRR:162.1,5745.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5748[10:MRR:150.0,5745.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5751[10:MRR:5699.0,5746.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 5752[10:MRR:5697.0,5747.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 5753[10:MRR:5698.0,5748.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 5754[11:Spt:5751.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5756[11:MRR:69.0,5754.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 5759[11:MRR:84.0,5754.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5760[11:MRR:5753.0,5756.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 5761[11:MRR:39.1,5760.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5767[11:MRR:5752.0,5759.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 5773[11:MRR:5761.0,5767.0] || -> . % 3.51/3.71 5774[11:Spt:5773.0,5751.0,5754.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5775[11:Spt:5773.0,5751.1] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5776[11:MRR:41.0,5775.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 5777[11:MRR:5753.1,5776.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5779[11:MRR:67.1,5777.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5782[11:MRR:5752.0,5779.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 5787[11:MRR:56.0,56.1,5775.0,5782.0] || -> . % 3.51/3.71 5788[10:Spt:5787.0,5744.0,5745.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5789[10:Spt:5787.0,5744.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5790[10:MRR:38.0,5789.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 5791[10:MRR:5698.2,5790.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.71 5792[10:MRR:50.1,5789.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5793[10:MRR:5697.2,5792.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.71 5796[10:MRR:52.1,5789.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 5797[10:MRR:5699.2,5796.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.71 5799[11:Spt:5791.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 5800[11:MRR:153.1,5799.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 5801[11:MRR:151.1,5799.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5804[11:MRR:5797.0,5800.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5805[11:MRR:84.0,5804.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5810[11:MRR:5793.0,5801.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5815[11:MRR:5805.0,5810.0] || -> . % 3.51/3.71 5816[11:Spt:5815.0,5791.0,5799.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 5817[11:Spt:5815.0,5791.1] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5818[11:MRR:69.1,5817.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5819[11:MRR:5797.1,5818.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 5821[11:MRR:168.0,5819.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 5823[11:MRR:5793.0,5821.0] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5827[11:MRR:67.0,67.1,5823.0,5817.0] || -> . % 3.51/3.71 5828[8:Spt:5827.0,5684.1,5689.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 5829[8:Spt:5827.0,5684.0,5684.2,5684.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 5830[9:Spt:5829.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 5831[9:MRR:152.0,5830.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5832[9:MRR:171.1,5830.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5833[9:MRR:167.0,5830.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5835[9:MRR:163.0,5830.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 5836[9:MRR:5686.0,5831.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 5837[9:MRR:5687.0,5832.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 5838[9:MRR:5688.0,5833.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 5839[9:MRR:5685.0,5835.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 5840[10:Spt:5836.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5841[10:MRR:94.1,5840.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 5844[10:MRR:95.1,5840.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 5845[10:MRR:97.1,5840.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 5846[10:MRR:5839.0,5841.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 5847[10:MRR:5838.0,5844.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.71 5848[10:MRR:5837.0,5845.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 5849[11:Spt:5846.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5850[11:MRR:80.1,5849.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5851[11:MRR:78.1,5849.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5856[11:MRR:5848.0,5850.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5858[11:MRR:56.0,5856.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5863[11:MRR:5847.0,5851.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 5869[11:MRR:5858.0,5863.0] || -> . % 3.51/3.71 5870[11:Spt:5869.0,5846.0,5849.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5871[11:Spt:5869.0,5846.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5872[11:MRR:52.1,5871.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 5873[11:MRR:5848.1,5872.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5878[11:MRR:84.0,5873.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 5879[11:MRR:5847.0,5878.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 5883[11:MRR:50.0,50.1,5879.0,5871.0] || -> . % 3.51/3.71 5885[10:Spt:5883.0,5836.0,5840.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 5886[10:Spt:5883.0,5836.1,5836.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 5887[11:Spt:5886.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 5888[11:MRR:66.1,5887.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5889[11:MRR:69.1,5887.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5890[11:MRR:67.1,5887.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5894[11:MRR:5839.1,5888.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 5895[11:MRR:5837.1,5889.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 5896[11:MRR:5838.1,5890.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 5897[12:Spt:5894.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5898[12:MRR:106.1,5897.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5901[12:MRR:108.1,5897.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5902[12:MRR:5896.0,5898.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 5903[12:MRR:56.1,5902.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 5909[12:MRR:5895.0,5901.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5915[12:MRR:5903.0,5909.0] || -> . % 3.51/3.71 5916[12:Spt:5915.0,5894.0,5897.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5917[12:Spt:5915.0,5894.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 5918[12:MRR:50.1,5917.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 5919[12:MRR:5896.1,5918.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 5922[12:MRR:112.1,5919.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5923[12:MRR:5895.0,5922.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5928[12:MRR:52.0,52.1,5923.0,5917.0] || -> . % 3.51/3.71 5929[11:Spt:5928.0,5886.0,5887.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5930[11:Spt:5928.0,5886.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 5931[11:MRR:39.1,5930.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 5932[11:MRR:5838.2,5931.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 5933[11:MRR:41.1,5930.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 5934[11:MRR:5837.2,5933.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 5938[11:MRR:38.1,5930.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 5939[11:MRR:5839.2,5938.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 5940[12:Spt:5932.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 5941[12:MRR:106.0,5940.0] || pigeon_3_in_hole_4* -> . % 3.51/3.71 5942[12:MRR:112.1,5940.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5945[12:MRR:5939.0,5941.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 5950[12:MRR:80.1,5945.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 5951[12:MRR:5934.0,5942.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5956[12:MRR:5950.0,5951.0] || -> . % 3.51/3.71 5957[12:Spt:5956.0,5932.0,5940.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5958[12:Spt:5956.0,5932.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 5959[12:MRR:78.0,5958.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 5960[12:MRR:5939.1,5959.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 5961[12:MRR:108.1,5960.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5964[12:MRR:5934.0,5961.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 5968[12:MRR:84.0,84.1,5964.0,5958.0] || -> . % 3.51/3.71 5969[9:Spt:5968.0,5829.0,5830.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 5970[9:Spt:5968.0,5829.1,5829.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 5971[10:Spt:5970.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 5972[10:MRR:79.0,5971.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 5973[10:MRR:87.1,5971.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 5974[10:MRR:83.0,5971.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 5977[10:MRR:68.0,5971.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 5978[10:MRR:5685.2,5972.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 5979[10:MRR:5687.2,5973.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 5980[10:MRR:5688.2,5974.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 5981[10:MRR:5686.2,5977.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 5982[11:Spt:5978.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 5983[11:MRR:150.0,5982.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 5984[11:MRR:164.1,5982.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 5985[11:MRR:162.1,5982.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 5987[11:MRR:5981.0,5983.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.71 5988[11:MRR:5979.0,5984.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.71 5989[11:MRR:5980.0,5985.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.71 5990[12:Spt:5987.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 5991[12:MRR:97.1,5990.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 5992[12:MRR:95.1,5990.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 5996[12:MRR:5988.0,5991.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 5997[12:MRR:56.0,5996.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 6003[12:MRR:5989.0,5992.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 6009[12:MRR:5997.0,6003.0] || -> . % 3.51/3.71 6010[12:Spt:6009.0,5987.0,5990.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 6011[12:Spt:6009.0,5987.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6012[12:MRR:41.1,6011.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 6013[12:MRR:5988.1,6012.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 6014[12:MRR:112.0,6013.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 6018[12:MRR:5989.0,6014.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 6023[12:MRR:39.0,39.1,6018.0,6011.0] || -> . % 3.51/3.71 6024[11:Spt:6023.0,5978.0,5982.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6025[11:Spt:6023.0,5978.1,5978.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.71 6026[12:Spt:6025.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 6027[12:MRR:94.0,6026.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 6028[12:MRR:108.1,6026.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 6029[12:MRR:106.1,6026.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 6032[12:MRR:5981.1,6027.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 6033[12:MRR:5979.1,6028.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.71 6034[12:MRR:5980.1,6029.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.71 6035[13:Spt:6032.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6037[13:MRR:151.1,6035.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 6038[13:MRR:153.1,6035.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6039[13:MRR:6034.0,6037.0] || -> pigeon_4_in_hole_2*. % 3.51/3.71 6040[13:MRR:56.1,6039.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 6046[13:MRR:6033.0,6038.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 6052[13:MRR:6040.0,6046.0] || -> . % 3.51/3.71 6053[13:Spt:6052.0,6032.0,6035.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6054[13:Spt:6052.0,6032.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6055[13:MRR:39.1,6054.0] || pigeon_4_in_hole_2* -> . % 3.51/3.71 6056[13:MRR:6034.1,6055.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 6058[13:MRR:168.1,6056.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6059[13:MRR:6033.0,6058.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 6064[13:MRR:41.0,41.1,6059.0,6054.0] || -> . % 3.51/3.71 6065[12:Spt:6064.0,6025.0,6026.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 6066[12:Spt:6064.0,6025.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 6067[12:MRR:50.1,6066.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 6068[12:MRR:5980.2,6067.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.71 6069[12:MRR:52.1,6066.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 6070[12:MRR:5979.2,6069.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.71 6074[12:MRR:38.0,6066.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6075[12:MRR:5981.2,6074.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 6076[13:Spt:6068.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 6077[13:MRR:151.0,6076.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6078[13:MRR:168.1,6076.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6080[13:MRR:6075.0,6077.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 6084[13:MRR:97.1,6080.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 6085[13:MRR:6070.0,6078.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 6089[13:MRR:6084.0,6085.0] || -> . % 3.51/3.71 6090[13:Spt:6089.0,6068.0,6076.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 6091[13:Spt:6089.0,6068.1] || -> pigeon_4_in_hole_4*. % 3.51/3.71 6092[13:MRR:95.0,6091.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 6093[13:MRR:6075.1,6092.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6094[13:MRR:153.1,6093.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6096[13:MRR:6070.0,6094.0] || -> pigeon_6_in_hole_4*. % 3.51/3.71 6097[13:MRR:112.0,112.1,6096.0,6091.0] || -> . % 3.51/3.71 6100[10:Spt:6097.0,5970.0,5971.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 6101[10:Spt:6097.0,5970.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6102[10:MRR:55.0,6101.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.71 6103[10:MRR:59.1,6101.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 6104[10:MRR:51.0,6101.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 6105[10:MRR:40.0,6101.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 6108[10:MRR:5685.3,6104.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 6109[10:MRR:5687.3,6103.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 6110[10:MRR:5688.3,6102.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 6111[10:MRR:5686.3,6105.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 6112[11:Spt:6108.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 6114[11:MRR:162.1,6112.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 6115[11:MRR:164.1,6112.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 6116[11:MRR:150.0,6112.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6117[11:MRR:6110.0,6114.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.71 6118[11:MRR:6109.0,6115.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.71 6119[11:MRR:6111.0,6116.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.71 6120[12:Spt:6117.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 6121[12:MRR:95.0,6120.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 6122[12:MRR:112.1,6120.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 6126[12:MRR:6119.0,6121.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 6128[12:MRR:69.1,6126.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6132[12:MRR:6118.0,6122.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 6137[12:MRR:6128.0,6132.0] || -> . % 3.51/3.71 6138[12:Spt:6137.0,6117.0,6120.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 6139[12:Spt:6137.0,6117.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 6140[12:MRR:67.0,6139.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6141[12:MRR:6119.1,6140.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 6142[12:MRR:97.1,6141.0] || pigeon_6_in_hole_4* -> . % 3.51/3.71 6146[12:MRR:6118.0,6142.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 6147[12:MRR:84.0,84.1,6146.0,6139.0] || -> . % 3.51/3.71 6151[11:Spt:6147.0,6108.0,6112.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6152[11:Spt:6147.0,6108.1,6108.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.71 6153[12:Spt:6152.0] || -> pigeon_3_in_hole_4*. % 3.51/3.71 6154[12:MRR:106.1,6153.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 6155[12:MRR:94.0,6153.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 6156[12:MRR:108.1,6153.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 6159[12:MRR:6110.1,6154.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.71 6160[12:MRR:6111.1,6155.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.71 6161[12:MRR:6109.1,6156.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.71 6162[13:Spt:6159.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 6164[13:MRR:168.1,6162.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6165[13:MRR:151.0,6162.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6166[13:MRR:6161.0,6164.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 6167[13:MRR:69.0,6166.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6172[13:MRR:6160.0,6165.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 6177[13:MRR:6167.0,6172.0] || -> . % 3.51/3.71 6178[13:Spt:6177.0,6159.0,6162.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 6179[13:Spt:6177.0,6159.1] || -> pigeon_4_in_hole_3*. % 3.51/3.71 6180[13:MRR:84.1,6179.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6181[13:MRR:6161.1,6180.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 6183[13:MRR:153.0,6181.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6184[13:MRR:6160.0,6183.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 6188[13:MRR:67.0,67.1,6179.0,6184.0] || -> . % 3.51/3.71 6189[12:Spt:6188.0,6152.0,6153.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 6190[12:Spt:6188.0,6152.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 6191[12:MRR:80.1,6190.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 6192[12:MRR:6109.2,6191.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.71 6193[12:MRR:66.0,6190.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6194[12:MRR:6111.2,6193.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.71 6195[12:MRR:78.1,6190.0] || pigeon_4_in_hole_3* -> . % 3.51/3.71 6196[12:MRR:6110.2,6195.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.71 6199[13:Spt:6192.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 6200[13:MRR:168.0,6199.0] || pigeon_4_in_hole_6* -> . % 3.51/3.71 6201[13:MRR:153.0,6199.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6203[13:MRR:6196.0,6200.0] || -> pigeon_4_in_hole_4*. % 3.51/3.71 6207[13:MRR:95.0,6203.0] || pigeon_1_in_hole_4* -> . % 3.51/3.71 6208[13:MRR:6194.0,6201.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 6212[13:MRR:6207.0,6208.0] || -> . % 3.51/3.71 6213[13:Spt:6212.0,6192.0,6199.0] || pigeon_6_in_hole_6* -> . % 3.51/3.71 6214[13:Spt:6212.0,6192.1] || -> pigeon_6_in_hole_4*. % 3.51/3.71 6215[13:MRR:112.0,6214.0] || pigeon_4_in_hole_4* -> . % 3.51/3.71 6216[13:MRR:6196.1,6215.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 6217[13:MRR:151.0,6216.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6219[13:MRR:6194.0,6217.0] || -> pigeon_1_in_hole_4*. % 3.51/3.71 6220[13:MRR:97.0,97.1,6214.0,6219.0] || -> . % 3.51/3.71 6223[3:Spt:6220.0,3256.0,3257.0] || pigeon_7_in_hole_5*+ -> . % 3.51/3.71 6224[3:Spt:6220.0,3256.1,3256.2,3256.3,3256.4] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.71 6225[4:Spt:6224.0] || -> pigeon_7_in_hole_4*. % 3.51/3.71 6226[4:MRR:113.0,6225.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.71 6227[4:MRR:98.0,6225.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.71 6228[4:MRR:118.0,6225.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.71 6230[4:MRR:109.0,6225.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.71 6231[4:MRR:116.0,6225.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.71 6232[4:MRR:104.0,6225.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.71 6233[4:MRR:216.2,6226.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 6234[4:MRR:219.2,6227.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6235[4:MRR:214.2,6228.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 6236[4:MRR:217.2,6230.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6237[4:MRR:215.2,6231.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6238[4:MRR:218.2,6232.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6239[5:Spt:6233.2] || -> pigeon_4_in_hole_3*. % 3.51/3.71 6240[5:MRR:84.1,6239.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 6241[5:MRR:67.0,6239.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 6242[5:MRR:78.0,6239.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 6245[5:MRR:83.1,6239.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 6246[5:MRR:73.0,6239.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 6247[5:MRR:6235.2,6240.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 6248[5:MRR:6234.2,6241.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6249[5:MRR:6236.2,6242.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6250[5:MRR:6237.2,6245.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6251[5:MRR:6238.2,6246.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6252[6:Spt:6247.2] || -> pigeon_6_in_hole_2*. % 3.51/3.71 6254[6:MRR:59.0,6252.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 6255[6:MRR:52.0,6252.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 6258[6:MRR:41.0,6252.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 6259[6:MRR:47.0,6252.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 6260[6:MRR:6250.2,6254.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 6261[6:MRR:6249.2,6255.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.71 6262[6:MRR:6248.2,6258.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.71 6263[6:MRR:6251.2,6259.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.71 6264[7:Spt:6260.2] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6265[7:MRR:12.0,6264.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 6266[7:MRR:18.0,6264.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 6269[7:MRR:23.0,6264.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 6272[7:MRR:6262.2,6265.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.71 6273[7:MRR:6263.2,6266.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.71 6274[7:MRR:6261.2,6269.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.71 6275[8:Spt:6272.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6279[8:MRR:150.1,6275.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 6281[8:MRR:149.1,6275.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6282[8:MRR:6274.0,6279.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6283[8:MRR:128.0,6282.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6289[8:MRR:6273.0,6281.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 6295[8:MRR:6283.0,6289.0] || -> . % 3.51/3.71 6296[8:Spt:6295.0,6272.0,6275.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6297[8:Spt:6295.0,6272.1] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6298[8:MRR:122.1,6297.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 6299[8:MRR:6274.1,6298.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 6304[8:MRR:156.0,6299.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6305[8:MRR:6273.0,6304.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 6308[8:MRR:121.0,121.1,6305.0,6297.0] || -> . % 3.51/3.71 6311[7:Spt:6308.0,6260.2,6264.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 6312[7:Spt:6308.0,6260.0,6260.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.71 6313[8:Spt:6312.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 6314[8:MRR:152.0,6313.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6315[8:MRR:163.0,6313.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6319[8:MRR:158.0,6313.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 6320[8:MRR:6262.0,6314.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.71 6321[8:MRR:6261.0,6315.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.71 6322[8:MRR:6263.0,6319.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.71 6323[9:Spt:6320.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6324[9:MRR:122.1,6323.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 6325[9:MRR:121.1,6323.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6330[9:MRR:6321.0,6324.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6332[9:MRR:16.0,6330.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6337[9:MRR:6322.0,6325.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6343[9:MRR:6332.0,6337.0] || -> . % 3.51/3.71 6344[9:Spt:6343.0,6320.0,6323.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6345[9:Spt:6343.0,6320.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6346[9:MRR:10.1,6345.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 6347[9:MRR:6321.1,6346.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6352[9:MRR:128.0,6347.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6353[9:MRR:6322.0,6352.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6358[9:MRR:9.0,9.1,6353.0,6345.0] || -> . % 3.51/3.71 6359[8:Spt:6358.0,6312.0,6313.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 6360[8:Spt:6358.0,6312.1] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6361[8:MRR:124.0,6360.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 6362[8:MRR:6262.1,6361.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.71 6363[8:MRR:135.0,6360.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 6364[8:MRR:6261.1,6363.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.71 6365[8:MRR:130.0,6360.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6366[8:MRR:6263.1,6365.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.71 6370[9:Spt:6362.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6371[9:MRR:149.1,6370.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6372[9:MRR:150.1,6370.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 6376[9:MRR:6366.0,6371.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6377[9:MRR:16.1,6376.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 6383[9:MRR:6364.0,6372.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6389[9:MRR:6377.0,6383.0] || -> . % 3.51/3.71 6390[9:Spt:6389.0,6362.0,6370.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6391[9:Spt:6389.0,6362.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6392[9:MRR:9.1,6391.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6393[9:MRR:6366.1,6392.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 6394[9:MRR:156.1,6393.0] || pigeon_3_in_hole_6* -> . % 3.51/3.71 6398[9:MRR:6364.0,6394.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6403[9:MRR:10.0,10.1,6398.0,6391.0] || -> . % 3.51/3.71 6404[6:Spt:6403.0,6247.2,6252.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 6405[6:Spt:6403.0,6247.0,6247.1,6247.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.71 6406[7:Spt:6405.0] || -> pigeon_6_in_hole_6*. % 3.51/3.71 6407[7:MRR:153.0,6406.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6408[7:MRR:159.0,6406.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 6409[7:MRR:164.0,6406.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6412[7:MRR:171.0,6406.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 6413[7:MRR:6248.0,6407.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6414[7:MRR:6251.0,6408.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6415[7:MRR:6249.0,6409.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6416[7:MRR:6250.0,6412.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6417[8:Spt:6413.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6418[8:MRR:124.1,6417.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 6422[8:MRR:121.1,6417.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 6423[8:MRR:122.1,6417.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 6424[8:MRR:6416.0,6418.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6425[8:MRR:6414.0,6422.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6426[8:MRR:6415.0,6423.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6427[9:Spt:6424.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6429[9:MRR:51.0,6427.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 6433[9:MRR:46.0,6427.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6434[9:MRR:6426.0,6429.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6435[9:MRR:16.0,6434.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6442[9:MRR:6425.0,6433.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6449[9:MRR:6435.0,6442.0] || -> . % 3.51/3.71 6450[9:Spt:6449.0,6424.0,6427.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6451[9:Spt:6449.0,6424.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6452[9:MRR:23.0,6451.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 6453[9:MRR:6426.1,6452.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 6458[9:MRR:44.0,6453.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6459[9:MRR:6425.0,6458.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6460[9:MRR:18.0,18.1,6451.0,6459.0] || -> . % 3.51/3.71 6466[8:Spt:6460.0,6413.0,6417.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 6467[8:Spt:6460.0,6413.1,6413.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6468[9:Spt:6467.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6469[9:MRR:40.1,6468.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 6470[9:MRR:38.1,6468.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 6474[9:MRR:37.1,6468.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 6475[9:MRR:6416.1,6469.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 6476[9:MRR:6415.1,6470.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.71 6477[9:MRR:6414.1,6474.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.71 6478[10:Spt:6475.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6479[10:MRR:135.0,6478.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 6480[10:MRR:130.0,6478.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6484[10:MRR:6476.0,6479.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6491[10:MRR:16.0,6484.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6492[10:MRR:6477.0,6480.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6499[10:MRR:6491.0,6492.0] || -> . % 3.51/3.71 6500[10:Spt:6499.0,6475.0,6478.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6501[10:Spt:6499.0,6475.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6502[10:MRR:23.0,6501.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 6503[10:MRR:6476.1,6502.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6507[10:MRR:128.0,6503.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6508[10:MRR:6477.0,6507.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6514[10:MRR:18.0,18.1,6501.0,6508.0] || -> . % 3.51/3.71 6515[9:Spt:6514.0,6467.0,6468.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 6516[9:Spt:6514.0,6467.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6517[9:MRR:10.1,6516.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 6518[9:MRR:6415.2,6517.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 6519[9:MRR:9.1,6516.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6520[9:MRR:6414.2,6519.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.71 6521[9:MRR:12.1,6516.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 6522[9:MRR:6416.2,6521.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 6527[10:Spt:6518.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6528[10:MRR:135.1,6527.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6529[10:MRR:128.0,6527.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6533[10:MRR:6522.0,6528.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6534[10:MRR:46.0,6533.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6539[10:MRR:6520.0,6529.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6544[10:MRR:6534.0,6539.0] || -> . % 3.51/3.71 6545[10:Spt:6544.0,6518.0,6527.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 6546[10:Spt:6544.0,6518.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 6547[10:MRR:51.1,6546.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6548[10:MRR:6522.1,6547.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6552[10:MRR:130.0,6548.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6553[10:MRR:6520.0,6552.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6557[10:MRR:44.0,44.1,6546.0,6553.0] || -> . % 3.51/3.71 6558[7:Spt:6557.0,6405.0,6406.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 6559[7:Spt:6557.0,6405.1,6405.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.71 6560[8:Spt:6559.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 6561[8:MRR:136.0,6560.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 6562[8:MRR:143.0,6560.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 6563[8:MRR:131.0,6560.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 6566[8:MRR:125.0,6560.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 6567[8:MRR:6249.1,6561.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6568[8:MRR:6250.1,6562.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6569[8:MRR:6251.1,6563.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6570[8:MRR:6248.1,6566.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6571[9:Spt:6567.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 6572[9:MRR:150.0,6571.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6573[9:MRR:156.0,6571.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 6576[9:MRR:163.1,6571.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 6577[9:MRR:6570.0,6572.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6578[9:MRR:6569.0,6573.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6579[9:MRR:6568.0,6576.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6580[10:Spt:6577.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6581[10:MRR:37.1,6580.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6586[10:MRR:40.1,6580.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6587[10:MRR:6578.0,6581.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6594[10:MRR:18.1,6587.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 6595[10:MRR:6579.0,6586.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6602[10:MRR:6594.0,6595.0] || -> . % 3.51/3.71 6603[10:Spt:6602.0,6577.0,6580.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6604[10:Spt:6602.0,6577.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6605[10:MRR:9.1,6604.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6606[10:MRR:6578.1,6605.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6607[10:MRR:46.1,6606.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6612[10:MRR:6579.0,6607.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6617[10:MRR:12.0,12.1,6612.0,6604.0] || -> . % 3.51/3.71 6619[9:Spt:6617.0,6567.0,6571.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6620[9:Spt:6617.0,6567.1,6567.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6621[10:Spt:6620.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 6622[10:MRR:38.0,6621.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 6623[10:MRR:44.0,6621.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 6627[10:MRR:51.1,6621.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 6628[10:MRR:6570.1,6622.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.71 6629[10:MRR:6569.1,6623.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.71 6630[10:MRR:6568.1,6627.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.71 6631[11:Spt:6628.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6634[11:MRR:149.1,6631.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6635[11:MRR:152.1,6631.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6636[11:MRR:6629.0,6634.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 6638[11:MRR:18.1,6636.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 6644[11:MRR:6630.0,6635.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6651[11:MRR:6638.0,6644.0] || -> . % 3.51/3.71 6652[11:Spt:6651.0,6628.0,6631.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6653[11:Spt:6651.0,6628.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6654[11:MRR:9.1,6653.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 6655[11:MRR:6629.1,6654.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 6658[11:MRR:158.1,6655.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6659[11:MRR:6630.0,6658.0] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6661[11:MRR:12.0,12.1,6659.0,6653.0] || -> . % 3.51/3.71 6666[10:Spt:6661.0,6620.0,6621.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 6667[10:Spt:6661.0,6620.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6668[10:MRR:16.0,6667.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 6669[10:MRR:6569.2,6668.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.71 6670[10:MRR:23.1,6667.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 6671[10:MRR:6568.2,6670.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 6672[10:MRR:10.0,6667.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 6673[10:MRR:6570.2,6672.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 6678[11:Spt:6669.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 6679[11:MRR:149.0,6678.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6680[11:MRR:158.1,6678.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6683[11:MRR:6673.0,6679.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6684[11:MRR:40.1,6683.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6689[11:MRR:6671.0,6680.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6694[11:MRR:6684.0,6689.0] || -> . % 3.51/3.71 6695[11:Spt:6694.0,6669.0,6678.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6696[11:Spt:6694.0,6669.1] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6697[11:MRR:37.0,6696.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6698[11:MRR:6673.1,6697.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 6699[11:MRR:152.1,6698.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6702[11:MRR:6671.0,6699.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6706[11:MRR:46.0,46.1,6702.0,6696.0] || -> . % 3.51/3.71 6707[8:Spt:6706.0,6559.0,6560.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 6708[8:Spt:6706.0,6559.1] || -> pigeon_6_in_hole_1*. % 3.51/3.71 6709[8:MRR:19.0,6708.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 6710[8:MRR:31.0,6708.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 6711[8:MRR:13.0,6708.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 6714[8:MRR:24.0,6708.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 6716[8:MRR:6249.3,6714.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 6717[8:MRR:6250.3,6710.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 6718[8:MRR:6251.3,6709.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.71 6719[8:MRR:6248.3,6711.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.71 6720[9:Spt:6716.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 6721[9:MRR:163.1,6720.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 6724[9:MRR:156.0,6720.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 6725[9:MRR:150.0,6720.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6726[9:MRR:6717.0,6721.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 6727[9:MRR:6718.0,6724.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.71 6728[9:MRR:6719.0,6725.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.71 6729[10:Spt:6726.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6731[10:MRR:130.0,6729.0] || pigeon_2_in_hole_5* -> . % 3.51/3.71 6734[10:MRR:124.0,6729.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6735[10:MRR:6727.0,6731.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6736[10:MRR:37.0,6735.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6742[10:MRR:6728.0,6734.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6748[10:MRR:6736.0,6742.0] || -> . % 3.51/3.71 6749[10:Spt:6748.0,6726.0,6729.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6750[10:Spt:6748.0,6726.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6751[10:MRR:46.0,6750.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6752[10:MRR:6727.1,6751.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 6756[10:MRR:121.0,6752.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6757[10:MRR:6728.0,6756.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6759[10:MRR:40.0,40.1,6750.0,6757.0] || -> . % 3.51/3.71 6763[9:Spt:6759.0,6716.0,6720.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6764[9:Spt:6759.0,6716.1,6716.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 6765[10:Spt:6764.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6766[10:MRR:135.1,6765.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 6767[10:MRR:128.0,6765.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 6770[10:MRR:122.0,6765.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 6771[10:MRR:6717.1,6766.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.71 6772[10:MRR:6718.1,6767.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.71 6773[10:MRR:6719.1,6770.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.71 6774[11:Spt:6771.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 6775[11:MRR:158.0,6774.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6776[11:MRR:152.0,6774.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6779[11:MRR:6772.0,6775.0] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6785[11:MRR:37.0,6779.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6786[11:MRR:6773.0,6776.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6792[11:MRR:6785.0,6786.0] || -> . % 3.51/3.71 6793[11:Spt:6792.0,6771.0,6774.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6794[11:Spt:6792.0,6771.1] || -> pigeon_5_in_hole_2*. % 3.51/3.71 6795[11:MRR:46.0,6794.0] || pigeon_2_in_hole_2* -> . % 3.51/3.71 6796[11:MRR:6772.1,6795.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 6799[11:MRR:149.0,6796.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6800[11:MRR:6773.0,6799.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 6804[11:MRR:40.0,40.1,6794.0,6800.0] || -> . % 3.51/3.71 6806[10:Spt:6804.0,6764.0,6765.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 6807[10:Spt:6804.0,6764.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 6808[10:MRR:44.0,6807.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 6809[10:MRR:6718.2,6808.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.71 6810[10:MRR:38.0,6807.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 6811[10:MRR:6719.2,6810.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.71 6812[10:MRR:51.1,6807.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 6813[10:MRR:6717.2,6812.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.71 6817[11:Spt:6809.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 6818[11:MRR:158.1,6817.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 6819[11:MRR:149.0,6817.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6822[11:MRR:6813.0,6818.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6823[11:MRR:124.0,6822.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6827[11:MRR:6811.0,6819.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6831[11:MRR:6823.0,6827.0] || -> . % 3.51/3.71 6832[11:Spt:6831.0,6809.0,6817.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 6833[11:Spt:6831.0,6809.1] || -> pigeon_2_in_hole_5*. % 3.51/3.71 6834[11:MRR:130.1,6833.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6835[11:MRR:6813.1,6834.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 6838[11:MRR:152.0,6835.0] || pigeon_1_in_hole_6* -> . % 3.51/3.71 6839[11:MRR:6811.0,6838.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6842[11:MRR:121.0,121.1,6833.0,6839.0] || -> . % 3.51/3.71 6843[5:Spt:6842.0,6233.2,6239.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.71 6844[5:Spt:6842.0,6233.0,6233.1,6233.3,6233.4] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 6845[6:Spt:6844.0] || -> pigeon_4_in_hole_6*. % 3.51/3.71 6846[6:MRR:157.0,6845.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 6847[6:MRR:167.1,6845.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 6848[6:MRR:151.0,6845.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.71 6850[6:MRR:162.0,6845.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 6851[6:MRR:168.1,6845.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.71 6852[6:MRR:6238.0,6846.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 6853[6:MRR:6237.0,6847.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 6854[6:MRR:6234.0,6848.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 6855[6:MRR:6236.0,6850.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 6856[6:MRR:6235.0,6851.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 6857[7:Spt:6852.2] || -> pigeon_2_in_hole_2*. % 3.51/3.71 6858[7:MRR:44.1,6857.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 6859[7:MRR:46.1,6857.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 6860[7:MRR:37.0,6857.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 6864[7:MRR:47.1,6857.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 6865[7:MRR:6855.2,6858.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 6866[7:MRR:6853.2,6859.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 6867[7:MRR:6854.2,6860.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 6868[7:MRR:6856.2,6864.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 6869[8:Spt:6865.2] || -> pigeon_3_in_hole_1*. % 3.51/3.71 6871[8:MRR:23.1,6869.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 6872[8:MRR:10.0,6869.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 6875[8:MRR:24.1,6869.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 6877[8:MRR:6866.2,6871.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.71 6878[8:MRR:6867.2,6872.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.71 6879[8:MRR:6868.2,6875.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.71 6880[9:Spt:6877.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6884[9:MRR:124.0,6880.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6886[9:MRR:143.1,6880.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 6887[9:MRR:6878.0,6884.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 6888[9:MRR:69.1,6887.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6894[9:MRR:6879.0,6886.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 6900[9:MRR:6888.0,6894.0] || -> . % 3.51/3.71 6901[9:Spt:6900.0,6877.0,6880.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6902[9:Spt:6900.0,6877.1] || -> pigeon_5_in_hole_3*. % 3.51/3.71 6903[9:MRR:68.0,6902.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6904[9:MRR:6878.1,6903.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 6909[9:MRR:125.1,6904.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 6910[9:MRR:6879.0,6909.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 6912[9:MRR:87.0,87.1,6910.0,6902.0] || -> . % 3.51/3.71 6916[8:Spt:6912.0,6865.2,6869.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 6917[8:Spt:6912.0,6865.0,6865.1] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.71 6918[9:Spt:6917.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 6919[9:MRR:135.1,6918.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 6920[9:MRR:122.0,6918.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 6924[9:MRR:136.1,6918.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 6925[9:MRR:6866.0,6919.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 6926[9:MRR:6867.0,6920.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 6927[9:MRR:6868.0,6924.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 6928[10:Spt:6925.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 6929[10:MRR:68.0,6928.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6930[10:MRR:87.1,6928.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6935[10:MRR:6926.0,6929.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6938[10:MRR:13.1,6935.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 6942[10:MRR:6927.0,6930.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 6948[10:MRR:6938.0,6942.0] || -> . % 3.51/3.71 6949[10:Spt:6948.0,6925.0,6928.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 6950[10:Spt:6948.0,6925.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6951[10:MRR:12.0,6950.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 6952[10:MRR:6926.1,6951.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 6957[10:MRR:69.1,6952.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6958[10:MRR:6927.0,6957.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 6962[10:MRR:31.0,31.1,6958.0,6950.0] || -> . % 3.51/3.71 6964[9:Spt:6962.0,6917.0,6918.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 6965[9:Spt:6962.0,6917.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 6966[9:MRR:79.1,6965.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 6967[9:MRR:6866.1,6966.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 6968[9:MRR:66.0,6965.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 6969[9:MRR:6867.1,6968.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.71 6970[9:MRR:80.1,6965.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 6971[9:MRR:6868.1,6970.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.71 6975[10:Spt:6967.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 6976[10:MRR:143.1,6975.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 6977[10:MRR:124.0,6975.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 6981[10:MRR:6971.0,6976.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 6982[10:MRR:13.0,6981.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 6988[10:MRR:6969.0,6977.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 6994[10:MRR:6982.0,6988.0] || -> . % 3.51/3.71 6995[10:Spt:6994.0,6967.0,6975.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 6996[10:Spt:6994.0,6967.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 6997[10:MRR:31.1,6996.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 6998[10:MRR:6971.1,6997.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 6999[10:MRR:125.0,6998.0] || pigeon_1_in_hole_5* -> . % 3.51/3.71 7003[10:MRR:6969.0,6999.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 7008[10:MRR:12.0,12.1,6996.0,7003.0] || -> . % 3.51/3.71 7009[7:Spt:7008.0,6852.2,6857.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 7010[7:Spt:7008.0,6852.0,6852.1,6852.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 7011[8:Spt:7010.0] || -> pigeon_2_in_hole_5*. % 3.51/3.71 7012[8:MRR:130.1,7011.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 7013[8:MRR:131.1,7011.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 7014[8:MRR:121.0,7011.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 7017[8:MRR:128.1,7011.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 7018[8:MRR:6853.0,7012.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 7019[8:MRR:6856.0,7013.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 7020[8:MRR:6854.0,7014.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 7021[8:MRR:6855.0,7017.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 7022[9:Spt:7018.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 7023[9:MRR:79.0,7022.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 7027[9:MRR:87.1,7022.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 7028[9:MRR:68.0,7022.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 7029[9:MRR:7021.0,7023.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 7030[9:MRR:7019.0,7027.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 7031[9:MRR:7020.0,7028.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 7032[10:Spt:7029.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7033[10:MRR:38.0,7032.0] || pigeon_1_in_hole_2* -> . % 3.51/3.71 7038[10:MRR:52.1,7032.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7039[10:MRR:7031.0,7033.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 7040[10:MRR:13.1,7039.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 7047[10:MRR:7030.0,7038.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7054[10:MRR:7040.0,7047.0] || -> . % 3.51/3.71 7055[10:Spt:7054.0,7029.0,7032.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7056[10:Spt:7054.0,7029.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7057[10:MRR:10.0,7056.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 7058[10:MRR:7031.1,7057.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 7063[10:MRR:41.1,7058.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7064[10:MRR:7030.0,7063.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7065[10:MRR:24.0,24.1,7064.0,7056.0] || -> . % 3.51/3.71 7071[9:Spt:7065.0,7018.0,7022.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 7072[9:Spt:7065.0,7018.1,7018.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 7073[10:Spt:7072.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7074[10:MRR:51.0,7073.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 7075[10:MRR:40.0,7073.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 7079[10:MRR:59.1,7073.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 7080[10:MRR:7021.1,7074.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 7081[10:MRR:7020.1,7075.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 7082[10:MRR:7019.1,7079.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.71 7083[11:Spt:7080.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 7084[11:MRR:66.0,7083.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 7085[11:MRR:80.1,7083.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 7089[11:MRR:7081.0,7084.0] || -> pigeon_1_in_hole_1*. % 3.51/3.71 7096[11:MRR:13.1,7089.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 7097[11:MRR:7082.0,7085.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7104[11:MRR:7096.0,7097.0] || -> . % 3.51/3.71 7105[11:Spt:7104.0,7080.0,7083.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7106[11:Spt:7104.0,7080.1] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7107[11:MRR:10.0,7106.0] || pigeon_1_in_hole_1* -> . % 3.51/3.71 7108[11:MRR:7081.1,7107.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 7112[11:MRR:69.1,7108.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 7113[11:MRR:7082.0,7112.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7119[11:MRR:24.0,24.1,7113.0,7106.0] || -> . % 3.51/3.71 7120[10:Spt:7119.0,7072.0,7073.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 7121[10:Spt:7119.0,7072.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 7122[10:MRR:12.0,7121.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 7123[10:MRR:7020.2,7122.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 7124[10:MRR:31.1,7121.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 7125[10:MRR:7019.2,7124.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 7126[10:MRR:23.0,7121.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 7127[10:MRR:7021.2,7126.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 7132[11:Spt:7123.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 7133[11:MRR:66.1,7132.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7134[11:MRR:69.1,7132.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 7138[11:MRR:7127.0,7133.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7139[11:MRR:52.1,7138.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7144[11:MRR:7125.0,7134.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7149[11:MRR:7139.0,7144.0] || -> . % 3.51/3.71 7150[11:Spt:7149.0,7123.0,7132.0] || pigeon_1_in_hole_3* -> . % 3.51/3.71 7151[11:Spt:7149.0,7123.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 7152[11:MRR:38.1,7151.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7153[11:MRR:7127.1,7152.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 7157[11:MRR:80.1,7153.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 7158[11:MRR:7125.0,7157.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7162[11:MRR:41.0,41.1,7158.0,7151.0] || -> . % 3.51/3.71 7163[8:Spt:7162.0,7010.0,7011.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 7164[8:Spt:7162.0,7010.1,7010.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 7165[9:Spt:7164.0] || -> pigeon_2_in_hole_3*. % 3.51/3.71 7166[9:MRR:65.0,7165.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 7167[9:MRR:72.1,7165.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 7168[9:MRR:75.1,7165.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 7171[9:MRR:74.1,7165.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 7172[9:MRR:6854.1,7166.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 7173[9:MRR:6855.1,7167.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 7174[9:MRR:6856.1,7168.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 7175[9:MRR:6853.1,7171.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 7176[10:Spt:7172.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 7177[10:MRR:124.1,7176.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 7178[10:MRR:125.1,7176.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 7181[10:MRR:122.1,7176.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 7182[10:MRR:7175.0,7177.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 7183[10:MRR:7174.0,7178.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 7184[10:MRR:7173.0,7181.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 7185[11:Spt:7182.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7186[11:MRR:59.1,7185.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7191[11:MRR:51.0,7185.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7192[11:MRR:7183.0,7186.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7199[11:MRR:24.0,7192.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 7200[11:MRR:7184.0,7191.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7207[11:MRR:7199.0,7200.0] || -> . % 3.51/3.71 7208[11:Spt:7207.0,7182.0,7185.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 7209[11:Spt:7207.0,7182.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 7210[11:MRR:31.1,7209.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 7211[11:MRR:7183.1,7210.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7212[11:MRR:52.0,7211.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7217[11:MRR:7184.0,7212.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7222[11:MRR:23.0,23.1,7209.0,7217.0] || -> . % 3.51/3.71 7224[10:Spt:7222.0,7172.0,7176.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 7225[10:Spt:7222.0,7172.1,7172.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 7226[11:Spt:7225.0] || -> pigeon_1_in_hole_2*. % 3.51/3.71 7227[11:MRR:40.1,7226.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 7228[11:MRR:41.1,7226.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 7232[11:MRR:38.1,7226.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 7233[11:MRR:7175.1,7227.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.71 7234[11:MRR:7174.1,7228.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.71 7235[11:MRR:7173.1,7232.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.71 7236[12:Spt:7233.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 7239[12:MRR:143.1,7236.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 7240[12:MRR:135.0,7236.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7241[12:MRR:7234.0,7239.0] || -> pigeon_6_in_hole_1*. % 3.51/3.71 7243[12:MRR:24.0,7241.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 7249[12:MRR:7235.0,7240.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7256[12:MRR:7243.0,7249.0] || -> . % 3.51/3.71 7257[12:Spt:7256.0,7233.0,7236.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7258[12:Spt:7256.0,7233.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 7259[12:MRR:31.1,7258.0] || pigeon_6_in_hole_1* -> . % 3.51/3.71 7260[12:MRR:7234.1,7259.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 7263[12:MRR:136.0,7260.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7264[12:MRR:7235.0,7263.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7266[12:MRR:23.0,23.1,7258.0,7264.0] || -> . % 3.51/3.71 7271[11:Spt:7266.0,7225.0,7226.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 7272[11:Spt:7266.0,7225.1] || -> pigeon_1_in_hole_1*. % 3.51/3.71 7273[11:MRR:13.1,7272.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 7274[11:MRR:7174.2,7273.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.71 7275[11:MRR:10.1,7272.0] || pigeon_3_in_hole_1* -> . % 3.51/3.71 7276[11:MRR:7173.2,7275.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 7277[11:MRR:12.1,7272.0] || pigeon_5_in_hole_1* -> . % 3.51/3.71 7278[11:MRR:7175.2,7277.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 7283[12:Spt:7274.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 7284[12:MRR:143.0,7283.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7285[12:MRR:136.0,7283.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7288[12:MRR:7278.0,7284.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7289[12:MRR:51.0,7288.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7294[12:MRR:7276.0,7285.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7299[12:MRR:7289.0,7294.0] || -> . % 3.51/3.71 7300[12:Spt:7299.0,7274.0,7283.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 7301[12:Spt:7299.0,7274.1] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7302[12:MRR:59.0,7301.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 7303[12:MRR:7278.1,7302.0] || -> pigeon_5_in_hole_5*. % 3.51/3.71 7304[12:MRR:135.0,7303.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7307[12:MRR:7276.0,7304.0] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7311[12:MRR:52.0,52.1,7301.0,7307.0] || -> . % 3.51/3.71 7312[9:Spt:7311.0,7164.0,7165.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.71 7313[9:Spt:7311.0,7164.1] || -> pigeon_2_in_hole_1*. % 3.51/3.71 7314[9:MRR:19.1,7313.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.71 7315[9:MRR:16.1,7313.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 7316[9:MRR:18.1,7313.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 7320[9:MRR:9.0,7313.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 7321[9:MRR:6854.3,7320.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 7322[9:MRR:6855.3,7315.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 7323[9:MRR:6856.3,7314.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 7324[9:MRR:6853.3,7316.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 7325[10:Spt:7321.0] || -> pigeon_1_in_hole_5*. % 3.51/3.71 7326[10:MRR:122.1,7325.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 7329[10:MRR:125.1,7325.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 7330[10:MRR:124.1,7325.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 7331[10:MRR:7322.0,7326.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.71 7332[10:MRR:7323.0,7329.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.71 7333[10:MRR:7324.0,7330.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.71 7334[11:Spt:7331.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 7336[11:MRR:80.1,7334.0] || pigeon_6_in_hole_3* -> . % 3.51/3.71 7339[11:MRR:79.1,7334.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 7340[11:MRR:7332.0,7336.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7341[11:MRR:59.0,7340.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 7347[11:MRR:7333.0,7339.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7353[11:MRR:7341.0,7347.0] || -> . % 3.51/3.71 7354[11:Spt:7353.0,7331.0,7334.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7355[11:Spt:7353.0,7331.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7356[11:MRR:52.1,7355.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7357[11:MRR:7332.1,7356.0] || -> pigeon_6_in_hole_3*. % 3.51/3.71 7361[11:MRR:87.0,7357.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 7362[11:MRR:7333.0,7361.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7364[11:MRR:51.0,51.1,7362.0,7355.0] || -> . % 3.51/3.71 7368[10:Spt:7364.0,7321.0,7325.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 7369[10:Spt:7364.0,7321.1,7321.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.71 7370[11:Spt:7369.0] || -> pigeon_1_in_hole_3*. % 3.51/3.71 7371[11:MRR:66.1,7370.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.71 7372[11:MRR:69.1,7370.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.71 7375[11:MRR:68.1,7370.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.71 7376[11:MRR:7322.1,7371.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.71 7377[11:MRR:7323.1,7372.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.71 7378[11:MRR:7324.1,7375.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.71 7379[12:Spt:7376.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 7380[12:MRR:136.1,7379.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 7381[12:MRR:135.1,7379.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7384[12:MRR:7377.0,7380.0] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7390[12:MRR:59.0,7384.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 7391[12:MRR:7378.0,7381.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7397[12:MRR:7390.0,7391.0] || -> . % 3.51/3.71 7398[12:Spt:7397.0,7376.0,7379.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7399[12:Spt:7397.0,7376.1] || -> pigeon_3_in_hole_2*. % 3.51/3.71 7400[12:MRR:52.1,7399.0] || pigeon_6_in_hole_2* -> . % 3.51/3.71 7401[12:MRR:7377.1,7400.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 7404[12:MRR:143.0,7401.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7405[12:MRR:7378.0,7404.0] || -> pigeon_5_in_hole_2*. % 3.51/3.71 7409[12:MRR:51.0,51.1,7405.0,7399.0] || -> . % 3.51/3.71 7411[11:Spt:7409.0,7369.0,7370.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.71 7412[11:Spt:7409.0,7369.1] || -> pigeon_1_in_hole_2*. % 3.51/3.71 7413[11:MRR:41.1,7412.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.71 7414[11:MRR:7323.2,7413.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.71 7415[11:MRR:40.1,7412.0] || pigeon_5_in_hole_2* -> . % 3.51/3.71 7416[11:MRR:7324.2,7415.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.71 7417[11:MRR:38.1,7412.0] || pigeon_3_in_hole_2* -> . % 3.51/3.71 7418[11:MRR:7322.2,7417.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.71 7422[12:Spt:7414.0] || -> pigeon_6_in_hole_5*. % 3.51/3.71 7423[12:MRR:136.0,7422.0] || pigeon_3_in_hole_5* -> . % 3.51/3.71 7424[12:MRR:143.0,7422.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7427[12:MRR:7418.0,7423.0] || -> pigeon_3_in_hole_3*. % 3.51/3.71 7428[12:MRR:79.1,7427.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 7432[12:MRR:7416.0,7424.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 7436[12:MRR:7428.0,7432.0] || -> . % 3.51/3.71 7437[12:Spt:7436.0,7414.0,7422.0] || pigeon_6_in_hole_5* -> . % 3.51/3.71 7438[12:Spt:7436.0,7414.1] || -> pigeon_6_in_hole_3*. % 3.51/3.71 7439[12:MRR:80.0,7438.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7440[12:MRR:7418.1,7439.0] || -> pigeon_3_in_hole_5*. % 3.51/3.71 7443[12:MRR:135.1,7440.0] || pigeon_5_in_hole_5* -> . % 3.51/3.71 7444[12:MRR:7416.0,7443.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 7447[12:MRR:87.0,87.1,7438.0,7444.0] || -> . % 3.51/3.71 7448[6:Spt:7447.0,6844.0,6845.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.71 7449[6:Spt:7447.0,6844.1,6844.2,6844.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.71 7450[7:Spt:7449.0] || -> pigeon_4_in_hole_5*. % 3.51/3.71 7451[7:MRR:140.1,7450.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.71 7452[7:MRR:134.0,7450.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.71 7453[7:MRR:139.1,7450.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.71 7455[7:MRR:123.0,7450.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.71 7456[7:MRR:129.0,7450.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.71 7457[7:MRR:6235.1,7451.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.71 7458[7:MRR:6236.1,7452.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.71 7459[7:MRR:6237.1,7453.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.71 7460[7:MRR:6234.1,7455.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.71 7461[7:MRR:6238.1,7456.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.71 7462[8:Spt:7457.2] || -> pigeon_6_in_hole_2*. % 3.51/3.71 7463[8:MRR:41.0,7462.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.71 7464[8:MRR:52.0,7462.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.71 7465[8:MRR:59.0,7462.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.71 7469[8:MRR:47.0,7462.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.71 7470[8:MRR:7460.2,7463.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.71 7471[8:MRR:7458.2,7464.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 7472[8:MRR:7459.2,7465.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 7473[8:MRR:7461.2,7469.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 7474[9:Spt:7470.2] || -> pigeon_1_in_hole_1*. % 3.51/3.71 7476[9:MRR:10.1,7474.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.71 7477[9:MRR:12.1,7474.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.71 7481[9:MRR:9.1,7474.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.71 7482[9:MRR:7471.2,7476.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.71 7483[9:MRR:7472.2,7477.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.71 7484[9:MRR:7473.2,7481.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.71 7485[10:Spt:7482.1] || -> pigeon_3_in_hole_3*. % 3.51/3.71 7489[10:MRR:79.1,7485.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 7491[10:MRR:72.0,7485.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 7492[10:MRR:7483.1,7489.0] || -> pigeon_5_in_hole_6*. % 3.51/3.71 7493[10:MRR:158.0,7492.0] || pigeon_2_in_hole_6* -> . % 3.51/3.71 7498[10:MRR:7484.1,7491.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 7503[10:MRR:7493.0,7498.0] || -> . % 3.51/3.71 7504[10:Spt:7503.0,7482.1,7485.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7505[10:Spt:7503.0,7482.0] || -> pigeon_3_in_hole_6*. % 3.51/3.71 7506[10:MRR:163.1,7505.0] || pigeon_5_in_hole_6* -> . % 3.51/3.71 7507[10:MRR:7483.0,7506.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 7512[10:MRR:74.0,7507.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 7513[10:MRR:7484.1,7512.0] || -> pigeon_2_in_hole_6*. % 3.51/3.71 7515[10:MRR:156.0,156.1,7505.0,7513.0] || -> . % 3.51/3.71 7518[9:Spt:7515.0,7470.2,7474.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.71 7519[9:Spt:7515.0,7470.0,7470.1] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.71 7520[10:Spt:7519.0] || -> pigeon_1_in_hole_6*. % 3.51/3.71 7521[10:MRR:152.1,7520.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.71 7522[10:MRR:149.1,7520.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.71 7524[10:MRR:150.1,7520.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.71 7526[10:MRR:7472.0,7521.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.71 7527[10:MRR:7473.0,7522.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.71 7528[10:MRR:7471.0,7524.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.71 7529[11:Spt:7526.0] || -> pigeon_5_in_hole_3*. % 3.51/3.71 7530[11:MRR:79.0,7529.0] || pigeon_3_in_hole_3* -> . % 3.51/3.71 7531[11:MRR:74.0,7529.0] || pigeon_2_in_hole_3* -> . % 3.51/3.71 7536[11:MRR:7528.0,7530.0] || -> pigeon_3_in_hole_1*. % 3.51/3.71 7538[11:MRR:16.0,7536.0] || pigeon_2_in_hole_1* -> . % 3.51/3.71 7543[11:MRR:7527.0,7531.0] || -> pigeon_2_in_hole_1*. % 3.51/3.71 7549[11:MRR:7538.0,7543.0] || -> . % 3.51/3.71 7550[11:Spt:7549.0,7526.0,7529.0] || pigeon_5_in_hole_3* -> . % 3.51/3.71 7551[11:Spt:7549.0,7526.1] || -> pigeon_5_in_hole_1*. % 3.51/3.71 7552[11:MRR:23.0,7551.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 7553[11:MRR:7528.1,7552.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 7554[11:MRR:72.0,7553.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7559[11:MRR:7527.0,7554.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7563[11:MRR:18.0,18.1,7551.0,7559.0] || -> . % 3.51/3.72 7565[10:Spt:7563.0,7519.0,7520.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 7566[10:Spt:7563.0,7519.1] || -> pigeon_1_in_hole_3*. % 3.51/3.72 7567[10:MRR:68.1,7566.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 7568[10:MRR:7472.1,7567.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.72 7569[10:MRR:66.1,7566.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 7570[10:MRR:7471.1,7569.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 7571[10:MRR:65.1,7566.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7572[10:MRR:7473.1,7571.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.72 7576[11:Spt:7568.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 7577[11:MRR:163.0,7576.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 7580[11:MRR:158.0,7576.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 7581[11:MRR:7570.0,7577.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 7586[11:MRR:16.0,7581.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7588[11:MRR:7572.0,7580.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7594[11:MRR:7586.0,7588.0] || -> . % 3.51/3.72 7595[11:Spt:7594.0,7568.0,7576.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 7596[11:Spt:7594.0,7568.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 7597[11:MRR:23.0,7596.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 7598[11:MRR:7570.1,7597.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 7599[11:MRR:156.0,7598.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 7602[11:MRR:7572.0,7599.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7604[11:MRR:18.0,18.1,7596.0,7602.0] || -> . % 3.51/3.72 7608[8:Spt:7604.0,7457.2,7462.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 7609[8:Spt:7604.0,7457.0,7457.1,7457.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 7610[9:Spt:7609.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 7611[9:MRR:171.0,7610.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 7612[9:MRR:164.0,7610.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 7613[9:MRR:159.0,7610.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 7615[9:MRR:153.0,7610.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 7616[9:MRR:7459.0,7611.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 7617[9:MRR:7458.0,7612.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 7618[9:MRR:7461.0,7613.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 7619[9:MRR:7460.0,7615.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.72 7620[10:Spt:7616.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 7621[10:MRR:68.0,7620.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 7625[10:MRR:74.0,7620.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 7626[10:MRR:79.0,7620.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 7627[10:MRR:7619.0,7621.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.72 7628[10:MRR:7618.0,7625.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 7629[10:MRR:7617.0,7626.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 7630[11:Spt:7627.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7632[11:MRR:38.1,7630.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 7636[11:MRR:37.1,7630.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7637[11:MRR:7629.0,7632.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 7640[11:MRR:16.0,7637.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7645[11:MRR:7628.0,7636.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7652[11:MRR:7640.0,7645.0] || -> . % 3.51/3.72 7653[11:Spt:7652.0,7627.0,7630.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 7654[11:Spt:7652.0,7627.1] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7655[11:MRR:10.1,7654.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 7656[11:MRR:7629.1,7655.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 7661[11:MRR:44.0,7656.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7662[11:MRR:7628.0,7661.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7663[11:MRR:9.0,9.1,7662.0,7654.0] || -> . % 3.51/3.72 7669[10:Spt:7663.0,7616.0,7620.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 7670[10:Spt:7663.0,7616.1,7616.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 7671[11:Spt:7670.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7672[11:MRR:40.0,7671.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 7673[11:MRR:51.0,7671.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 7677[11:MRR:46.0,7671.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 7678[11:MRR:7619.1,7672.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 7679[11:MRR:7617.1,7673.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 7680[11:MRR:7618.1,7677.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 7681[12:Spt:7678.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 7682[12:MRR:66.1,7681.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 7683[12:MRR:65.1,7681.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7687[12:MRR:7679.0,7682.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 7692[12:MRR:16.0,7687.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7695[12:MRR:7680.0,7683.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7702[12:MRR:7692.0,7695.0] || -> . % 3.51/3.72 7703[12:Spt:7702.0,7678.0,7681.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 7704[12:Spt:7702.0,7678.1] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7705[12:MRR:10.1,7704.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 7706[12:MRR:7679.1,7705.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 7710[12:MRR:72.0,7706.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7711[12:MRR:7680.0,7710.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7717[12:MRR:9.0,9.1,7711.0,7704.0] || -> . % 3.51/3.72 7718[11:Spt:7717.0,7670.0,7671.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 7719[11:Spt:7717.0,7670.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 7720[11:MRR:23.0,7719.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 7721[11:MRR:7617.2,7720.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 7722[11:MRR:18.0,7719.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7723[11:MRR:7618.2,7722.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.72 7724[11:MRR:12.0,7719.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 7725[11:MRR:7619.2,7724.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 7730[12:Spt:7721.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 7731[12:MRR:66.0,7730.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 7732[12:MRR:72.0,7730.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7736[12:MRR:7725.0,7731.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7737[12:MRR:37.1,7736.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7742[12:MRR:7723.0,7732.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7747[12:MRR:7737.0,7742.0] || -> . % 3.51/3.72 7748[12:Spt:7747.0,7721.0,7730.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 7749[12:Spt:7747.0,7721.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 7750[12:MRR:38.0,7749.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 7751[12:MRR:7725.1,7750.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 7755[12:MRR:65.1,7751.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7756[12:MRR:7723.0,7755.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7760[12:MRR:44.0,44.1,7749.0,7756.0] || -> . % 3.51/3.72 7761[9:Spt:7760.0,7609.0,7610.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 7762[9:Spt:7760.0,7609.1,7609.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 7763[10:Spt:7762.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 7764[10:MRR:80.0,7763.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 7765[10:MRR:69.0,7763.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 7766[10:MRR:75.0,7763.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 7769[10:MRR:87.0,7763.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 7770[10:MRR:7458.1,7764.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 7771[10:MRR:7460.1,7765.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.72 7772[10:MRR:7461.1,7766.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 7773[10:MRR:7459.1,7769.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 7774[11:Spt:7770.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 7775[11:MRR:163.1,7774.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 7777[11:MRR:156.0,7774.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 7778[11:MRR:150.0,7774.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 7779[11:MRR:7773.0,7775.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 7780[11:MRR:7772.0,7777.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 7781[11:MRR:7771.0,7778.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.72 7782[12:Spt:7779.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7783[12:MRR:46.0,7782.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7788[12:MRR:40.0,7782.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 7789[12:MRR:7780.0,7783.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7796[12:MRR:9.0,7789.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 7797[12:MRR:7781.0,7788.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7804[12:MRR:7796.0,7797.0] || -> . % 3.51/3.72 7805[12:Spt:7804.0,7779.0,7782.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 7806[12:Spt:7804.0,7779.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 7807[12:MRR:18.0,7806.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7808[12:MRR:7780.1,7807.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7809[12:MRR:37.0,7808.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 7814[12:MRR:7781.0,7809.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7819[12:MRR:12.0,12.1,7806.0,7814.0] || -> . % 3.51/3.72 7821[11:Spt:7819.0,7770.0,7774.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 7822[11:Spt:7819.0,7770.1,7770.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 7823[12:Spt:7822.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 7824[12:MRR:51.1,7823.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 7825[12:MRR:44.0,7823.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 7829[12:MRR:38.0,7823.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 7830[12:MRR:7773.1,7824.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.72 7831[12:MRR:7772.1,7825.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.72 7832[12:MRR:7771.1,7829.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.72 7833[13:Spt:7830.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 7834[13:MRR:158.0,7833.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 7836[13:MRR:152.0,7833.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 7837[13:MRR:7831.0,7834.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 7839[13:MRR:9.0,7837.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 7845[13:MRR:7832.0,7836.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7852[13:MRR:7839.0,7845.0] || -> . % 3.51/3.72 7853[13:Spt:7852.0,7830.0,7833.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 7854[13:Spt:7852.0,7830.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 7855[13:MRR:18.0,7854.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 7856[13:MRR:7831.1,7855.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 7858[13:MRR:149.0,7856.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 7859[13:MRR:7832.0,7858.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 7861[13:MRR:12.0,12.1,7854.0,7859.0] || -> . % 3.51/3.72 7866[12:Spt:7861.0,7822.0,7823.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 7867[12:Spt:7861.0,7822.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 7868[12:MRR:16.0,7867.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 7869[12:MRR:7772.2,7868.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.72 7870[12:MRR:10.0,7867.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 7871[12:MRR:7771.2,7870.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.72 7872[12:MRR:23.1,7867.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 7873[12:MRR:7773.2,7872.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.72 7878[13:Spt:7869.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 7879[13:MRR:158.1,7878.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 7880[13:MRR:149.0,7878.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 7882[13:MRR:7873.0,7879.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7883[13:MRR:40.0,7882.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 7888[13:MRR:7871.0,7880.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7893[13:MRR:7883.0,7888.0] || -> . % 3.51/3.72 7894[13:Spt:7893.0,7869.0,7878.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 7895[13:Spt:7893.0,7869.1] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7896[13:MRR:46.1,7895.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 7897[13:MRR:7873.1,7896.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 7898[13:MRR:152.0,7897.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 7900[13:MRR:7871.0,7898.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7904[13:MRR:37.0,37.1,7895.0,7900.0] || -> . % 3.51/3.72 7905[10:Spt:7904.0,7762.0,7763.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 7906[10:Spt:7904.0,7762.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 7907[10:MRR:19.0,7906.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 7908[10:MRR:13.0,7906.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 7909[10:MRR:31.0,7906.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 7913[10:MRR:24.0,7906.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 7914[10:MRR:7458.3,7913.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 7915[10:MRR:7460.3,7908.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 7916[10:MRR:7461.3,7907.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.72 7917[10:MRR:7459.3,7909.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 7918[11:Spt:7914.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 7919[11:MRR:150.0,7918.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 7920[11:MRR:156.0,7918.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 7922[11:MRR:163.1,7918.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 7923[11:MRR:7915.0,7919.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 7924[11:MRR:7916.0,7920.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.72 7925[11:MRR:7917.0,7922.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 7926[12:Spt:7923.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 7928[12:MRR:65.1,7926.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 7931[12:MRR:68.1,7926.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 7932[12:MRR:7924.0,7928.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7933[12:MRR:46.1,7932.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 7939[12:MRR:7925.0,7931.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7945[12:MRR:7933.0,7939.0] || -> . % 3.51/3.72 7946[12:Spt:7945.0,7923.0,7926.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 7947[12:Spt:7945.0,7923.1] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7948[12:MRR:37.1,7947.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7949[12:MRR:7924.1,7948.0] || -> pigeon_2_in_hole_3*. % 3.51/3.72 7953[12:MRR:74.1,7949.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 7954[12:MRR:7925.0,7953.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7956[12:MRR:40.0,40.1,7954.0,7947.0] || -> . % 3.51/3.72 7960[11:Spt:7956.0,7914.0,7918.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 7961[11:Spt:7956.0,7914.1,7914.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 7962[12:Spt:7961.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 7963[12:MRR:66.0,7962.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 7964[12:MRR:72.0,7962.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 7967[12:MRR:79.1,7962.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 7968[12:MRR:7915.1,7963.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.72 7969[12:MRR:7916.1,7964.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.72 7970[12:MRR:7917.1,7967.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.72 7971[13:Spt:7968.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 7972[13:MRR:149.1,7971.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 7973[13:MRR:152.1,7971.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 7975[13:MRR:7969.0,7972.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 7981[13:MRR:46.1,7975.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 7982[13:MRR:7970.0,7973.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7988[13:MRR:7981.0,7982.0] || -> . % 3.51/3.72 7989[13:Spt:7988.0,7968.0,7971.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 7990[13:Spt:7988.0,7968.1] || -> pigeon_1_in_hole_2*. % 3.51/3.72 7991[13:MRR:37.1,7990.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 7992[13:MRR:7969.1,7991.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 7994[13:MRR:158.1,7992.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 7995[13:MRR:7970.0,7994.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 7999[13:MRR:40.0,40.1,7995.0,7990.0] || -> . % 3.51/3.72 8001[12:Spt:7999.0,7961.0,7962.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8002[12:Spt:7999.0,7961.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8003[12:MRR:44.0,8002.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 8004[12:MRR:7916.2,8003.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.72 8005[12:MRR:51.1,8002.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 8006[12:MRR:7917.2,8005.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 8007[12:MRR:38.0,8002.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8008[12:MRR:7915.2,8007.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.72 8012[13:Spt:8004.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 8013[13:MRR:149.0,8012.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8014[13:MRR:158.1,8012.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8016[13:MRR:8008.0,8013.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8017[13:MRR:68.1,8016.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8021[13:MRR:8006.0,8014.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8025[13:MRR:8017.0,8021.0] || -> . % 3.51/3.72 8026[13:Spt:8025.0,8004.0,8012.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 8027[13:Spt:8025.0,8004.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 8028[13:MRR:65.0,8027.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8029[13:MRR:8008.1,8028.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8031[13:MRR:152.1,8029.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8032[13:MRR:8006.0,8031.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8035[13:MRR:74.0,74.1,8032.0,8027.0] || -> . % 3.51/3.72 8036[7:Spt:8035.0,7449.0,7450.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 8037[7:Spt:8035.0,7449.1,7449.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 8038[8:Spt:8037.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 8039[8:MRR:45.0,8038.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 8040[8:MRR:55.1,8038.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 8041[8:MRR:39.0,8038.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 8042[8:MRR:50.0,8038.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 8045[8:MRR:56.1,8038.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 8046[8:MRR:6238.3,8039.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 8047[8:MRR:6237.3,8040.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 8048[8:MRR:6234.3,8041.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 8049[8:MRR:6236.3,8042.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 8050[8:MRR:6235.3,8045.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 8051[9:Spt:8046.3] || -> pigeon_2_in_hole_1*. % 3.51/3.72 8052[9:MRR:19.1,8051.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 8053[9:MRR:16.1,8051.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 8054[9:MRR:18.1,8051.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 8058[9:MRR:9.0,8051.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 8059[9:MRR:8050.3,8052.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 8060[9:MRR:8049.3,8053.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.72 8061[9:MRR:8047.3,8054.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 8062[9:MRR:8048.3,8058.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 8063[10:Spt:8059.2] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8064[10:MRR:87.0,8063.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8068[10:MRR:69.0,8063.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8069[10:MRR:80.0,8063.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8070[10:MRR:8061.2,8064.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 8071[10:MRR:8062.2,8068.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.72 8072[10:MRR:8060.2,8069.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 8073[11:Spt:8070.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 8075[11:MRR:152.0,8073.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8077[11:MRR:163.0,8073.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8079[11:MRR:8071.0,8075.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8081[11:MRR:122.1,8079.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8085[11:MRR:8072.0,8077.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8090[11:MRR:8081.0,8085.0] || -> . % 3.51/3.72 8091[11:Spt:8090.0,8070.0,8073.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8092[11:Spt:8090.0,8070.1] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8093[11:MRR:124.0,8092.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8094[11:MRR:8071.1,8093.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8097[11:MRR:150.1,8094.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8099[11:MRR:8072.0,8097.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8102[11:MRR:135.0,135.1,8092.0,8099.0] || -> . % 3.51/3.72 8104[10:Spt:8102.0,8059.2,8063.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8105[10:Spt:8102.0,8059.0,8059.1] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 8106[11:Spt:8105.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 8107[11:MRR:171.0,8106.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8108[11:MRR:153.0,8106.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8111[11:MRR:164.0,8106.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8112[11:MRR:8061.0,8107.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 8113[11:MRR:8062.0,8108.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 8114[11:MRR:8060.0,8111.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.72 8115[12:Spt:8112.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8116[12:MRR:124.0,8115.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8117[12:MRR:135.0,8115.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8121[12:MRR:8113.0,8116.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8126[12:MRR:66.1,8121.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8127[12:MRR:8114.0,8117.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8132[12:MRR:8126.0,8127.0] || -> . % 3.51/3.72 8133[12:Spt:8132.0,8112.0,8115.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8134[12:Spt:8132.0,8112.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8135[12:MRR:68.0,8134.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8136[12:MRR:8113.1,8135.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8139[12:MRR:122.1,8136.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8141[12:MRR:8114.0,8139.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8145[12:MRR:79.0,79.1,8134.0,8141.0] || -> . % 3.51/3.72 8146[11:Spt:8145.0,8105.0,8106.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8147[11:Spt:8145.0,8105.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8148[11:MRR:143.0,8147.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8149[11:MRR:8061.1,8148.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 8150[11:MRR:125.0,8147.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8151[11:MRR:8062.1,8150.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.72 8152[11:MRR:136.0,8147.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8153[11:MRR:8060.1,8152.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.72 8156[12:Spt:8149.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 8157[12:MRR:163.0,8156.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8159[12:MRR:152.0,8156.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8161[12:MRR:8153.0,8157.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8162[12:MRR:66.0,8161.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8167[12:MRR:8151.0,8159.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8172[12:MRR:8162.0,8167.0] || -> . % 3.51/3.72 8173[12:Spt:8172.0,8149.0,8156.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8174[12:Spt:8172.0,8149.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8175[12:MRR:79.0,8174.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8176[12:MRR:8153.1,8175.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8177[12:MRR:150.0,8176.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8180[12:MRR:8151.0,8177.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8184[12:MRR:68.0,68.1,8174.0,8180.0] || -> . % 3.51/3.72 8185[9:Spt:8184.0,8046.3,8051.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 8186[9:Spt:8184.0,8046.0,8046.1,8046.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.72 8187[10:Spt:8186.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 8188[10:MRR:158.1,8187.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8189[10:MRR:156.1,8187.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8191[10:MRR:149.0,8187.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8192[10:MRR:159.1,8187.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8193[10:MRR:8047.0,8188.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 8194[10:MRR:8049.0,8189.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 8195[10:MRR:8048.0,8191.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 8196[10:MRR:8050.0,8192.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 8197[11:Spt:8193.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8198[11:MRR:143.1,8197.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 8201[11:MRR:135.0,8197.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8202[11:MRR:124.0,8197.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 8203[11:MRR:8196.0,8198.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 8204[11:MRR:8194.0,8201.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 8205[11:MRR:8195.0,8202.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 8206[12:Spt:8203.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8207[12:MRR:80.0,8206.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8208[12:MRR:69.0,8206.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8213[12:MRR:8204.0,8207.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8215[12:MRR:10.0,8213.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 8220[12:MRR:8205.0,8208.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 8226[12:MRR:8215.0,8220.0] || -> . % 3.51/3.72 8227[12:Spt:8226.0,8203.0,8206.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8228[12:Spt:8226.0,8203.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8229[12:MRR:24.0,8228.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8230[12:MRR:8204.1,8229.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8235[12:MRR:66.0,8230.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8236[12:MRR:8205.0,8235.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 8241[12:MRR:13.0,13.1,8228.0,8236.0] || -> . % 3.51/3.72 8242[11:Spt:8241.0,8193.0,8197.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8243[11:Spt:8241.0,8193.1,8193.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 8244[12:Spt:8243.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8245[12:MRR:87.1,8244.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8246[12:MRR:79.0,8244.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8247[12:MRR:68.0,8244.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8251[12:MRR:8196.1,8245.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 8252[12:MRR:8194.1,8246.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 8253[12:MRR:8195.1,8247.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.72 8254[13:Spt:8251.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8255[13:MRR:125.0,8254.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8256[13:MRR:136.0,8254.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8259[13:MRR:8253.0,8255.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 8260[13:MRR:10.1,8259.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8266[13:MRR:8252.0,8256.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8272[13:MRR:8260.0,8266.0] || -> . % 3.51/3.72 8273[13:Spt:8272.0,8251.0,8254.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8274[13:Spt:8272.0,8251.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8275[13:MRR:13.0,8274.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 8276[13:MRR:8253.1,8275.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8279[13:MRR:122.1,8276.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8280[13:MRR:8252.0,8279.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8285[13:MRR:24.0,24.1,8274.0,8280.0] || -> . % 3.51/3.72 8286[12:Spt:8285.0,8243.0,8244.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8287[12:Spt:8285.0,8243.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8288[12:MRR:12.0,8287.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 8289[12:MRR:8195.2,8288.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 8290[12:MRR:23.0,8287.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8291[12:MRR:8194.2,8290.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.72 8295[12:MRR:31.1,8287.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 8296[12:MRR:8196.2,8295.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 8297[13:Spt:8289.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8298[13:MRR:125.1,8297.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8299[13:MRR:122.1,8297.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8302[13:MRR:8296.0,8298.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8307[13:MRR:80.0,8302.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8308[13:MRR:8291.0,8299.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8313[13:MRR:8307.0,8308.0] || -> . % 3.51/3.72 8314[13:Spt:8313.0,8289.0,8297.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8315[13:Spt:8313.0,8289.1] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8316[13:MRR:69.1,8315.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8317[13:MRR:8296.1,8316.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8320[13:MRR:136.0,8317.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8321[13:MRR:8291.0,8320.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8325[13:MRR:66.0,66.1,8321.0,8315.0] || -> . % 3.51/3.72 8326[10:Spt:8325.0,8186.0,8187.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 8327[10:Spt:8325.0,8186.1,8186.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.72 8328[11:Spt:8327.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 8329[11:MRR:121.0,8328.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 8330[11:MRR:131.1,8328.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 8331[11:MRR:128.1,8328.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8333[11:MRR:130.1,8328.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8334[11:MRR:8048.1,8329.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 8335[11:MRR:8050.1,8330.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 8336[11:MRR:8049.1,8331.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 8337[11:MRR:8047.1,8333.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 8338[12:Spt:8334.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8339[12:MRR:152.1,8338.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8340[12:MRR:150.1,8338.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8342[12:MRR:153.1,8338.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8343[12:MRR:8337.0,8339.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 8344[12:MRR:8336.0,8340.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 8345[12:MRR:8335.0,8342.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 8346[13:Spt:8343.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8351[13:MRR:79.0,8346.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8352[13:MRR:87.1,8346.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8353[13:MRR:8344.0,8351.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8359[13:MRR:24.1,8353.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 8360[13:MRR:8345.0,8352.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8366[13:MRR:8359.0,8360.0] || -> . % 3.51/3.72 8367[13:Spt:8366.0,8343.0,8346.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8368[13:Spt:8366.0,8343.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8369[13:MRR:23.0,8368.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8370[13:MRR:8344.1,8369.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8375[13:MRR:80.1,8370.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8376[13:MRR:8345.0,8375.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8377[13:MRR:31.0,31.1,8376.0,8368.0] || -> . % 3.51/3.72 8382[12:Spt:8377.0,8334.0,8338.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8383[12:Spt:8377.0,8334.1,8334.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 8384[13:Spt:8383.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8385[13:MRR:68.1,8384.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8386[13:MRR:66.1,8384.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8390[13:MRR:69.1,8384.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8391[13:MRR:8337.1,8385.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.72 8392[13:MRR:8336.1,8386.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 8393[13:MRR:8335.1,8390.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 8394[14:Spt:8391.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 8396[14:MRR:163.0,8394.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8397[14:MRR:171.1,8394.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8398[14:MRR:8392.0,8396.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8400[14:MRR:24.1,8398.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 8405[14:MRR:8393.0,8397.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8411[14:MRR:8400.0,8405.0] || -> . % 3.51/3.72 8412[14:Spt:8411.0,8391.0,8394.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8413[14:Spt:8411.0,8391.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8414[14:MRR:23.0,8413.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8415[14:MRR:8392.1,8414.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8417[14:MRR:164.1,8415.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8418[14:MRR:8393.0,8417.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8423[14:MRR:31.0,31.1,8418.0,8413.0] || -> . % 3.51/3.72 8424[13:Spt:8423.0,8383.0,8384.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8425[13:Spt:8423.0,8383.1] || -> pigeon_1_in_hole_1*. % 3.51/3.72 8426[13:MRR:10.1,8425.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 8427[13:MRR:8336.2,8426.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.72 8428[13:MRR:13.1,8425.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 8429[13:MRR:8335.2,8428.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.72 8430[13:MRR:12.1,8425.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 8431[13:MRR:8337.2,8430.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 8435[14:Spt:8427.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8436[14:MRR:163.1,8435.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8437[14:MRR:164.1,8435.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8439[14:MRR:8431.0,8436.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8440[14:MRR:87.1,8439.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8445[14:MRR:8429.0,8437.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8450[14:MRR:8440.0,8445.0] || -> . % 3.51/3.72 8451[14:Spt:8450.0,8427.0,8435.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8452[14:Spt:8450.0,8427.1] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8453[14:MRR:79.1,8452.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8454[14:MRR:8431.1,8453.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 8455[14:MRR:171.1,8454.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8457[14:MRR:8429.0,8455.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8461[14:MRR:80.0,80.1,8457.0,8452.0] || -> . % 3.51/3.72 8462[11:Spt:8461.0,8327.0,8328.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 8463[11:Spt:8461.0,8327.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 8464[11:MRR:74.1,8463.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8465[11:MRR:75.1,8463.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8466[11:MRR:72.1,8463.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8469[11:MRR:65.0,8463.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8470[11:MRR:8048.2,8469.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.72 8471[11:MRR:8050.2,8465.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 8472[11:MRR:8049.2,8466.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 8473[11:MRR:8047.2,8464.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 8474[12:Spt:8470.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8475[12:MRR:153.1,8474.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8477[12:MRR:150.1,8474.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8478[12:MRR:152.1,8474.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8479[12:MRR:8471.0,8475.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 8480[12:MRR:8472.0,8477.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 8481[12:MRR:8473.0,8478.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 8482[13:Spt:8479.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8484[13:MRR:136.0,8482.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8486[13:MRR:143.0,8482.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8487[13:MRR:8480.0,8484.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8489[13:MRR:23.1,8487.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 8494[13:MRR:8481.0,8486.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8500[13:MRR:8489.0,8494.0] || -> . % 3.51/3.72 8501[13:Spt:8500.0,8479.0,8482.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8502[13:Spt:8500.0,8479.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8503[13:MRR:24.0,8502.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8504[13:MRR:8480.1,8503.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8507[13:MRR:135.1,8504.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8508[13:MRR:8481.0,8507.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8513[13:MRR:31.0,31.1,8502.0,8508.0] || -> . % 3.51/3.72 8514[12:Spt:8513.0,8470.0,8474.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8515[12:Spt:8513.0,8470.1,8470.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.72 8516[13:Spt:8515.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8517[13:MRR:125.1,8516.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 8518[13:MRR:122.1,8516.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8520[13:MRR:124.1,8516.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8521[13:MRR:8471.1,8517.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 8522[13:MRR:8472.1,8518.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 8523[13:MRR:8473.1,8520.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.72 8524[14:Spt:8521.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 8525[14:MRR:164.0,8524.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8526[14:MRR:171.0,8524.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8528[14:MRR:8522.0,8525.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 8533[14:MRR:23.1,8528.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 8535[14:MRR:8523.0,8526.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8541[14:MRR:8533.0,8535.0] || -> . % 3.51/3.72 8542[14:Spt:8541.0,8521.0,8524.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8543[14:Spt:8541.0,8521.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 8544[14:MRR:24.0,8543.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 8545[14:MRR:8522.1,8544.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8547[14:MRR:163.1,8545.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8548[14:MRR:8523.0,8547.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 8549[14:MRR:31.0,31.1,8543.0,8548.0] || -> . % 3.51/3.72 8554[13:Spt:8549.0,8515.0,8516.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 8555[13:Spt:8549.0,8515.1] || -> pigeon_1_in_hole_1*. % 3.51/3.72 8556[13:MRR:10.1,8555.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 8557[13:MRR:8472.2,8556.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 8558[13:MRR:12.1,8555.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 8559[13:MRR:8473.2,8558.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 8560[13:MRR:13.1,8555.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 8561[13:MRR:8471.2,8560.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 8565[14:Spt:8557.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8566[14:MRR:164.1,8565.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8567[14:MRR:163.1,8565.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8569[14:MRR:8561.0,8566.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8570[14:MRR:143.0,8569.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8573[14:MRR:8559.0,8567.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8576[14:MRR:8570.0,8573.0] || -> . % 3.51/3.72 8577[14:Spt:8576.0,8557.0,8565.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8578[14:Spt:8576.0,8557.1] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8579[14:MRR:136.1,8578.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8580[14:MRR:8561.1,8579.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 8582[14:MRR:171.0,8580.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8583[14:MRR:8559.0,8582.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8585[14:MRR:135.0,135.1,8583.0,8578.0] || -> . % 3.51/3.72 8586[8:Spt:8585.0,8037.0,8038.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 8587[8:Spt:8585.0,8037.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 8588[8:MRR:22.0,8587.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 8589[8:MRR:27.1,8587.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 8590[8:MRR:28.1,8587.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 8591[8:MRR:11.0,8587.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 8594[8:MRR:17.0,8587.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 8595[8:MRR:6238.4,8594.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.72 8596[8:MRR:6237.4,8589.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 8597[8:MRR:6234.4,8591.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 8598[8:MRR:6236.4,8588.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 8599[8:MRR:6235.4,8590.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.72 8600[9:Spt:8595.2] || -> pigeon_2_in_hole_3*. % 3.51/3.72 8601[9:MRR:74.1,8600.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8602[9:MRR:75.1,8600.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8603[9:MRR:72.1,8600.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8606[9:MRR:65.0,8600.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8607[9:MRR:8596.2,8601.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 8608[9:MRR:8599.2,8602.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 8609[9:MRR:8598.2,8603.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 8610[9:MRR:8597.2,8606.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.72 8611[10:Spt:8607.2] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8613[10:MRR:51.0,8611.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 8616[10:MRR:40.0,8611.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 8617[10:MRR:59.1,8611.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 8618[10:MRR:8609.2,8613.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 8619[10:MRR:8610.2,8616.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.72 8620[10:MRR:8608.2,8617.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 8621[11:Spt:8618.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8624[11:MRR:164.1,8621.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8625[11:MRR:150.0,8621.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8627[11:MRR:8620.0,8624.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8631[11:MRR:125.0,8627.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8633[11:MRR:8619.0,8625.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8638[11:MRR:8631.0,8633.0] || -> . % 3.51/3.72 8639[11:Spt:8638.0,8618.0,8621.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8640[11:Spt:8638.0,8618.1] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8641[11:MRR:136.1,8640.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8642[11:MRR:8620.1,8641.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 8645[11:MRR:153.0,8642.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8647[11:MRR:8619.0,8645.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 8649[11:MRR:122.0,122.1,8640.0,8647.0] || -> . % 3.51/3.72 8652[10:Spt:8649.0,8607.2,8611.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 8653[10:Spt:8649.0,8607.0,8607.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 8654[11:Spt:8653.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 8655[11:MRR:163.0,8654.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8656[11:MRR:171.1,8654.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8658[11:MRR:152.0,8654.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8660[11:MRR:8609.0,8655.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 8661[11:MRR:8608.0,8656.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 8662[11:MRR:8610.0,8658.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.72 8663[12:Spt:8660.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8664[12:MRR:136.1,8663.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8665[12:MRR:122.0,8663.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8669[12:MRR:8661.0,8664.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8674[12:MRR:41.0,8669.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8675[12:MRR:8662.0,8665.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8680[12:MRR:8674.0,8675.0] || -> . % 3.51/3.72 8681[12:Spt:8680.0,8660.0,8663.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 8682[12:Spt:8680.0,8660.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8683[12:MRR:52.1,8682.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 8684[12:MRR:8661.1,8683.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8686[12:MRR:125.0,8684.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8689[12:MRR:8662.0,8686.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8692[12:MRR:38.0,38.1,8682.0,8689.0] || -> . % 3.51/3.72 8694[11:Spt:8692.0,8653.0,8654.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8695[11:Spt:8692.0,8653.1] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8696[11:MRR:135.0,8695.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8697[11:MRR:8609.1,8696.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 8698[11:MRR:143.1,8695.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8699[11:MRR:8608.1,8698.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 8700[11:MRR:124.0,8695.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8701[11:MRR:8610.1,8700.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.72 8704[12:Spt:8697.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8706[12:MRR:150.0,8704.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8707[12:MRR:164.1,8704.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8709[12:MRR:8701.0,8706.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8710[12:MRR:41.1,8709.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 8715[12:MRR:8699.0,8707.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8720[12:MRR:8710.0,8715.0] || -> . % 3.51/3.72 8721[12:Spt:8720.0,8697.0,8704.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8722[12:Spt:8720.0,8697.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8723[12:MRR:38.0,8722.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8724[12:MRR:8701.1,8723.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8726[12:MRR:153.1,8724.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 8728[12:MRR:8699.0,8726.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8732[12:MRR:52.0,52.1,8728.0,8722.0] || -> . % 3.51/3.72 8733[9:Spt:8732.0,8595.2,8600.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 8734[9:Spt:8732.0,8595.0,8595.1,8595.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.72 8735[10:Spt:8734.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 8736[10:MRR:156.1,8735.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8737[10:MRR:149.0,8735.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8738[10:MRR:159.1,8735.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8740[10:MRR:158.1,8735.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8741[10:MRR:8598.0,8736.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 8742[10:MRR:8597.0,8737.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 8743[10:MRR:8599.0,8738.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.72 8744[10:MRR:8596.0,8740.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 8745[11:Spt:8741.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 8746[11:MRR:135.1,8745.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8749[11:MRR:122.0,8745.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 8750[11:MRR:136.1,8745.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 8751[11:MRR:8744.0,8746.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 8752[11:MRR:8742.0,8749.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 8753[11:MRR:8743.0,8750.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.72 8754[12:Spt:8751.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8758[12:MRR:87.1,8754.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 8759[12:MRR:68.0,8754.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8760[12:MRR:8753.0,8758.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8761[12:MRR:41.0,8760.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8767[12:MRR:8752.0,8759.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8773[12:MRR:8761.0,8767.0] || -> . % 3.51/3.72 8774[12:Spt:8773.0,8751.0,8754.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8775[12:Spt:8773.0,8751.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8776[12:MRR:59.1,8775.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 8777[12:MRR:8753.1,8776.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8781[12:MRR:69.0,8777.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8782[12:MRR:8752.0,8781.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8783[12:MRR:40.0,40.1,8775.0,8782.0] || -> . % 3.51/3.72 8788[11:Spt:8783.0,8741.0,8745.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8789[11:Spt:8783.0,8741.1,8741.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 8790[12:Spt:8789.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8791[12:MRR:79.1,8790.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8792[12:MRR:80.1,8790.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8795[12:MRR:66.0,8790.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8796[12:MRR:8744.1,8791.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 8797[12:MRR:8743.1,8792.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 8798[12:MRR:8742.1,8795.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.72 8799[13:Spt:8796.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8800[13:MRR:143.1,8799.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8801[13:MRR:124.0,8799.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8804[13:MRR:8797.0,8800.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8810[13:MRR:41.0,8804.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8811[13:MRR:8798.0,8801.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8817[13:MRR:8810.0,8811.0] || -> . % 3.51/3.72 8818[13:Spt:8817.0,8796.0,8799.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8819[13:Spt:8817.0,8796.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8820[13:MRR:59.1,8819.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 8821[13:MRR:8797.1,8820.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8824[13:MRR:125.0,8821.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8825[13:MRR:8798.0,8824.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8830[13:MRR:40.0,40.1,8819.0,8825.0] || -> . % 3.51/3.72 8831[12:Spt:8830.0,8789.0,8790.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8832[12:Spt:8830.0,8789.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8833[12:MRR:52.1,8832.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 8834[12:MRR:8743.2,8833.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 8835[12:MRR:38.0,8832.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8836[12:MRR:8742.2,8835.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 8837[12:MRR:51.1,8832.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 8838[12:MRR:8744.2,8837.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 8842[13:Spt:8834.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 8843[13:MRR:143.0,8842.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 8844[13:MRR:125.0,8842.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8847[13:MRR:8838.0,8843.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8848[13:MRR:68.0,8847.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8852[13:MRR:8836.0,8844.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8856[13:MRR:8848.0,8852.0] || -> . % 3.51/3.72 8857[13:Spt:8856.0,8834.0,8842.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 8858[13:Spt:8856.0,8834.1] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8859[13:MRR:87.0,8858.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8860[13:MRR:8838.1,8859.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 8863[13:MRR:124.0,8860.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 8864[13:MRR:8836.0,8863.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8867[13:MRR:69.0,69.1,8858.0,8864.0] || -> . % 3.51/3.72 8868[10:Spt:8867.0,8734.0,8735.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 8869[10:Spt:8867.0,8734.1,8734.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.72 8870[11:Spt:8869.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 8871[11:MRR:131.1,8870.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 8872[11:MRR:130.1,8870.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 8873[11:MRR:121.0,8870.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 8875[11:MRR:128.1,8870.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 8876[11:MRR:8599.1,8871.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.72 8877[11:MRR:8596.1,8872.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 8878[11:MRR:8597.1,8873.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 8879[11:MRR:8598.1,8875.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 8880[12:Spt:8876.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 8881[12:MRR:164.0,8880.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 8882[12:MRR:153.0,8880.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 8884[12:MRR:171.0,8880.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 8885[12:MRR:8879.0,8881.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.72 8886[12:MRR:8878.0,8882.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.72 8887[12:MRR:8877.0,8884.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.72 8888[13:Spt:8885.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8889[13:MRR:66.0,8888.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 8893[13:MRR:79.1,8888.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8894[13:MRR:8886.0,8889.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8900[13:MRR:40.1,8894.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 8901[13:MRR:8887.0,8893.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8907[13:MRR:8900.0,8901.0] || -> . % 3.51/3.72 8908[13:Spt:8907.0,8885.0,8888.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8909[13:Spt:8907.0,8885.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8910[13:MRR:38.0,8909.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8911[13:MRR:8886.1,8910.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8912[13:MRR:68.1,8911.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8916[13:MRR:8887.0,8912.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8920[13:MRR:51.0,51.1,8916.0,8909.0] || -> . % 3.51/3.72 8922[12:Spt:8920.0,8876.0,8880.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 8923[12:Spt:8920.0,8876.1,8876.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.72 8924[13:Spt:8923.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 8925[13:MRR:80.0,8924.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 8926[13:MRR:69.0,8924.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 8929[13:MRR:87.0,8924.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 8930[13:MRR:8879.1,8925.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 8931[13:MRR:8878.1,8926.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.72 8932[13:MRR:8877.1,8929.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.72 8933[14:Spt:8930.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8935[14:MRR:150.0,8933.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8936[14:MRR:163.1,8933.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8937[14:MRR:8931.0,8935.0] || -> pigeon_1_in_hole_2*. % 3.51/3.72 8939[14:MRR:40.1,8937.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 8944[14:MRR:8932.0,8936.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8950[14:MRR:8939.0,8944.0] || -> . % 3.51/3.72 8951[14:Spt:8950.0,8930.0,8933.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8952[14:Spt:8950.0,8930.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 8953[14:MRR:38.0,8952.0] || pigeon_1_in_hole_2* -> . % 3.51/3.72 8954[14:MRR:8931.1,8953.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8956[14:MRR:152.1,8954.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8957[14:MRR:8932.0,8956.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 8959[14:MRR:51.0,51.1,8957.0,8952.0] || -> . % 3.51/3.72 8963[13:Spt:8959.0,8923.0,8924.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 8964[13:Spt:8959.0,8923.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 8965[13:MRR:41.0,8964.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 8966[13:MRR:8878.2,8965.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.72 8967[13:MRR:59.0,8964.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 8968[13:MRR:8877.2,8967.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 8969[13:MRR:52.0,8964.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 8970[13:MRR:8879.2,8969.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.72 8974[14:Spt:8966.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 8975[14:MRR:150.1,8974.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 8976[14:MRR:152.1,8974.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8978[14:MRR:8970.0,8975.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 8979[14:MRR:79.1,8978.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 8983[14:MRR:8968.0,8976.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8987[14:MRR:8979.0,8983.0] || -> . % 3.51/3.72 8988[14:Spt:8987.0,8966.0,8974.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 8989[14:Spt:8987.0,8966.1] || -> pigeon_1_in_hole_3*. % 3.51/3.72 8990[14:MRR:66.1,8989.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 8991[14:MRR:8970.1,8990.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 8992[14:MRR:163.1,8991.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 8994[14:MRR:8968.0,8992.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 8997[14:MRR:68.0,68.1,8994.0,8989.0] || -> . % 3.51/3.72 8998[11:Spt:8997.0,8869.0,8870.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 8999[11:Spt:8997.0,8869.1] || -> pigeon_2_in_hole_2*. % 3.51/3.72 9000[11:MRR:37.0,8999.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 9001[11:MRR:46.1,8999.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 9002[11:MRR:44.1,8999.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 9005[11:MRR:47.1,8999.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 9006[11:MRR:8599.3,9005.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 9007[11:MRR:8596.3,9001.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 9008[11:MRR:8597.3,9000.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 9009[11:MRR:8598.3,9002.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.72 9010[12:Spt:9006.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9011[12:MRR:171.0,9010.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9013[12:MRR:153.0,9010.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 9014[12:MRR:164.0,9010.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9015[12:MRR:9007.0,9011.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 9016[12:MRR:9008.0,9013.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 9017[12:MRR:9009.0,9014.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.72 9018[13:Spt:9015.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9020[13:MRR:124.0,9018.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 9022[13:MRR:135.0,9018.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9023[13:MRR:9016.0,9020.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 9024[13:MRR:66.1,9023.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 9029[13:MRR:9017.0,9022.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 9034[13:MRR:9024.0,9029.0] || -> . % 3.51/3.72 9035[13:Spt:9034.0,9015.0,9018.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9036[13:Spt:9034.0,9015.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 9037[13:MRR:68.0,9036.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 9038[13:MRR:9016.1,9037.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 9041[13:MRR:122.1,9038.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9042[13:MRR:9017.0,9041.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 9044[13:MRR:79.0,79.1,9036.0,9042.0] || -> . % 3.51/3.72 9047[12:Spt:9044.0,9006.0,9010.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9048[12:Spt:9044.0,9006.1,9006.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 9049[13:Spt:9048.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9050[13:MRR:143.0,9049.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9051[13:MRR:125.0,9049.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 9053[13:MRR:136.0,9049.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9054[13:MRR:9007.1,9050.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 9055[13:MRR:9008.1,9051.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.72 9056[13:MRR:9009.1,9053.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.51/3.72 9057[14:Spt:9054.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 9058[14:MRR:152.0,9057.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 9059[14:MRR:163.0,9057.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9061[14:MRR:9055.0,9058.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 9066[14:MRR:66.1,9061.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 9067[14:MRR:9056.0,9059.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 9072[14:MRR:9066.0,9067.0] || -> . % 3.51/3.72 9073[14:Spt:9072.0,9054.0,9057.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9074[14:Spt:9072.0,9054.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 9075[14:MRR:68.0,9074.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 9076[14:MRR:9055.1,9075.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 9078[14:MRR:150.1,9076.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9079[14:MRR:9056.0,9078.0] || -> pigeon_3_in_hole_3*. % 3.51/3.72 9082[14:MRR:79.0,79.1,9074.0,9079.0] || -> . % 3.51/3.72 9084[13:Spt:9082.0,9048.0,9049.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 9085[13:Spt:9082.0,9048.1] || -> pigeon_6_in_hole_3*. % 3.51/3.72 9086[13:MRR:69.0,9085.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 9087[13:MRR:9008.2,9086.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.72 9088[13:MRR:80.0,9085.0] || pigeon_3_in_hole_3* -> . % 3.51/3.72 9089[13:MRR:9009.2,9088.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 9090[13:MRR:87.0,9085.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 9091[13:MRR:9007.2,9090.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 9094[14:Spt:9087.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 9095[14:MRR:152.1,9094.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9096[14:MRR:150.1,9094.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9098[14:MRR:9091.0,9095.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9099[14:MRR:135.0,9098.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9102[14:MRR:9089.0,9096.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9105[14:MRR:9099.0,9102.0] || -> . % 3.51/3.72 9106[14:Spt:9105.0,9087.0,9094.0] || pigeon_1_in_hole_6* -> . % 3.51/3.72 9107[14:Spt:9105.0,9087.1] || -> pigeon_1_in_hole_5*. % 3.51/3.72 9108[14:MRR:124.1,9107.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9109[14:MRR:9091.1,9108.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 9111[14:MRR:163.0,9109.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9112[14:MRR:9089.0,9111.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9114[14:MRR:122.0,122.1,9112.0,9107.0] || -> . % 3.51/3.72 9115[4:Spt:9114.0,6224.0,6225.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.72 9116[4:Spt:9114.0,6224.1,6224.2,6224.3] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.72 9117[5:Spt:9116.0] || -> pigeon_7_in_hole_3*. % 3.51/3.72 9118[5:MRR:70.0,9117.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 9119[5:MRR:81.0,9117.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.72 9120[5:MRR:88.0,9117.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 9121[5:MRR:90.0,9117.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 9123[5:MRR:76.0,9117.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 9124[5:MRR:85.0,9117.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 9125[5:MRR:219.3,9118.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.72 9126[5:MRR:217.3,9119.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 9127[5:MRR:215.3,9120.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 9128[5:MRR:214.3,9121.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 9129[5:MRR:218.3,9123.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 9130[5:MRR:216.3,9124.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 9131[6:Spt:9125.3] || -> pigeon_1_in_hole_2*. % 3.51/3.72 9132[6:MRR:37.1,9131.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 9133[6:MRR:41.1,9131.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 9134[6:MRR:38.1,9131.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 9137[6:MRR:40.1,9131.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 9138[6:MRR:39.1,9131.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 9139[6:MRR:9129.3,9132.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 9140[6:MRR:9128.3,9133.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 9141[6:MRR:9126.3,9134.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9142[6:MRR:9127.3,9137.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9143[6:MRR:9130.3,9138.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 9144[7:Spt:9139.3] || -> pigeon_2_in_hole_1*. % 3.51/3.72 9148[7:MRR:17.1,9144.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 9149[7:MRR:18.1,9144.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 9150[7:MRR:16.1,9144.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 9151[7:MRR:19.1,9144.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 9152[7:MRR:9143.3,9148.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 9153[7:MRR:9142.3,9149.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 9154[7:MRR:9141.3,9150.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 9155[7:MRR:9140.3,9151.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 9156[8:Spt:9152.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 9157[8:MRR:168.1,9156.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9158[8:MRR:162.0,9156.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9161[8:MRR:167.1,9156.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9163[8:MRR:9155.0,9157.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 9164[8:MRR:9154.0,9158.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 9165[8:MRR:9153.0,9161.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 9166[9:Spt:9163.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9167[9:MRR:136.0,9166.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9170[9:MRR:143.0,9166.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9173[9:MRR:9164.0,9167.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9178[9:MRR:107.1,9173.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9180[9:MRR:9165.0,9170.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9186[9:MRR:9178.0,9180.0] || -> . % 3.51/3.72 9187[9:Spt:9186.0,9163.0,9166.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 9188[9:Spt:9186.0,9163.1] || -> pigeon_6_in_hole_4*. % 3.51/3.72 9189[9:MRR:108.0,9188.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9190[9:MRR:9164.1,9189.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9191[9:MRR:135.1,9190.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9196[9:MRR:9165.0,9191.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9199[9:MRR:115.0,115.1,9188.0,9196.0] || -> . % 3.51/3.72 9202[8:Spt:9199.0,9152.0,9156.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 9203[8:Spt:9199.0,9152.1,9152.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 9204[9:Spt:9203.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 9205[9:MRR:140.1,9204.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 9206[9:MRR:134.0,9204.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9209[9:MRR:139.1,9204.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9211[9:MRR:9155.1,9205.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 9212[9:MRR:9154.1,9206.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.72 9213[9:MRR:9153.1,9209.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.72 9214[10:Spt:9211.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9215[10:MRR:164.0,9214.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9218[10:MRR:171.0,9214.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9220[10:MRR:9212.0,9215.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9223[10:MRR:107.1,9220.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9227[10:MRR:9213.0,9218.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9233[10:MRR:9223.0,9227.0] || -> . % 3.51/3.72 9234[10:Spt:9233.0,9211.0,9214.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9235[10:Spt:9233.0,9211.1] || -> pigeon_6_in_hole_4*. % 3.51/3.72 9236[10:MRR:108.0,9235.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9237[10:MRR:9212.1,9236.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 9239[10:MRR:163.1,9237.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9242[10:MRR:9213.0,9239.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9245[10:MRR:115.0,115.1,9235.0,9242.0] || -> . % 3.51/3.72 9248[9:Spt:9245.0,9203.0,9204.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9249[9:Spt:9245.0,9203.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9250[9:MRR:106.0,9249.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9251[9:MRR:9154.2,9250.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 9252[9:MRR:111.1,9249.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9253[9:MRR:9153.2,9252.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 9254[9:MRR:112.1,9249.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 9255[9:MRR:9155.2,9254.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 9259[10:Spt:9251.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 9260[10:MRR:164.1,9259.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9263[10:MRR:163.1,9259.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9265[10:MRR:9255.0,9260.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9267[10:MRR:143.0,9265.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9271[10:MRR:9253.0,9263.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9276[10:MRR:9267.0,9271.0] || -> . % 3.51/3.72 9277[10:Spt:9276.0,9251.0,9259.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9278[10:Spt:9276.0,9251.1] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9279[10:MRR:136.1,9278.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 9280[10:MRR:9255.1,9279.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9282[10:MRR:171.0,9280.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 9285[10:MRR:9253.0,9282.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9289[10:MRR:135.0,135.1,9285.0,9278.0] || -> . % 3.51/3.72 9290[7:Spt:9289.0,9139.3,9144.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 9291[7:Spt:9289.0,9139.0,9139.1,9139.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 9292[8:Spt:9291.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 9293[8:MRR:156.1,9292.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9294[8:MRR:159.1,9292.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9297[8:MRR:158.1,9292.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9298[8:MRR:157.1,9292.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 9299[8:MRR:9141.0,9293.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9300[8:MRR:9140.0,9294.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 9301[8:MRR:9142.0,9297.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9302[8:MRR:9143.0,9298.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 9303[9:Spt:9299.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9304[9:MRR:136.1,9303.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 9305[9:MRR:135.1,9303.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9309[9:MRR:134.1,9303.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9310[9:MRR:9300.0,9304.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 9311[9:MRR:9301.0,9305.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9312[9:MRR:9302.0,9309.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 9313[10:Spt:9310.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 9315[10:MRR:115.0,9313.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9316[10:MRR:112.0,9313.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9320[10:MRR:9311.0,9315.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9324[10:MRR:27.0,9320.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9327[10:MRR:9312.0,9316.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9333[10:MRR:9324.0,9327.0] || -> . % 3.51/3.72 9334[10:Spt:9333.0,9310.0,9313.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 9335[10:Spt:9333.0,9310.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9336[10:MRR:31.0,9335.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 9337[10:MRR:9311.1,9336.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9339[10:MRR:111.0,9337.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9343[10:MRR:9312.0,9339.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9344[10:MRR:28.0,28.1,9335.0,9343.0] || -> . % 3.51/3.72 9349[9:Spt:9344.0,9299.0,9303.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9350[9:Spt:9344.0,9299.1,9299.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9351[10:Spt:9350.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9352[10:MRR:108.1,9351.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 9353[10:MRR:107.1,9351.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 9354[10:MRR:106.1,9351.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 9358[10:MRR:9300.1,9352.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 9359[10:MRR:9301.1,9353.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 9360[10:MRR:9302.1,9354.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 9361[11:Spt:9358.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9364[11:MRR:143.0,9361.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9366[11:MRR:140.0,9361.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9367[11:MRR:9359.0,9364.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9370[11:MRR:27.0,9367.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9374[11:MRR:9360.0,9366.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9380[11:MRR:9370.0,9374.0] || -> . % 3.51/3.72 9381[11:Spt:9380.0,9358.0,9361.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 9382[11:Spt:9380.0,9358.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9383[11:MRR:31.0,9382.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 9384[11:MRR:9359.1,9383.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9388[11:MRR:139.0,9384.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9389[11:MRR:9360.0,9388.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9394[11:MRR:28.0,28.1,9382.0,9389.0] || -> . % 3.51/3.72 9395[10:Spt:9394.0,9350.0,9351.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9396[10:Spt:9394.0,9350.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9397[10:MRR:23.1,9396.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 9398[10:MRR:9301.2,9397.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 9399[10:MRR:22.1,9396.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9400[10:MRR:9302.2,9399.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 9401[10:MRR:24.1,9396.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 9402[10:MRR:9300.2,9401.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 9406[11:Spt:9398.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9407[11:MRR:143.1,9406.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 9408[11:MRR:139.0,9406.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9412[11:MRR:9402.0,9407.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 9416[11:MRR:112.0,9412.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9418[11:MRR:9400.0,9408.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9423[11:MRR:9416.0,9418.0] || -> . % 3.51/3.72 9424[11:Spt:9423.0,9398.0,9406.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 9425[11:Spt:9423.0,9398.1] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9426[11:MRR:115.1,9425.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 9427[11:MRR:9402.1,9426.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9428[11:MRR:140.0,9427.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9432[11:MRR:9400.0,9428.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9436[11:MRR:111.0,111.1,9425.0,9432.0] || -> . % 3.51/3.72 9437[8:Spt:9436.0,9291.0,9292.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 9438[8:Spt:9436.0,9291.1,9291.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 9439[9:Spt:9438.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 9440[9:MRR:130.1,9439.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9441[9:MRR:131.1,9439.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 9442[9:MRR:129.1,9439.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9445[9:MRR:128.1,9439.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9446[9:MRR:9142.1,9440.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9447[9:MRR:9140.1,9441.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 9448[9:MRR:9143.1,9442.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 9449[9:MRR:9141.1,9445.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9450[10:Spt:9446.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 9451[10:MRR:163.0,9450.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9452[10:MRR:171.1,9450.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9455[10:MRR:167.0,9450.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 9456[10:MRR:9449.0,9451.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9457[10:MRR:9447.0,9452.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 9458[10:MRR:9448.0,9455.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 9459[11:Spt:9456.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9463[11:MRR:106.1,9459.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9465[11:MRR:108.1,9459.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 9466[11:MRR:9458.0,9463.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9472[11:MRR:28.1,9466.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 9473[11:MRR:9457.0,9465.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9479[11:MRR:9472.0,9473.0] || -> . % 3.51/3.72 9480[11:Spt:9479.0,9456.0,9459.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9481[11:Spt:9479.0,9456.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9482[11:MRR:22.1,9481.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9483[11:MRR:9458.1,9482.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9487[11:MRR:112.1,9483.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 9489[11:MRR:9457.0,9487.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9493[11:MRR:24.0,24.1,9489.0,9481.0] || -> . % 3.51/3.72 9495[10:Spt:9493.0,9446.0,9450.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9496[10:Spt:9493.0,9446.1,9446.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9497[11:Spt:9496.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9498[11:MRR:107.0,9497.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9499[11:MRR:111.0,9497.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 9503[11:MRR:115.1,9497.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 9504[11:MRR:9449.1,9498.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 9505[11:MRR:9448.1,9499.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 9506[11:MRR:9447.1,9503.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 9507[12:Spt:9504.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 9510[12:MRR:164.1,9507.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9511[12:MRR:162.1,9507.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9512[12:MRR:9506.0,9510.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9513[12:MRR:28.0,9512.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9519[12:MRR:9505.0,9511.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9525[12:MRR:9513.0,9519.0] || -> . % 3.51/3.72 9526[12:Spt:9525.0,9504.0,9507.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9527[12:Spt:9525.0,9504.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9528[12:MRR:24.1,9527.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 9529[12:MRR:9506.1,9528.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9532[12:MRR:168.0,9529.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9533[12:MRR:9505.0,9532.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9538[12:MRR:22.0,22.1,9533.0,9527.0] || -> . % 3.51/3.72 9539[11:Spt:9538.0,9496.0,9497.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 9540[11:Spt:9538.0,9496.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9541[11:MRR:31.1,9540.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 9542[11:MRR:9447.2,9541.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 9543[11:MRR:27.0,9540.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9544[11:MRR:9448.2,9543.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.72 9548[11:MRR:23.0,9540.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 9549[11:MRR:9449.2,9548.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.72 9550[12:Spt:9542.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9551[12:MRR:164.0,9550.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9552[12:MRR:168.0,9550.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9555[12:MRR:9549.0,9551.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9557[12:MRR:106.1,9555.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9561[12:MRR:9544.0,9552.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9566[12:MRR:9557.0,9561.0] || -> . % 3.51/3.72 9567[12:Spt:9566.0,9542.0,9550.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9568[12:Spt:9566.0,9542.1] || -> pigeon_6_in_hole_4*. % 3.51/3.72 9569[12:MRR:108.0,9568.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9570[12:MRR:9549.1,9569.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 9571[12:MRR:162.1,9570.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9574[12:MRR:9544.0,9571.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9578[12:MRR:112.0,112.1,9568.0,9574.0] || -> . % 3.51/3.72 9579[9:Spt:9578.0,9438.0,9439.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 9580[9:Spt:9578.0,9438.1] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9581[9:MRR:100.1,9580.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9582[9:MRR:101.1,9580.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 9583[9:MRR:103.1,9580.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 9586[9:MRR:102.1,9580.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 9587[9:MRR:9142.2,9586.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 9588[9:MRR:9140.2,9583.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 9589[9:MRR:9143.2,9582.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 9590[9:MRR:9141.2,9581.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 9591[10:Spt:9587.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 9592[10:MRR:167.0,9591.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 9595[10:MRR:171.1,9591.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9596[10:MRR:163.0,9591.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9597[10:MRR:9589.0,9592.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 9598[10:MRR:9588.0,9595.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 9599[10:MRR:9590.0,9596.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 9600[11:Spt:9597.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 9602[11:MRR:140.1,9600.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 9605[11:MRR:134.0,9600.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9606[11:MRR:9598.0,9602.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9608[11:MRR:24.0,9606.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 9613[11:MRR:9599.0,9605.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9619[11:MRR:9608.0,9613.0] || -> . % 3.51/3.72 9620[11:Spt:9619.0,9597.0,9600.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9621[11:Spt:9619.0,9597.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9622[11:MRR:28.1,9621.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 9623[11:MRR:9598.1,9622.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9627[11:MRR:136.0,9623.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9628[11:MRR:9599.0,9627.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9633[11:MRR:22.0,22.1,9621.0,9628.0] || -> . % 3.51/3.72 9634[10:Spt:9633.0,9587.0,9591.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9635[10:Spt:9633.0,9587.1,9587.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 9636[11:Spt:9635.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9637[11:MRR:139.0,9636.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9638[11:MRR:143.1,9636.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 9641[11:MRR:135.0,9636.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9642[11:MRR:9589.1,9637.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 9643[11:MRR:9588.1,9638.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 9644[11:MRR:9590.1,9641.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 9645[12:Spt:9642.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 9646[12:MRR:168.1,9645.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9647[12:MRR:162.0,9645.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9650[12:MRR:9643.0,9646.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9655[12:MRR:24.0,9650.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 9657[12:MRR:9644.0,9647.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9663[12:MRR:9655.0,9657.0] || -> . % 3.51/3.72 9664[12:Spt:9663.0,9642.0,9645.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9665[12:Spt:9663.0,9642.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9666[12:MRR:28.1,9665.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 9667[12:MRR:9643.1,9666.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9670[12:MRR:164.0,9667.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9671[12:MRR:9644.0,9670.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9672[12:MRR:22.0,22.1,9665.0,9671.0] || -> . % 3.51/3.72 9677[11:Spt:9672.0,9635.0,9636.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9678[11:Spt:9672.0,9635.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9679[11:MRR:31.1,9678.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 9680[11:MRR:9588.2,9679.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 9681[11:MRR:23.0,9678.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 9682[11:MRR:9590.2,9681.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 9683[11:MRR:27.0,9678.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 9684[11:MRR:9589.2,9683.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 9688[12:Spt:9680.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 9689[12:MRR:168.0,9688.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 9690[12:MRR:164.0,9688.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9693[12:MRR:9684.0,9689.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 9694[12:MRR:134.0,9693.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9698[12:MRR:9682.0,9690.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9702[12:MRR:9694.0,9698.0] || -> . % 3.51/3.72 9703[12:Spt:9702.0,9680.0,9688.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 9704[12:Spt:9702.0,9680.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9705[12:MRR:140.0,9704.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9706[12:MRR:9684.1,9705.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 9709[12:MRR:162.0,9706.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 9710[12:MRR:9682.0,9709.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9713[12:MRR:136.0,136.1,9704.0,9710.0] || -> . % 3.51/3.72 9714[6:Spt:9713.0,9125.3,9131.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 9715[6:Spt:9713.0,9125.0,9125.1,9125.2,9125.4] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 9716[7:Spt:9715.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 9717[7:MRR:153.1,9716.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 9718[7:MRR:151.1,9716.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 9719[7:MRR:150.1,9716.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 9721[7:MRR:152.1,9716.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 9722[7:MRR:149.1,9716.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 9723[7:MRR:9128.0,9717.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 9724[7:MRR:9130.0,9718.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 9725[7:MRR:9126.0,9719.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 9726[7:MRR:9127.0,9721.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 9727[7:MRR:9129.0,9722.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 9728[8:Spt:9723.3] || -> pigeon_6_in_hole_1*. % 3.51/3.72 9729[8:MRR:31.0,9728.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 9730[8:MRR:28.0,9728.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 9731[8:MRR:24.0,9728.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 9735[8:MRR:19.0,9728.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 9736[8:MRR:9726.3,9729.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 9737[8:MRR:9724.3,9730.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 9738[8:MRR:9725.3,9731.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 9739[8:MRR:9727.3,9735.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 9740[9:Spt:9736.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 9741[9:MRR:135.0,9740.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9745[9:MRR:139.0,9740.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9746[9:MRR:130.0,9740.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 9747[9:MRR:9738.0,9741.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 9748[9:MRR:9737.0,9745.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 9749[9:MRR:9739.0,9746.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 9750[10:Spt:9747.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9751[10:MRR:100.0,9750.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 9755[10:MRR:106.1,9750.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9757[10:MRR:9749.0,9751.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 9763[10:MRR:45.1,9757.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 9764[10:MRR:9748.0,9755.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 9770[10:MRR:9763.0,9764.0] || -> . % 3.51/3.72 9771[10:Spt:9770.0,9747.0,9750.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9772[10:Spt:9770.0,9747.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 9773[10:MRR:44.0,9772.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 9774[10:MRR:9749.1,9773.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9775[10:MRR:101.1,9774.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 9780[10:MRR:9748.0,9775.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 9784[10:MRR:50.0,50.1,9780.0,9772.0] || -> . % 3.51/3.72 9786[9:Spt:9784.0,9736.0,9740.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9787[9:Spt:9784.0,9736.1,9736.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 9788[10:Spt:9787.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 9789[10:MRR:107.0,9788.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9790[10:MRR:102.0,9788.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 9794[10:MRR:111.0,9788.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 9795[10:MRR:9738.1,9789.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 9796[10:MRR:9739.1,9790.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.72 9797[10:MRR:9737.1,9794.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 9798[11:Spt:9795.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9799[11:MRR:134.1,9798.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9803[11:MRR:128.0,9798.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 9804[11:MRR:9797.0,9799.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 9805[11:MRR:45.0,9804.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 9811[11:MRR:9796.0,9803.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 9817[11:MRR:9805.0,9811.0] || -> . % 3.51/3.72 9818[11:Spt:9817.0,9795.0,9798.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9819[11:Spt:9817.0,9795.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 9820[11:MRR:50.1,9819.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 9821[11:MRR:9797.1,9820.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 9825[11:MRR:129.0,9821.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 9826[11:MRR:9796.0,9825.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 9831[11:MRR:44.0,44.1,9819.0,9826.0] || -> . % 3.51/3.72 9832[10:Spt:9831.0,9787.0,9788.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 9833[10:Spt:9831.0,9787.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 9834[10:MRR:55.0,9833.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 9835[10:MRR:9737.2,9834.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 9836[10:MRR:46.0,9833.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 9837[10:MRR:9739.2,9836.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 9839[10:MRR:51.0,9833.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 9840[10:MRR:9738.2,9839.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 9843[11:Spt:9835.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 9844[11:MRR:134.0,9843.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 9845[11:MRR:129.0,9843.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 9849[11:MRR:9840.0,9844.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9854[11:MRR:100.0,9849.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 9855[11:MRR:9837.0,9845.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9860[11:MRR:9854.0,9855.0] || -> . % 3.51/3.72 9861[11:Spt:9860.0,9835.0,9843.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 9862[11:Spt:9860.0,9835.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9863[11:MRR:106.0,9862.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9864[11:MRR:9840.1,9863.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 9865[11:MRR:128.0,9864.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 9869[11:MRR:9837.0,9865.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9870[11:MRR:101.0,101.1,9862.0,9869.0] || -> . % 3.51/3.72 9874[8:Spt:9870.0,9723.3,9728.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 9875[8:Spt:9870.0,9723.0,9723.1,9723.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 9876[9:Spt:9875.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 9877[9:MRR:140.0,9876.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 9878[9:MRR:136.0,9876.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 9879[9:MRR:131.0,9876.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 9882[9:MRR:143.0,9876.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 9883[9:MRR:9724.0,9877.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 9884[9:MRR:9725.0,9878.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 9885[9:MRR:9727.0,9879.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 9886[9:MRR:9726.0,9882.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 9887[10:Spt:9883.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 9888[10:MRR:106.0,9887.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 9889[10:MRR:101.0,9887.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 9893[10:MRR:111.1,9887.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 9894[10:MRR:9884.0,9888.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 9895[10:MRR:9885.0,9889.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 9896[10:MRR:9886.0,9893.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 9897[11:Spt:9894.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 9899[11:MRR:44.0,9897.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 9900[11:MRR:51.1,9897.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 9904[11:MRR:9895.0,9899.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 9905[11:MRR:18.1,9904.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 9911[11:MRR:9896.0,9900.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9917[11:MRR:9905.0,9911.0] || -> . % 3.51/3.72 9918[11:Spt:9917.0,9894.0,9897.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 9919[11:Spt:9917.0,9894.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9920[11:MRR:16.0,9919.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 9921[11:MRR:9895.1,9920.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 9923[11:MRR:46.1,9921.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 9927[11:MRR:9896.0,9923.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9932[11:MRR:23.0,23.1,9927.0,9919.0] || -> . % 3.51/3.72 9933[10:Spt:9932.0,9883.0,9887.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 9934[10:Spt:9932.0,9883.1,9883.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 9935[11:Spt:9934.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 9936[11:MRR:50.0,9935.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 9937[11:MRR:45.0,9935.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 9938[11:MRR:55.1,9935.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 9942[11:MRR:9884.1,9936.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 9943[11:MRR:9885.1,9937.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 9944[11:MRR:9886.1,9938.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 9945[12:Spt:9942.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 9946[12:MRR:100.0,9945.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 9950[12:MRR:107.1,9945.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9951[12:MRR:9943.0,9946.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 9957[12:MRR:18.1,9951.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 9958[12:MRR:9944.0,9950.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9964[12:MRR:9957.0,9958.0] || -> . % 3.51/3.72 9965[12:Spt:9964.0,9942.0,9945.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9966[12:Spt:9964.0,9942.1] || -> pigeon_3_in_hole_1*. % 3.51/3.72 9967[12:MRR:16.0,9966.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 9968[12:MRR:9943.1,9967.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9972[12:MRR:102.1,9968.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9973[12:MRR:9944.0,9972.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 9974[12:MRR:23.0,23.1,9973.0,9966.0] || -> . % 3.51/3.72 9979[11:Spt:9974.0,9934.0,9935.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 9980[11:Spt:9974.0,9934.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 9981[11:MRR:17.0,9980.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 9982[11:MRR:9885.2,9981.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 9983[11:MRR:27.1,9980.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 9984[11:MRR:9886.2,9983.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 9985[11:MRR:22.0,9980.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 9986[11:MRR:9884.2,9985.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 9990[12:Spt:9982.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 9991[12:MRR:100.1,9990.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 9992[12:MRR:102.1,9990.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 9996[12:MRR:9986.0,9991.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10000[12:MRR:51.1,9996.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10002[12:MRR:9984.0,9992.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10007[12:MRR:10000.0,10002.0] || -> . % 3.51/3.72 10008[12:Spt:10007.0,9982.0,9990.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10009[12:Spt:10007.0,9982.1] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10010[12:MRR:44.1,10009.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 10011[12:MRR:9986.1,10010.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 10012[12:MRR:107.1,10011.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10016[12:MRR:9984.0,10012.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10020[12:MRR:46.0,46.1,10016.0,10009.0] || -> . % 3.51/3.72 10021[9:Spt:10020.0,9875.0,9876.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 10022[9:Spt:10020.0,9875.1,9875.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 10023[10:Spt:10022.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10024[10:MRR:103.0,10023.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10025[10:MRR:108.0,10023.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 10026[10:MRR:115.0,10023.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10029[10:MRR:112.0,10023.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10030[10:MRR:9727.1,10024.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10031[10:MRR:9725.1,10025.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 10032[10:MRR:9726.1,10026.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10033[10:MRR:9724.1,10029.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10034[11:Spt:10030.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 10035[11:MRR:129.1,10034.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 10036[11:MRR:128.1,10034.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 10039[11:MRR:130.1,10034.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 10040[11:MRR:10033.0,10035.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10041[11:MRR:10031.0,10036.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 10042[11:MRR:10032.0,10039.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10043[12:Spt:10040.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10047[12:MRR:55.1,10043.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10049[12:MRR:50.0,10043.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 10050[12:MRR:10042.0,10047.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10053[12:MRR:23.0,10050.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 10057[12:MRR:10041.0,10049.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10063[12:MRR:10053.0,10057.0] || -> . % 3.51/3.72 10064[12:Spt:10063.0,10040.0,10043.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10065[12:Spt:10063.0,10040.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10066[12:MRR:27.1,10065.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10067[12:MRR:10042.1,10066.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10071[12:MRR:51.0,10067.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 10073[12:MRR:10041.0,10071.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10077[12:MRR:22.0,22.1,10065.0,10073.0] || -> . % 3.51/3.72 10079[11:Spt:10077.0,10030.0,10034.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 10080[11:Spt:10077.0,10030.1,10030.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10081[12:Spt:10080.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10082[12:MRR:45.1,10081.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10083[12:MRR:46.1,10081.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10087[12:MRR:44.1,10081.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 10088[12:MRR:10033.1,10082.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 10089[12:MRR:10032.1,10083.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 10090[12:MRR:10031.1,10087.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 10091[13:Spt:10088.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 10094[13:MRR:134.0,10091.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10095[13:MRR:139.1,10091.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10096[13:MRR:10090.0,10094.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10097[13:MRR:23.1,10096.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10103[13:MRR:10089.0,10095.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10109[13:MRR:10097.0,10103.0] || -> . % 3.51/3.72 10110[13:Spt:10109.0,10088.0,10091.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10111[13:Spt:10109.0,10088.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10112[13:MRR:22.0,10111.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 10113[13:MRR:10090.1,10112.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10116[13:MRR:135.1,10113.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10117[13:MRR:10089.0,10116.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10122[13:MRR:27.0,27.1,10117.0,10111.0] || -> . % 3.51/3.72 10123[12:Spt:10122.0,10080.0,10081.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 10124[12:Spt:10122.0,10080.1] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10125[12:MRR:16.1,10124.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 10126[12:MRR:10031.2,10125.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 10127[12:MRR:18.1,10124.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10128[12:MRR:10032.2,10127.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 10132[12:MRR:17.1,10124.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10133[12:MRR:10033.2,10132.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 10134[13:Spt:10126.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10135[13:MRR:134.1,10134.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10136[13:MRR:135.1,10134.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10139[13:MRR:10133.0,10135.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10141[13:MRR:55.1,10139.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10145[13:MRR:10128.0,10136.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10150[13:MRR:10141.0,10145.0] || -> . % 3.51/3.72 10151[13:Spt:10150.0,10126.0,10134.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10152[13:Spt:10150.0,10126.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10153[13:MRR:50.1,10152.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10154[13:MRR:10133.1,10153.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 10155[13:MRR:139.1,10154.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10158[13:MRR:10128.0,10155.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10162[13:MRR:51.0,51.1,10158.0,10152.0] || -> . % 3.51/3.72 10163[10:Spt:10162.0,10022.0,10023.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10164[10:Spt:10162.0,10022.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10165[10:MRR:56.0,10164.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10166[10:MRR:59.0,10164.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10167[10:MRR:52.0,10164.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 10170[10:MRR:47.0,10164.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 10171[10:MRR:9727.2,10170.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 10172[10:MRR:9725.2,10167.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 10173[10:MRR:9726.2,10166.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 10174[10:MRR:9724.2,10165.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 10175[11:Spt:10171.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 10176[11:MRR:130.1,10175.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 10179[11:MRR:128.1,10175.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 10180[11:MRR:129.1,10175.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 10181[11:MRR:10173.0,10176.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 10182[11:MRR:10172.0,10179.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.72 10183[11:MRR:10174.0,10180.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 10184[12:Spt:10181.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10186[12:MRR:107.0,10184.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 10189[12:MRR:111.0,10184.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10190[12:MRR:10182.0,10186.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10192[12:MRR:22.1,10190.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10197[12:MRR:10183.0,10189.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10203[12:MRR:10192.0,10197.0] || -> . % 3.51/3.72 10204[12:Spt:10203.0,10181.0,10184.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10205[12:Spt:10203.0,10181.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10206[12:MRR:23.0,10205.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 10207[12:MRR:10182.1,10206.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 10211[12:MRR:106.1,10207.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10212[12:MRR:10183.0,10211.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10217[12:MRR:27.0,27.1,10205.0,10212.0] || -> . % 3.51/3.72 10218[11:Spt:10217.0,10171.0,10175.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 10219[11:Spt:10217.0,10171.1,10171.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 10220[12:Spt:10219.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 10221[12:MRR:102.1,10220.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10222[12:MRR:100.1,10220.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 10225[12:MRR:101.1,10220.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10226[12:MRR:10173.1,10221.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 10227[12:MRR:10172.1,10222.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 10228[12:MRR:10174.1,10225.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 10229[13:Spt:10226.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 10230[13:MRR:135.0,10229.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10231[13:MRR:139.0,10229.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10234[13:MRR:10227.0,10230.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10239[13:MRR:22.1,10234.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10241[13:MRR:10228.0,10231.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10247[13:MRR:10239.0,10241.0] || -> . % 3.51/3.72 10248[13:Spt:10247.0,10226.0,10229.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10249[13:Spt:10247.0,10226.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10250[13:MRR:23.0,10249.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 10251[13:MRR:10227.1,10250.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10254[13:MRR:134.1,10251.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10255[13:MRR:10228.0,10254.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10256[13:MRR:27.0,27.1,10249.0,10255.0] || -> . % 3.51/3.72 10261[12:Spt:10256.0,10219.0,10220.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10262[12:Spt:10256.0,10219.1] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10263[12:MRR:16.1,10262.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 10264[12:MRR:10172.2,10263.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 10265[12:MRR:17.1,10262.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10266[12:MRR:10174.2,10265.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 10267[12:MRR:18.1,10262.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10268[12:MRR:10173.2,10267.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 10272[13:Spt:10264.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10273[13:MRR:135.1,10272.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10274[13:MRR:134.1,10272.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10277[13:MRR:10268.0,10273.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10278[13:MRR:111.0,10277.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10282[13:MRR:10266.0,10274.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10286[13:MRR:10278.0,10282.0] || -> . % 3.51/3.72 10287[13:Spt:10286.0,10264.0,10272.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10288[13:Spt:10286.0,10264.1] || -> pigeon_3_in_hole_4*. % 3.51/3.72 10289[13:MRR:107.1,10288.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10290[13:MRR:10268.1,10289.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 10293[13:MRR:139.0,10290.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10294[13:MRR:10266.0,10293.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10297[13:MRR:106.0,106.1,10294.0,10288.0] || -> . % 3.51/3.72 10298[7:Spt:10297.0,9715.0,9716.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 10299[7:Spt:10297.0,9715.1,9715.2,9715.3] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 10300[8:Spt:10299.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 10301[8:MRR:122.1,10300.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 10302[8:MRR:124.1,10300.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 10303[8:MRR:123.1,10300.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 10305[8:MRR:121.1,10300.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 10306[8:MRR:125.1,10300.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 10307[8:MRR:9126.1,10301.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 10308[8:MRR:9127.1,10302.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10309[8:MRR:9130.1,10303.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10310[8:MRR:9129.1,10305.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10311[8:MRR:9128.1,10306.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10312[9:Spt:10307.3] || -> pigeon_3_in_hole_1*. % 3.51/3.72 10313[9:MRR:16.0,10312.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 10314[9:MRR:23.1,10312.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 10315[9:MRR:22.1,10312.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 10319[9:MRR:24.1,10312.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 10320[9:MRR:10310.3,10313.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 10321[9:MRR:10308.3,10314.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 10322[9:MRR:10309.3,10315.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 10323[9:MRR:10311.3,10319.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 10324[10:Spt:10320.1] || -> pigeon_2_in_hole_4*. % 3.51/3.72 10325[10:MRR:101.1,10324.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10329[10:MRR:102.1,10324.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10330[10:MRR:103.1,10324.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10331[10:MRR:10322.1,10325.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 10332[10:MRR:10321.1,10329.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.72 10333[10:MRR:10323.1,10330.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 10334[11:Spt:10331.1] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10335[11:MRR:56.1,10334.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10339[11:MRR:55.1,10334.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10341[11:MRR:10333.1,10335.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10345[11:MRR:171.0,10341.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 10347[11:MRR:10332.1,10339.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 10352[11:MRR:10345.0,10347.0] || -> . % 3.51/3.72 10353[11:Spt:10352.0,10331.1,10334.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10354[11:Spt:10352.0,10331.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10355[11:MRR:168.1,10354.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10356[11:MRR:10333.0,10355.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10357[11:MRR:59.0,10356.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10362[11:MRR:10332.1,10357.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 10366[11:MRR:167.0,167.1,10362.0,10354.0] || -> . % 3.51/3.72 10367[10:Spt:10366.0,10320.1,10324.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10368[10:Spt:10366.0,10320.0,10320.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.72 10369[11:Spt:10368.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 10370[11:MRR:159.1,10369.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 10371[11:MRR:158.1,10369.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 10374[11:MRR:157.1,10369.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 10375[11:MRR:10323.0,10370.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 10376[11:MRR:10321.0,10371.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 10377[11:MRR:10322.0,10374.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 10378[12:Spt:10375.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10379[12:MRR:112.0,10378.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10383[12:MRR:115.0,10378.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10384[12:MRR:10377.0,10379.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10386[12:MRR:55.1,10384.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10391[12:MRR:10376.0,10383.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10397[12:MRR:10386.0,10391.0] || -> . % 3.51/3.72 10398[12:Spt:10397.0,10375.0,10378.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 10399[12:Spt:10397.0,10375.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10400[12:MRR:56.0,10399.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10401[12:MRR:10377.1,10400.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10402[12:MRR:111.1,10401.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10406[12:MRR:10376.0,10402.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10411[12:MRR:59.0,59.1,10399.0,10406.0] || -> . % 3.51/3.72 10412[11:Spt:10411.0,10368.0,10369.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 10413[11:Spt:10411.0,10368.1] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10414[11:MRR:45.1,10413.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10415[11:MRR:10322.2,10414.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.72 10416[11:MRR:46.1,10413.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10417[11:MRR:10321.2,10416.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.72 10418[11:MRR:47.1,10413.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10419[11:MRR:10323.2,10418.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 10423[12:Spt:10415.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10424[12:MRR:168.1,10423.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10425[12:MRR:167.1,10423.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 10428[12:MRR:10419.0,10424.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10429[12:MRR:115.0,10428.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10434[12:MRR:10417.0,10425.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10439[12:MRR:10429.0,10434.0] || -> . % 3.51/3.72 10440[12:Spt:10439.0,10415.0,10423.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10441[12:Spt:10439.0,10415.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10442[12:MRR:112.1,10441.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 10443[12:MRR:10419.1,10442.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10444[12:MRR:171.0,10443.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 10447[12:MRR:10417.0,10444.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10451[12:MRR:111.0,111.1,10447.0,10441.0] || -> . % 3.51/3.72 10452[9:Spt:10451.0,10307.3,10312.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 10453[9:Spt:10451.0,10307.0,10307.1,10307.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 10454[10:Spt:10453.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 10455[10:MRR:162.1,10454.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 10456[10:MRR:164.1,10454.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 10457[10:MRR:163.1,10454.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 10459[10:MRR:156.0,10454.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 10460[10:MRR:10309.0,10455.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10461[10:MRR:10311.0,10456.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10462[10:MRR:10308.0,10457.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10463[10:MRR:10310.0,10459.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10464[11:Spt:10460.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10465[11:MRR:112.1,10464.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10466[11:MRR:111.1,10464.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10470[11:MRR:101.0,10464.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10471[11:MRR:10461.0,10465.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10472[11:MRR:10462.0,10466.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10473[11:MRR:10463.0,10470.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10474[12:Spt:10471.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10476[12:MRR:59.0,10474.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10477[12:MRR:47.0,10474.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 10481[12:MRR:10472.0,10476.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10482[12:MRR:18.0,10481.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10488[12:MRR:10473.0,10477.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10494[12:MRR:10482.0,10488.0] || -> . % 3.51/3.72 10495[12:Spt:10494.0,10471.0,10474.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10496[12:Spt:10494.0,10471.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10497[12:MRR:31.0,10496.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10498[12:MRR:10472.1,10497.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10500[12:MRR:46.0,10498.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 10504[12:MRR:10473.0,10500.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10505[12:MRR:19.0,19.1,10496.0,10504.0] || -> . % 3.51/3.72 10510[11:Spt:10505.0,10460.0,10464.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10511[11:Spt:10505.0,10460.1,10460.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10512[12:Spt:10511.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10513[12:MRR:56.1,10512.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 10514[12:MRR:55.1,10512.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10515[12:MRR:45.0,10512.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 10519[12:MRR:10461.1,10513.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 10520[12:MRR:10462.1,10514.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 10521[12:MRR:10463.1,10515.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 10522[13:Spt:10519.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10526[13:MRR:115.0,10522.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10527[13:MRR:103.0,10522.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10528[13:MRR:10520.0,10526.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10534[13:MRR:18.0,10528.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10535[13:MRR:10521.0,10527.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10541[13:MRR:10534.0,10535.0] || -> . % 3.51/3.72 10542[13:Spt:10541.0,10519.0,10522.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 10543[13:Spt:10541.0,10519.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10544[13:MRR:31.0,10543.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 10545[13:MRR:10520.1,10544.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10549[13:MRR:102.0,10545.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10550[13:MRR:10521.0,10549.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10555[13:MRR:19.0,19.1,10543.0,10550.0] || -> . % 3.51/3.72 10556[12:Spt:10555.0,10511.0,10512.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10557[12:Spt:10555.0,10511.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10558[12:MRR:27.1,10557.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 10559[12:MRR:10462.2,10558.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 10560[12:MRR:17.0,10557.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10561[12:MRR:10463.2,10560.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 10562[12:MRR:28.1,10557.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 10563[12:MRR:10461.2,10562.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 10567[13:Spt:10559.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10568[13:MRR:115.1,10567.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 10569[13:MRR:102.0,10567.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10573[13:MRR:10563.0,10568.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10577[13:MRR:47.0,10573.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 10579[13:MRR:10561.0,10569.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10584[13:MRR:10577.0,10579.0] || -> . % 3.51/3.72 10585[13:Spt:10584.0,10559.0,10567.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 10586[13:Spt:10584.0,10559.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10587[13:MRR:59.1,10586.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10588[13:MRR:10563.1,10587.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10589[13:MRR:103.0,10588.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10593[13:MRR:10561.0,10589.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10597[13:MRR:46.0,46.1,10586.0,10593.0] || -> . % 3.51/3.72 10598[10:Spt:10597.0,10453.0,10454.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 10599[10:Spt:10597.0,10453.1,10453.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 10600[11:Spt:10599.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 10601[11:MRR:107.1,10600.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10602[11:MRR:108.1,10600.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10603[11:MRR:100.0,10600.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10606[11:MRR:106.1,10600.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10607[11:MRR:10308.1,10601.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10608[11:MRR:10311.1,10602.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10609[11:MRR:10310.1,10603.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10610[11:MRR:10309.1,10606.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10611[12:Spt:10607.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 10612[12:MRR:167.0,10611.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 10613[12:MRR:171.1,10611.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 10615[12:MRR:158.0,10611.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 10616[12:MRR:10610.0,10612.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10617[12:MRR:10608.0,10613.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10618[12:MRR:10609.0,10615.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10619[13:Spt:10616.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10623[13:MRR:45.0,10619.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 10625[13:MRR:56.1,10619.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10626[13:MRR:10618.0,10623.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10632[13:MRR:19.1,10626.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 10633[13:MRR:10617.0,10625.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10639[13:MRR:10632.0,10633.0] || -> . % 3.51/3.72 10640[13:Spt:10639.0,10616.0,10619.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10641[13:Spt:10639.0,10616.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10642[13:MRR:17.0,10641.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10643[13:MRR:10618.1,10642.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10647[13:MRR:47.1,10643.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 10649[13:MRR:10617.0,10647.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10653[13:MRR:28.0,28.1,10649.0,10641.0] || -> . % 3.51/3.72 10655[12:Spt:10653.0,10607.0,10611.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 10656[12:Spt:10653.0,10607.1,10607.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10657[13:Spt:10656.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10658[13:MRR:55.0,10657.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10659[13:MRR:46.0,10657.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 10663[13:MRR:59.1,10657.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 10664[13:MRR:10610.1,10658.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 10665[13:MRR:10609.1,10659.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.72 10666[13:MRR:10608.1,10663.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 10667[14:Spt:10664.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10669[14:MRR:168.1,10667.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10670[14:MRR:157.0,10667.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10671[14:MRR:10666.0,10669.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10672[14:MRR:19.0,10671.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10678[14:MRR:10665.0,10670.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10684[14:MRR:10672.0,10678.0] || -> . % 3.51/3.72 10685[14:Spt:10684.0,10664.0,10667.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10686[14:Spt:10684.0,10664.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10687[14:MRR:28.1,10686.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 10688[14:MRR:10666.1,10687.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10690[14:MRR:159.0,10688.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10691[14:MRR:10665.0,10690.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10696[14:MRR:17.0,17.1,10686.0,10691.0] || -> . % 3.51/3.72 10697[13:Spt:10696.0,10656.0,10657.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10698[13:Spt:10696.0,10656.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10699[13:MRR:31.1,10698.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 10700[13:MRR:10608.2,10699.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 10701[13:MRR:18.0,10698.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10702[13:MRR:10609.2,10701.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.72 10706[13:MRR:27.0,10698.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10707[13:MRR:10610.2,10706.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 10708[14:Spt:10700.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10709[14:MRR:168.0,10708.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10710[14:MRR:159.0,10708.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10712[14:MRR:10707.0,10709.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10714[14:MRR:45.0,10712.0] || pigeon_2_in_hole_2* -> . % 3.51/3.72 10718[14:MRR:10702.0,10710.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10723[14:MRR:10714.0,10718.0] || -> . % 3.51/3.72 10724[14:Spt:10723.0,10700.0,10708.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10725[14:Spt:10723.0,10700.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10726[14:MRR:56.0,10725.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 10727[14:MRR:10707.1,10726.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10728[14:MRR:157.0,10727.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10730[14:MRR:10702.0,10728.0] || -> pigeon_2_in_hole_2*. % 3.51/3.72 10734[14:MRR:47.0,47.1,10725.0,10730.0] || -> . % 3.51/3.72 10735[11:Spt:10734.0,10599.0,10600.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 10736[11:Spt:10734.0,10599.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10737[11:MRR:50.1,10736.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10738[11:MRR:44.0,10736.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 10739[11:MRR:52.1,10736.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 10742[11:MRR:51.1,10736.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10743[11:MRR:10308.2,10742.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 10744[11:MRR:10311.2,10739.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 10745[11:MRR:10310.2,10738.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 10746[11:MRR:10309.2,10737.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 10747[12:Spt:10743.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 10748[12:MRR:158.0,10747.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 10750[12:MRR:171.1,10747.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 10751[12:MRR:167.0,10747.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 10752[12:MRR:10745.0,10748.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 10753[12:MRR:10744.0,10750.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.72 10754[12:MRR:10746.0,10751.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 10755[13:Spt:10752.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 10757[13:MRR:103.1,10755.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 10760[13:MRR:101.1,10755.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10761[13:MRR:10753.0,10757.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10763[13:MRR:28.0,10761.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10768[13:MRR:10754.0,10760.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10774[13:MRR:10763.0,10768.0] || -> . % 3.51/3.72 10775[13:Spt:10774.0,10752.0,10755.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10776[13:Spt:10774.0,10752.1] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10777[13:MRR:19.1,10776.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 10778[13:MRR:10753.1,10777.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10782[13:MRR:112.0,10778.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10783[13:MRR:10754.0,10782.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10788[13:MRR:17.0,17.1,10783.0,10776.0] || -> . % 3.51/3.72 10789[12:Spt:10788.0,10743.0,10747.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 10790[12:Spt:10788.0,10743.1,10743.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 10791[13:Spt:10790.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 10792[13:MRR:102.0,10791.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10793[13:MRR:115.1,10791.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10796[13:MRR:111.0,10791.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10797[13:MRR:10745.1,10792.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.72 10798[13:MRR:10744.1,10793.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 10799[13:MRR:10746.1,10796.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 10800[14:Spt:10797.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 10801[14:MRR:159.1,10800.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10802[14:MRR:157.1,10800.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10804[14:MRR:10798.0,10801.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 10809[14:MRR:28.0,10804.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10811[14:MRR:10799.0,10802.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10817[14:MRR:10809.0,10811.0] || -> . % 3.51/3.72 10818[14:Spt:10817.0,10797.0,10800.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10819[14:Spt:10817.0,10797.1] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10820[14:MRR:19.1,10819.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 10821[14:MRR:10798.1,10820.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10823[14:MRR:168.0,10821.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10824[14:MRR:10799.0,10823.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 10825[14:MRR:17.0,17.1,10824.0,10819.0] || -> . % 3.51/3.72 10830[13:Spt:10825.0,10790.0,10791.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10831[13:Spt:10825.0,10790.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 10832[13:MRR:31.1,10831.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 10833[13:MRR:10744.2,10832.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 10834[13:MRR:27.0,10831.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 10835[13:MRR:10746.2,10834.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.72 10836[13:MRR:18.0,10831.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 10837[13:MRR:10745.2,10836.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.72 10841[14:Spt:10833.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10842[14:MRR:159.0,10841.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 10843[14:MRR:168.0,10841.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10845[14:MRR:10837.0,10842.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 10846[14:MRR:101.1,10845.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 10850[14:MRR:10835.0,10843.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10854[14:MRR:10846.0,10850.0] || -> . % 3.51/3.72 10855[14:Spt:10854.0,10833.0,10841.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 10856[14:Spt:10854.0,10833.1] || -> pigeon_6_in_hole_4*. % 3.51/3.72 10857[14:MRR:103.0,10856.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 10858[14:MRR:10837.1,10857.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 10860[14:MRR:157.1,10858.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10861[14:MRR:10835.0,10860.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 10864[14:MRR:112.0,112.1,10856.0,10861.0] || -> . % 3.51/3.72 10865[8:Spt:10864.0,10299.0,10300.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 10866[8:Spt:10864.0,10299.1,10299.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 10867[9:Spt:10866.0] || -> pigeon_1_in_hole_4*. % 3.51/3.72 10868[9:MRR:93.1,10867.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 10869[9:MRR:95.1,10867.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 10870[9:MRR:97.1,10867.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 10872[9:MRR:96.1,10867.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 10873[9:MRR:94.1,10867.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 10874[9:MRR:9129.2,10868.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.72 10875[9:MRR:9130.2,10869.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 10876[9:MRR:9128.2,10870.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 10877[9:MRR:9127.2,10872.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 10878[9:MRR:9126.2,10873.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 10879[10:Spt:10874.3] || -> pigeon_2_in_hole_1*. % 3.51/3.72 10880[10:MRR:19.1,10879.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 10881[10:MRR:17.1,10879.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 10882[10:MRR:18.1,10879.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 10886[10:MRR:16.1,10879.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 10887[10:MRR:10876.3,10880.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 10888[10:MRR:10875.3,10881.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 10889[10:MRR:10877.3,10882.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 10890[10:MRR:10878.3,10886.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 10891[11:Spt:10887.2] || -> pigeon_6_in_hole_2*. % 3.51/3.72 10892[11:MRR:56.0,10891.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 10894[11:MRR:52.0,10891.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 10897[11:MRR:59.0,10891.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 10898[11:MRR:10888.2,10892.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 10899[11:MRR:10890.2,10894.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 10900[11:MRR:10889.2,10897.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 10901[12:Spt:10898.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10905[12:MRR:167.1,10901.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 10906[12:MRR:162.0,10901.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 10907[12:MRR:10900.0,10905.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 10908[12:MRR:135.0,10907.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10913[12:MRR:10899.0,10906.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10918[12:MRR:10908.0,10913.0] || -> . % 3.51/3.72 10919[12:Spt:10918.0,10898.0,10901.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 10920[12:Spt:10918.0,10898.1] || -> pigeon_4_in_hole_5*. % 3.51/3.72 10921[12:MRR:139.1,10920.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10922[12:MRR:10900.1,10921.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 10926[12:MRR:163.0,10922.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 10927[12:MRR:10899.0,10926.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 10930[12:MRR:134.0,134.1,10920.0,10927.0] || -> . % 3.51/3.72 10932[11:Spt:10930.0,10887.2,10891.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 10933[11:Spt:10930.0,10887.0,10887.1] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 10934[12:Spt:10933.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 10935[12:MRR:168.0,10934.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 10936[12:MRR:171.0,10934.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 10939[12:MRR:164.0,10934.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 10940[12:MRR:10888.0,10935.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 10941[12:MRR:10889.0,10936.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 10942[12:MRR:10890.0,10939.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 10943[13:Spt:10940.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 10944[13:MRR:139.1,10943.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10945[13:MRR:134.0,10943.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10949[13:MRR:10941.0,10944.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 10952[13:MRR:51.0,10949.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 10955[13:MRR:10942.0,10945.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10960[13:MRR:10952.0,10955.0] || -> . % 3.51/3.72 10961[13:Spt:10960.0,10940.0,10943.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 10962[13:Spt:10960.0,10940.1] || -> pigeon_4_in_hole_2*. % 3.51/3.72 10963[13:MRR:55.1,10962.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10964[13:MRR:10941.1,10963.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 10968[13:MRR:135.0,10964.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10969[13:MRR:10942.0,10968.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10973[13:MRR:50.0,50.1,10962.0,10969.0] || -> . % 3.51/3.72 10974[12:Spt:10973.0,10933.0,10934.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 10975[12:Spt:10973.0,10933.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 10976[12:MRR:140.0,10975.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 10977[12:MRR:10888.1,10976.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 10978[12:MRR:143.0,10975.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 10979[12:MRR:10889.1,10978.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.72 10980[12:MRR:136.0,10975.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 10981[12:MRR:10890.1,10980.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 10984[13:Spt:10977.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 10985[13:MRR:162.0,10984.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 10986[13:MRR:167.1,10984.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 10989[13:MRR:10981.0,10985.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 10990[13:MRR:51.1,10989.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 10995[13:MRR:10979.0,10986.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11000[13:MRR:10990.0,10995.0] || -> . % 3.51/3.72 11001[13:Spt:11000.0,10977.0,10984.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11002[13:Spt:11000.0,10977.1] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11003[13:MRR:50.0,11002.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11004[13:MRR:10981.1,11003.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11005[13:MRR:163.1,11004.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 11008[13:MRR:10979.0,11005.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11012[13:MRR:55.0,55.1,11008.0,11002.0] || -> . % 3.51/3.72 11013[10:Spt:11012.0,10874.3,10879.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 11014[10:Spt:11012.0,10874.0,10874.1,10874.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.72 11015[11:Spt:11014.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 11016[11:MRR:157.1,11015.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11017[11:MRR:156.1,11015.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11018[11:MRR:158.1,11015.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11020[11:MRR:159.1,11015.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11021[11:MRR:10875.0,11016.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 11022[11:MRR:10878.0,11017.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 11023[11:MRR:10877.0,11018.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 11024[11:MRR:10876.0,11020.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 11025[12:Spt:11021.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11026[12:MRR:140.1,11025.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11029[12:MRR:134.0,11025.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11030[12:MRR:139.1,11025.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11031[12:MRR:11024.0,11026.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 11032[12:MRR:11022.0,11029.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 11033[12:MRR:11023.0,11030.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 11034[13:Spt:11031.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11035[13:MRR:59.0,11034.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 11038[13:MRR:52.0,11034.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11041[13:MRR:11033.0,11035.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 11047[13:MRR:23.0,11041.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11048[13:MRR:11032.0,11038.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11054[13:MRR:11047.0,11048.0] || -> . % 3.51/3.72 11055[13:Spt:11054.0,11031.0,11034.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11056[13:Spt:11054.0,11031.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11057[13:MRR:31.0,11056.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 11058[13:MRR:11033.1,11057.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11059[13:MRR:51.0,11058.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11064[13:MRR:11032.0,11059.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11069[13:MRR:24.0,24.1,11056.0,11064.0] || -> . % 3.51/3.72 11070[12:Spt:11069.0,11021.0,11025.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11071[12:Spt:11069.0,11021.1,11021.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 11072[13:Spt:11071.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11073[13:MRR:56.1,11072.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 11074[13:MRR:55.1,11072.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11077[13:MRR:50.0,11072.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11079[13:MRR:11024.1,11073.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 11080[13:MRR:11023.1,11074.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 11081[13:MRR:11022.1,11077.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 11082[14:Spt:11079.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11083[14:MRR:143.0,11082.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11084[14:MRR:136.0,11082.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11087[14:MRR:11080.0,11083.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 11089[14:MRR:23.0,11087.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11094[14:MRR:11081.0,11084.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11100[14:MRR:11089.0,11094.0] || -> . % 3.51/3.72 11101[14:Spt:11100.0,11079.0,11082.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11102[14:Spt:11100.0,11079.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11103[14:MRR:31.0,11102.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 11104[14:MRR:11080.1,11103.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11107[14:MRR:135.0,11104.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11108[14:MRR:11081.0,11107.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11109[14:MRR:24.0,24.1,11102.0,11108.0] || -> . % 3.51/3.72 11114[13:Spt:11109.0,11071.0,11072.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 11115[13:Spt:11109.0,11071.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11116[13:MRR:27.1,11115.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 11117[13:MRR:11023.2,11116.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 11118[13:MRR:22.0,11115.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11119[13:MRR:11022.2,11118.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 11120[13:MRR:28.1,11115.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 11121[13:MRR:11024.2,11120.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 11125[14:Spt:11117.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11126[14:MRR:143.1,11125.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11127[14:MRR:135.0,11125.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11130[14:MRR:11121.0,11126.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11132[14:MRR:52.0,11130.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11136[14:MRR:11119.0,11127.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11141[14:MRR:11132.0,11136.0] || -> . % 3.51/3.72 11142[14:Spt:11141.0,11117.0,11125.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11143[14:Spt:11141.0,11117.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11144[14:MRR:59.1,11143.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11145[14:MRR:11121.1,11144.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11148[14:MRR:136.0,11145.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11149[14:MRR:11119.0,11148.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11153[14:MRR:51.0,51.1,11143.0,11149.0] || -> . % 3.51/3.72 11154[11:Spt:11153.0,11014.0,11015.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 11155[11:Spt:11153.0,11014.1,11014.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.72 11156[12:Spt:11155.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 11157[12:MRR:130.1,11156.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11158[12:MRR:131.1,11156.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11159[12:MRR:128.1,11156.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11161[12:MRR:129.1,11156.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11162[12:MRR:10877.1,11157.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 11163[12:MRR:10876.1,11158.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 11164[12:MRR:10878.1,11159.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 11165[12:MRR:10875.1,11161.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 11166[13:Spt:11162.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 11167[13:MRR:167.0,11166.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11168[13:MRR:163.0,11166.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11170[13:MRR:171.1,11166.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11171[13:MRR:11165.0,11167.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.72 11172[13:MRR:11164.0,11168.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.72 11173[13:MRR:11163.0,11170.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.72 11174[14:Spt:11171.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11176[14:MRR:50.0,11174.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11180[14:MRR:56.1,11174.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11181[14:MRR:11172.0,11176.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11184[14:MRR:24.1,11181.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 11188[14:MRR:11173.0,11180.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11194[14:MRR:11184.0,11188.0] || -> . % 3.51/3.72 11195[14:Spt:11194.0,11171.0,11174.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11196[14:Spt:11194.0,11171.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11197[14:MRR:22.0,11196.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11198[14:MRR:11172.1,11197.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11200[14:MRR:52.1,11198.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11204[14:MRR:11173.0,11200.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11208[14:MRR:28.0,28.1,11204.0,11196.0] || -> . % 3.51/3.72 11210[13:Spt:11208.0,11162.0,11166.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11211[13:Spt:11208.0,11162.1,11162.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.72 11212[14:Spt:11211.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11213[14:MRR:55.0,11212.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 11214[14:MRR:51.0,11212.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11218[14:MRR:59.1,11212.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 11219[14:MRR:11165.1,11213.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 11220[14:MRR:11164.1,11214.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 11221[14:MRR:11163.1,11218.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 11222[15:Spt:11219.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 11224[15:MRR:162.0,11222.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11225[15:MRR:168.1,11222.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11226[15:MRR:11220.0,11224.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11231[15:MRR:24.1,11226.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 11233[15:MRR:11221.0,11225.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11239[15:MRR:11231.0,11233.0] || -> . % 3.51/3.72 11240[15:Spt:11239.0,11219.0,11222.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11241[15:Spt:11239.0,11219.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11242[15:MRR:22.0,11241.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11243[15:MRR:11220.1,11242.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11245[15:MRR:164.1,11243.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11246[15:MRR:11221.0,11245.0] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11248[15:MRR:28.0,28.1,11246.0,11241.0] || -> . % 3.51/3.72 11252[14:Spt:11248.0,11211.0,11212.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11253[14:Spt:11248.0,11211.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 11254[14:MRR:23.0,11253.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 11255[14:MRR:11164.2,11254.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 11256[14:MRR:31.1,11253.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 11257[14:MRR:11163.2,11256.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 11258[14:MRR:27.0,11253.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 11259[14:MRR:11165.2,11258.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 11263[15:Spt:11255.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11264[15:MRR:162.1,11263.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11265[15:MRR:164.1,11263.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11267[15:MRR:11259.0,11264.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11268[15:MRR:56.1,11267.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11273[15:MRR:11257.0,11265.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11278[15:MRR:11268.0,11273.0] || -> . % 3.51/3.72 11279[15:Spt:11278.0,11255.0,11263.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11280[15:Spt:11278.0,11255.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11281[15:MRR:50.1,11280.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11282[15:MRR:11259.1,11281.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 11283[15:MRR:168.1,11282.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11285[15:MRR:11257.0,11283.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11289[15:MRR:52.0,52.1,11285.0,11280.0] || -> . % 3.51/3.72 11290[12:Spt:11289.0,11155.0,11156.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 11291[12:Spt:11289.0,11155.1] || -> pigeon_2_in_hole_2*. % 3.51/3.72 11292[12:MRR:45.1,11291.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 11293[12:MRR:47.1,11291.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 11296[12:MRR:44.1,11291.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11297[12:MRR:46.1,11291.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11298[12:MRR:10877.2,11297.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 11299[12:MRR:10876.2,11293.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 11300[12:MRR:10878.2,11296.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 11301[12:MRR:10875.2,11292.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 11302[13:Spt:11298.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 11303[13:MRR:171.1,11302.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11305[13:MRR:163.0,11302.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11306[13:MRR:167.0,11302.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11307[13:MRR:11299.0,11303.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.72 11308[13:MRR:11300.0,11305.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.72 11309[13:MRR:11301.0,11306.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 11310[14:Spt:11307.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11312[14:MRR:136.0,11310.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11314[14:MRR:140.0,11310.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11315[14:MRR:11308.0,11312.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11317[14:MRR:22.1,11315.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 11322[14:MRR:11309.0,11314.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11328[14:MRR:11317.0,11322.0] || -> . % 3.51/3.72 11329[14:Spt:11328.0,11307.0,11310.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11330[14:Spt:11328.0,11307.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11331[14:MRR:24.0,11330.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11332[14:MRR:11308.1,11331.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11335[14:MRR:134.1,11332.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11336[14:MRR:11309.0,11335.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11341[14:MRR:28.0,28.1,11330.0,11336.0] || -> . % 3.51/3.72 11342[13:Spt:11341.0,11298.0,11302.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11343[13:Spt:11341.0,11298.1,11298.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 11344[14:Spt:11343.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11345[14:MRR:143.1,11344.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11346[14:MRR:135.0,11344.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11348[14:MRR:139.0,11344.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11349[14:MRR:11299.1,11345.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.72 11350[14:MRR:11300.1,11346.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.51/3.72 11351[14:MRR:11301.1,11348.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.72 11352[15:Spt:11349.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11353[15:MRR:164.0,11352.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11354[15:MRR:168.0,11352.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11356[15:MRR:11350.0,11353.0] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11361[15:MRR:22.1,11356.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 11363[15:MRR:11351.0,11354.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11369[15:MRR:11361.0,11363.0] || -> . % 3.51/3.72 11370[15:Spt:11369.0,11349.0,11352.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11371[15:Spt:11369.0,11349.1] || -> pigeon_6_in_hole_1*. % 3.51/3.72 11372[15:MRR:24.0,11371.0] || pigeon_3_in_hole_1* -> . % 3.51/3.72 11373[15:MRR:11350.1,11372.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11375[15:MRR:162.1,11373.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11376[15:MRR:11351.0,11375.0] || -> pigeon_4_in_hole_1*. % 3.51/3.72 11377[15:MRR:28.0,28.1,11371.0,11376.0] || -> . % 3.51/3.72 11382[14:Spt:11377.0,11343.0,11344.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11383[14:Spt:11377.0,11343.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 11384[14:MRR:23.0,11383.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 11385[14:MRR:11300.2,11384.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 11386[14:MRR:27.0,11383.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 11387[14:MRR:11301.2,11386.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 11388[14:MRR:31.1,11383.0] || pigeon_6_in_hole_1* -> . % 3.51/3.72 11389[14:MRR:11299.2,11388.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 11393[15:Spt:11385.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11394[15:MRR:164.1,11393.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11395[15:MRR:162.1,11393.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11397[15:MRR:11389.0,11394.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11398[15:MRR:140.0,11397.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11401[15:MRR:11387.0,11395.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11404[15:MRR:11398.0,11401.0] || -> . % 3.51/3.72 11405[15:Spt:11404.0,11385.0,11393.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11406[15:Spt:11404.0,11385.1] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11407[15:MRR:136.1,11406.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11408[15:MRR:11389.1,11407.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11410[15:MRR:168.0,11408.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11411[15:MRR:11387.0,11410.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11413[15:MRR:134.0,134.1,11411.0,11406.0] || -> . % 3.51/3.72 11414[9:Spt:11413.0,10866.0,10867.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.72 11415[9:Spt:11413.0,10866.1] || -> pigeon_1_in_hole_1*. % 3.51/3.72 11416[9:MRR:10.1,11415.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 11417[9:MRR:11.1,11415.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 11418[9:MRR:13.1,11415.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 11419[9:MRR:12.1,11415.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 11422[9:MRR:9.1,11415.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 11423[9:MRR:9129.4,11422.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.72 11424[9:MRR:9130.4,11417.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 11425[9:MRR:9128.4,11418.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 11426[9:MRR:9127.4,11419.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 11427[9:MRR:9126.4,11416.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 11428[10:Spt:11423.3] || -> pigeon_2_in_hole_2*. % 3.51/3.72 11429[10:MRR:45.1,11428.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 11430[10:MRR:47.1,11428.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 11433[10:MRR:44.1,11428.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11434[10:MRR:46.1,11428.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11435[10:MRR:11424.3,11429.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 11436[10:MRR:11425.3,11430.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 11437[10:MRR:11427.3,11433.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 11438[10:MRR:11426.3,11434.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 11439[11:Spt:11435.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 11440[11:MRR:162.0,11439.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11441[11:MRR:168.1,11439.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11443[11:MRR:167.1,11439.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11445[11:MRR:11437.0,11440.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 11446[11:MRR:11436.0,11441.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 11447[11:MRR:11438.0,11443.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 11448[12:Spt:11445.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11449[12:MRR:136.1,11448.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11452[12:MRR:135.1,11448.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11454[12:MRR:11446.0,11449.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11458[12:MRR:115.0,11454.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 11460[12:MRR:11447.0,11452.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11465[12:MRR:11458.0,11460.0] || -> . % 3.51/3.72 11466[12:Spt:11465.0,11445.0,11448.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11467[12:Spt:11465.0,11445.1] || -> pigeon_3_in_hole_4*. % 3.51/3.72 11468[12:MRR:108.1,11467.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 11469[12:MRR:11446.1,11468.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11472[12:MRR:143.0,11469.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11474[12:MRR:11447.0,11472.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11475[12:MRR:107.0,107.1,11474.0,11467.0] || -> . % 3.51/3.72 11479[11:Spt:11475.0,11435.0,11439.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11480[11:Spt:11475.0,11435.1,11435.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 11481[12:Spt:11480.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11482[12:MRR:134.0,11481.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11483[12:MRR:140.1,11481.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11485[12:MRR:139.1,11481.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11487[12:MRR:11437.1,11482.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.72 11488[12:MRR:11436.1,11483.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 11489[12:MRR:11438.1,11485.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.72 11490[13:Spt:11487.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11492[13:MRR:164.1,11490.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11493[13:MRR:163.1,11490.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 11495[13:MRR:11488.0,11492.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11497[13:MRR:115.0,11495.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 11501[13:MRR:11489.0,11493.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11506[13:MRR:11497.0,11501.0] || -> . % 3.51/3.72 11507[13:Spt:11506.0,11487.0,11490.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11508[13:Spt:11506.0,11487.1] || -> pigeon_3_in_hole_4*. % 3.51/3.72 11509[13:MRR:108.1,11508.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 11510[13:MRR:11488.1,11509.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11512[13:MRR:171.0,11510.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 11514[13:MRR:11489.0,11512.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11518[13:MRR:107.0,107.1,11514.0,11508.0] || -> . % 3.51/3.72 11519[12:Spt:11518.0,11480.0,11481.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11520[12:Spt:11518.0,11480.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11521[12:MRR:112.1,11520.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 11522[12:MRR:11436.2,11521.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 11523[12:MRR:111.1,11520.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 11524[12:MRR:11438.2,11523.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 11525[12:MRR:106.0,11520.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 11526[12:MRR:11437.2,11525.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 11529[13:Spt:11522.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11530[13:MRR:164.0,11529.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11532[13:MRR:171.0,11529.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 11534[13:MRR:11526.0,11530.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11536[13:MRR:135.1,11534.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11539[13:MRR:11524.0,11532.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11543[13:MRR:11536.0,11539.0] || -> . % 3.51/3.72 11544[13:Spt:11543.0,11522.0,11529.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11545[13:Spt:11543.0,11522.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11546[13:MRR:136.0,11545.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11547[13:MRR:11526.1,11546.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11549[13:MRR:163.1,11547.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 11551[13:MRR:11524.0,11549.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11554[13:MRR:143.0,143.1,11545.0,11551.0] || -> . % 3.51/3.72 11555[10:Spt:11554.0,11423.3,11428.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 11556[10:Spt:11554.0,11423.0,11423.1,11423.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 11557[11:Spt:11556.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 11558[11:MRR:159.1,11557.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11559[11:MRR:156.1,11557.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11561[11:MRR:158.1,11557.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11562[11:MRR:157.1,11557.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11563[11:MRR:11425.0,11558.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 11564[11:MRR:11427.0,11559.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 11565[11:MRR:11426.0,11561.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 11566[11:MRR:11424.0,11562.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 11567[12:Spt:11563.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11568[12:MRR:136.0,11567.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11569[12:MRR:143.0,11567.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11572[12:MRR:140.0,11567.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11573[12:MRR:11564.0,11568.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 11574[12:MRR:11565.0,11569.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 11575[12:MRR:11566.0,11572.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 11576[13:Spt:11573.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 11578[13:MRR:107.1,11576.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 11579[13:MRR:106.1,11576.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11582[13:MRR:11574.0,11578.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11583[13:MRR:55.0,11582.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11588[13:MRR:11575.0,11579.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11593[13:MRR:11583.0,11588.0] || -> . % 3.51/3.72 11594[13:Spt:11593.0,11573.0,11576.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 11595[13:Spt:11593.0,11573.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11596[13:MRR:51.1,11595.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 11597[13:MRR:11574.1,11596.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11599[13:MRR:111.0,11597.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11602[13:MRR:11575.0,11599.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11606[13:MRR:50.0,50.1,11602.0,11595.0] || -> . % 3.51/3.72 11607[12:Spt:11606.0,11563.0,11567.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11608[12:Spt:11606.0,11563.1,11563.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 11609[13:Spt:11608.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11610[13:MRR:108.0,11609.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 11611[13:MRR:115.0,11609.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 11612[13:MRR:112.0,11609.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 11615[13:MRR:11564.1,11610.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 11616[13:MRR:11565.1,11611.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 11617[13:MRR:11566.1,11612.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 11618[14:Spt:11615.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11620[14:MRR:135.1,11618.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11622[14:MRR:134.1,11618.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11623[14:MRR:11616.0,11620.0] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11628[14:MRR:55.0,11623.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11629[14:MRR:11617.0,11622.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11634[14:MRR:11628.0,11629.0] || -> . % 3.51/3.72 11635[14:Spt:11634.0,11615.0,11618.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11636[14:Spt:11634.0,11615.1] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11637[14:MRR:51.1,11636.0] || pigeon_5_in_hole_2* -> . % 3.51/3.72 11638[14:MRR:11616.1,11637.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11641[14:MRR:139.0,11638.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11642[14:MRR:11617.0,11641.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11643[14:MRR:50.0,50.1,11642.0,11636.0] || -> . % 3.51/3.72 11647[13:Spt:11643.0,11608.0,11609.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 11648[13:Spt:11643.0,11608.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11649[13:MRR:59.0,11648.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11650[13:MRR:11565.2,11649.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 11651[13:MRR:56.0,11648.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11652[13:MRR:11566.2,11651.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 11653[13:MRR:52.0,11648.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11654[13:MRR:11564.2,11653.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.72 11657[14:Spt:11650.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11658[14:MRR:135.0,11657.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11659[14:MRR:139.0,11657.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11662[14:MRR:11654.0,11658.0] || -> pigeon_3_in_hole_4*. % 3.51/3.72 11665[14:MRR:106.1,11662.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11667[14:MRR:11652.0,11659.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11671[14:MRR:11665.0,11667.0] || -> . % 3.51/3.72 11672[14:Spt:11671.0,11650.0,11657.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 11673[14:Spt:11671.0,11650.1] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11674[14:MRR:107.0,11673.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 11675[14:MRR:11654.1,11674.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11676[14:MRR:134.1,11675.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11679[14:MRR:11652.0,11676.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11682[14:MRR:111.0,111.1,11673.0,11679.0] || -> . % 3.51/3.72 11683[11:Spt:11682.0,11556.0,11557.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 11684[11:Spt:11682.0,11556.1,11556.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 11685[12:Spt:11684.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 11686[12:MRR:130.1,11685.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11687[12:MRR:128.1,11685.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11688[12:MRR:129.1,11685.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11690[12:MRR:131.1,11685.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11691[12:MRR:11426.1,11686.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 11692[12:MRR:11427.1,11687.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 11693[12:MRR:11424.1,11688.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 11694[12:MRR:11425.1,11690.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 11695[13:Spt:11691.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 11696[13:MRR:171.1,11695.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11697[13:MRR:163.0,11695.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11699[13:MRR:167.0,11695.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11700[13:MRR:11694.0,11696.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.72 11701[13:MRR:11692.0,11697.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.72 11702[13:MRR:11693.0,11699.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.72 11703[14:Spt:11700.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11706[14:MRR:112.0,11703.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11708[14:MRR:108.0,11703.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 11709[14:MRR:11702.0,11706.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11712[14:MRR:50.0,11709.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11715[14:MRR:11701.0,11708.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11720[14:MRR:11712.0,11715.0] || -> . % 3.51/3.72 11721[14:Spt:11720.0,11700.0,11703.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 11722[14:Spt:11720.0,11700.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11723[14:MRR:56.0,11722.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11724[14:MRR:11702.1,11723.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11727[14:MRR:106.0,11724.0] || pigeon_3_in_hole_4* -> . % 3.51/3.72 11729[14:MRR:11701.0,11727.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11732[14:MRR:52.0,52.1,11722.0,11729.0] || -> . % 3.51/3.72 11734[13:Spt:11732.0,11691.0,11695.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11735[13:Spt:11732.0,11691.1,11691.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.72 11736[14:Spt:11735.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 11737[14:MRR:115.1,11736.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 11738[14:MRR:111.0,11736.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 11741[14:MRR:107.0,11736.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 11742[14:MRR:11694.1,11737.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 11743[14:MRR:11693.1,11738.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 11744[14:MRR:11692.1,11741.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 11745[15:Spt:11742.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11747[15:MRR:164.0,11745.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11748[15:MRR:168.0,11745.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11749[15:MRR:11744.0,11747.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11750[15:MRR:50.1,11749.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11755[15:MRR:11743.0,11748.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11760[15:MRR:11750.0,11755.0] || -> . % 3.51/3.72 11761[15:Spt:11760.0,11742.0,11745.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11762[15:Spt:11760.0,11742.1] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11763[15:MRR:52.0,11762.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11764[15:MRR:11744.1,11763.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11766[15:MRR:162.1,11764.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11767[15:MRR:11743.0,11766.0] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11771[15:MRR:56.0,56.1,11762.0,11767.0] || -> . % 3.51/3.72 11772[14:Spt:11771.0,11735.0,11736.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 11773[14:Spt:11771.0,11735.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11774[14:MRR:51.0,11773.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11775[14:MRR:11692.2,11774.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.51/3.72 11776[14:MRR:55.0,11773.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11777[14:MRR:11693.2,11776.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.72 11780[14:MRR:59.1,11773.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11781[14:MRR:11694.2,11780.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 11782[15:Spt:11775.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11783[15:MRR:164.1,11782.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11784[15:MRR:162.1,11782.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11786[15:MRR:11781.0,11783.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11788[15:MRR:112.0,11786.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11791[15:MRR:11777.0,11784.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11795[15:MRR:11788.0,11791.0] || -> . % 3.51/3.72 11796[15:Spt:11795.0,11775.0,11782.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11797[15:Spt:11795.0,11775.1] || -> pigeon_3_in_hole_4*. % 3.51/3.72 11798[15:MRR:108.1,11797.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 11799[15:MRR:11781.1,11798.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 11800[15:MRR:168.0,11799.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11802[15:MRR:11777.0,11800.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 11805[15:MRR:106.0,106.1,11802.0,11797.0] || -> . % 3.51/3.72 11806[12:Spt:11805.0,11684.0,11685.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 11807[12:Spt:11805.0,11684.1] || -> pigeon_2_in_hole_4*. % 3.51/3.72 11808[12:MRR:103.1,11807.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 11809[12:MRR:101.1,11807.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 11810[12:MRR:100.1,11807.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.72 11812[12:MRR:102.1,11807.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 11813[12:MRR:11426.2,11812.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 11814[12:MRR:11427.2,11810.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 11815[12:MRR:11424.2,11809.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 11816[12:MRR:11425.2,11808.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 11817[13:Spt:11813.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 11818[13:MRR:167.0,11817.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11820[13:MRR:163.0,11817.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.72 11821[13:MRR:171.1,11817.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11822[13:MRR:11815.0,11818.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.72 11823[13:MRR:11814.0,11820.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.72 11824[13:MRR:11816.0,11821.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.72 11825[14:Spt:11822.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11827[14:MRR:134.0,11825.0] || pigeon_3_in_hole_5* -> . % 3.51/3.72 11829[14:MRR:140.1,11825.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11830[14:MRR:11823.0,11827.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11832[14:MRR:52.1,11830.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11836[14:MRR:11824.0,11829.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11841[14:MRR:11832.0,11836.0] || -> . % 3.51/3.72 11842[14:Spt:11841.0,11822.0,11825.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11843[14:Spt:11841.0,11822.1] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11844[14:MRR:50.0,11843.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11845[14:MRR:11823.1,11844.0] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11848[14:MRR:136.1,11845.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11849[14:MRR:11824.0,11848.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11853[14:MRR:56.0,56.1,11849.0,11843.0] || -> . % 3.51/3.72 11854[13:Spt:11853.0,11813.0,11817.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11855[13:Spt:11853.0,11813.1,11813.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.72 11856[14:Spt:11855.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 11857[14:MRR:139.0,11856.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11858[14:MRR:135.0,11856.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.72 11860[14:MRR:143.1,11856.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11861[14:MRR:11815.1,11857.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.72 11862[14:MRR:11814.1,11858.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.51/3.72 11863[14:MRR:11816.1,11860.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.72 11864[15:Spt:11861.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 11865[15:MRR:162.0,11864.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11866[15:MRR:168.1,11864.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11868[15:MRR:11862.0,11865.0] || -> pigeon_3_in_hole_2*. % 3.51/3.72 11872[15:MRR:52.1,11868.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11874[15:MRR:11863.0,11866.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11879[15:MRR:11872.0,11874.0] || -> . % 3.51/3.72 11880[15:Spt:11879.0,11861.0,11864.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11881[15:Spt:11879.0,11861.1] || -> pigeon_4_in_hole_2*. % 3.51/3.72 11882[15:MRR:50.0,11881.0] || pigeon_3_in_hole_2* -> . % 3.51/3.72 11883[15:MRR:11862.1,11882.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11885[15:MRR:164.1,11883.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11886[15:MRR:11863.0,11885.0] || -> pigeon_6_in_hole_2*. % 3.51/3.72 11887[15:MRR:56.0,56.1,11886.0,11881.0] || -> . % 3.51/3.72 11891[14:Spt:11887.0,11855.0,11856.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11892[14:Spt:11887.0,11855.1] || -> pigeon_5_in_hole_2*. % 3.51/3.72 11893[14:MRR:51.0,11892.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11894[14:MRR:11814.2,11893.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.51/3.72 11895[14:MRR:59.1,11892.0] || pigeon_6_in_hole_2* -> . % 3.51/3.72 11896[14:MRR:11816.2,11895.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 11897[14:MRR:55.0,11892.0] || pigeon_4_in_hole_2* -> . % 3.51/3.72 11898[14:MRR:11815.2,11897.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 11901[15:Spt:11894.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 11902[15:MRR:162.1,11901.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 11903[15:MRR:164.1,11901.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11905[15:MRR:11898.0,11902.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 11906[15:MRR:140.1,11905.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 11909[15:MRR:11896.0,11903.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11912[15:MRR:11906.0,11909.0] || -> . % 3.51/3.72 11913[15:Spt:11912.0,11894.0,11901.0] || pigeon_3_in_hole_6* -> . % 3.51/3.72 11914[15:Spt:11912.0,11894.1] || -> pigeon_3_in_hole_5*. % 3.51/3.72 11915[15:MRR:134.1,11914.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 11916[15:MRR:11898.1,11915.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 11918[15:MRR:168.1,11916.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 11919[15:MRR:11896.0,11918.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 11921[15:MRR:136.0,136.1,11919.0,11914.0] || -> . % 3.51/3.72 11922[5:Spt:11921.0,9116.0,9117.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.72 11923[5:Spt:11921.0,9116.1,9116.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.72 11924[6:Spt:11923.0] || -> pigeon_7_in_hole_2*. % 3.51/3.72 11925[6:MRR:53.0,11924.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.72 11926[6:MRR:62.0,11924.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.72 11927[6:MRR:57.0,11924.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.72 11928[6:MRR:60.0,11924.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.72 11930[6:MRR:48.0,11924.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.72 11931[6:MRR:42.0,11924.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.72 11932[6:MRR:217.4,11925.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.72 11933[6:MRR:214.4,11926.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 11934[6:MRR:216.4,11927.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 11935[6:MRR:215.4,11928.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 11936[6:MRR:218.4,11930.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 11937[6:MRR:219.4,11931.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 11938[7:Spt:11932.4] || -> pigeon_3_in_hole_1*. % 3.51/3.72 11939[7:MRR:10.0,11938.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 11940[7:MRR:23.1,11938.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 11941[7:MRR:24.1,11938.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.72 11942[7:MRR:22.1,11938.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.72 11945[7:MRR:16.0,11938.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 11946[7:MRR:11937.4,11939.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.72 11947[7:MRR:11935.4,11940.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 11948[7:MRR:11933.4,11941.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.72 11949[7:MRR:11934.4,11942.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.72 11950[7:MRR:11936.4,11945.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 11951[8:Spt:11946.0] || -> pigeon_1_in_hole_6*. % 3.51/3.72 11952[8:MRR:149.1,11951.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 11953[8:MRR:152.1,11951.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 11956[8:MRR:151.1,11951.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 11957[8:MRR:153.1,11951.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 11958[8:MRR:11950.0,11952.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 11959[8:MRR:11947.0,11953.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 11960[8:MRR:11949.0,11956.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.72 11961[8:MRR:11948.0,11957.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.72 11962[9:Spt:11958.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 11963[9:MRR:131.1,11962.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 11965[9:MRR:129.1,11962.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 11967[9:MRR:130.1,11962.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 11969[9:MRR:11961.0,11963.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.72 11970[9:MRR:11960.0,11965.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.72 11971[9:MRR:11959.0,11967.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 11972[10:Spt:11969.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 11976[10:MRR:112.0,11972.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 11977[10:MRR:115.0,11972.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 11979[10:MRR:11970.0,11976.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 11982[10:MRR:83.1,11979.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 11986[10:MRR:11971.0,11977.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 11992[10:MRR:11982.0,11986.0] || -> . % 3.51/3.72 11993[10:Spt:11992.0,11969.0,11972.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 11994[10:Spt:11992.0,11969.1] || -> pigeon_6_in_hole_3*. % 3.51/3.72 11995[10:MRR:84.0,11994.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 11996[10:MRR:11970.1,11995.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12000[10:MRR:111.1,11996.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12002[10:MRR:11971.0,12000.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12005[10:MRR:87.0,87.1,11994.0,12002.0] || -> . % 3.51/3.72 12008[9:Spt:12005.0,11958.0,11962.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12009[9:Spt:12005.0,11958.1,11958.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 12010[10:Spt:12009.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12011[10:MRR:103.1,12010.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 12012[10:MRR:101.1,12010.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12015[10:MRR:102.1,12010.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12017[10:MRR:11961.1,12011.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 12018[10:MRR:11960.1,12012.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.72 12019[10:MRR:11959.1,12015.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 12020[11:Spt:12017.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 12021[11:MRR:140.0,12020.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12024[11:MRR:143.0,12020.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12026[11:MRR:12018.0,12021.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12030[11:MRR:83.1,12026.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12033[11:MRR:12019.0,12024.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12039[11:MRR:12030.0,12033.0] || -> . % 3.51/3.72 12040[11:Spt:12039.0,12017.0,12020.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12041[11:Spt:12039.0,12017.1] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12042[11:MRR:84.0,12041.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12043[11:MRR:12018.1,12042.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12046[11:MRR:139.1,12043.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12048[11:MRR:12019.0,12046.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12051[11:MRR:87.0,87.1,12041.0,12048.0] || -> . % 3.51/3.72 12054[10:Spt:12051.0,12009.0,12010.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12055[10:Spt:12051.0,12009.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12056[10:MRR:73.1,12055.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 12057[10:MRR:11960.2,12056.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 12058[10:MRR:74.1,12055.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12059[10:MRR:11959.2,12058.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 12060[10:MRR:75.1,12055.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12061[10:MRR:11961.2,12060.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 12065[11:Spt:12057.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12066[11:MRR:140.1,12065.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12068[11:MRR:139.1,12065.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12071[11:MRR:12061.0,12066.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12073[11:MRR:115.0,12071.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12077[11:MRR:12059.0,12068.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12082[11:MRR:12073.0,12077.0] || -> . % 3.51/3.72 12083[11:Spt:12082.0,12057.0,12065.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12084[11:Spt:12082.0,12057.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12085[11:MRR:112.1,12084.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12086[11:MRR:12061.1,12085.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 12088[11:MRR:143.0,12086.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12091[11:MRR:12059.0,12088.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12095[11:MRR:111.0,111.1,12091.0,12084.0] || -> . % 3.51/3.72 12096[8:Spt:12095.0,11946.0,11951.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 12097[8:Spt:12095.0,11946.1,11946.2,11946.3] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.72 12098[9:Spt:12097.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 12099[9:MRR:123.1,12098.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12100[9:MRR:125.1,12098.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 12103[9:MRR:124.1,12098.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12104[9:MRR:121.1,12098.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12105[9:MRR:11949.1,12099.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.72 12106[9:MRR:11948.1,12100.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.72 12107[9:MRR:11947.1,12103.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 12108[9:MRR:11950.1,12104.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 12109[10:Spt:12105.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 12110[10:MRR:157.0,12109.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 12111[10:MRR:167.1,12109.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 12114[10:MRR:168.1,12109.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 12115[10:MRR:12108.0,12110.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 12116[10:MRR:12107.0,12111.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 12117[10:MRR:12106.0,12114.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.72 12118[11:Spt:12115.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12120[11:MRR:102.1,12118.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12124[11:MRR:103.1,12118.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12125[11:MRR:12116.0,12120.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12130[11:MRR:87.1,12125.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12132[11:MRR:12117.0,12124.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12138[11:MRR:12130.0,12132.0] || -> . % 3.51/3.72 12139[11:Spt:12138.0,12115.0,12118.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 12140[11:Spt:12138.0,12115.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12141[11:MRR:74.1,12140.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12142[11:MRR:12116.1,12141.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12144[11:MRR:115.1,12142.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12148[11:MRR:12117.0,12144.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12152[11:MRR:75.0,75.1,12148.0,12140.0] || -> . % 3.51/3.72 12154[10:Spt:12152.0,12105.0,12109.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 12155[10:Spt:12152.0,12105.1,12105.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.72 12156[11:Spt:12155.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12157[11:MRR:101.0,12156.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12158[11:MRR:111.1,12156.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12162[11:MRR:112.1,12156.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 12163[11:MRR:12108.1,12157.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.72 12164[11:MRR:12107.1,12158.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 12165[11:MRR:12106.1,12162.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.72 12166[12:Spt:12163.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 12167[12:MRR:158.1,12166.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12170[12:MRR:159.1,12166.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12171[12:MRR:12164.0,12167.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12174[12:MRR:87.1,12171.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12178[12:MRR:12165.0,12170.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12184[12:MRR:12174.0,12178.0] || -> . % 3.51/3.72 12185[12:Spt:12184.0,12163.0,12166.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 12186[12:Spt:12184.0,12163.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12187[12:MRR:74.1,12186.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12188[12:MRR:12164.1,12187.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 12189[12:MRR:171.1,12188.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12192[12:MRR:12165.0,12189.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12194[12:MRR:75.0,75.1,12192.0,12186.0] || -> . % 3.51/3.72 12198[11:Spt:12194.0,12155.0,12156.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12199[11:Spt:12194.0,12155.1] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12200[11:MRR:83.1,12199.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 12201[11:MRR:12107.2,12200.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.72 12202[11:MRR:84.1,12199.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12203[11:MRR:12106.2,12202.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 12204[11:MRR:73.0,12199.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 12205[11:MRR:12108.2,12204.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.72 12209[12:Spt:12201.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 12210[12:MRR:158.0,12209.0] || pigeon_2_in_hole_6* -> . % 3.51/3.72 12213[12:MRR:171.1,12209.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12214[12:MRR:12205.0,12210.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12215[12:MRR:103.1,12214.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12220[12:MRR:12203.0,12213.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12225[12:MRR:12215.0,12220.0] || -> . % 3.51/3.72 12226[12:Spt:12225.0,12201.0,12209.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12227[12:Spt:12225.0,12201.1] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12228[12:MRR:102.0,12227.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 12229[12:MRR:12205.1,12228.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 12230[12:MRR:159.1,12229.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12233[12:MRR:12203.0,12230.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12237[12:MRR:115.0,115.1,12233.0,12227.0] || -> . % 3.51/3.72 12238[9:Spt:12237.0,12097.0,12098.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 12239[9:Spt:12237.0,12097.1,12097.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.72 12240[10:Spt:12239.0] || -> pigeon_1_in_hole_4*. % 3.51/3.72 12241[10:MRR:93.1,12240.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12242[10:MRR:97.1,12240.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 12245[10:MRR:96.1,12240.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12246[10:MRR:95.1,12240.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12247[10:MRR:11950.2,12241.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.72 12248[10:MRR:11948.2,12242.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 12249[10:MRR:11947.2,12245.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 12250[10:MRR:11949.2,12246.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.72 12251[11:Spt:12247.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 12252[11:MRR:158.1,12251.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 12255[11:MRR:159.1,12251.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 12256[11:MRR:157.1,12251.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 12257[11:MRR:12249.0,12252.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 12258[11:MRR:12248.0,12255.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.72 12259[11:MRR:12250.0,12256.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.72 12260[12:Spt:12257.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12261[12:MRR:139.0,12260.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12262[12:MRR:143.1,12260.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12266[12:MRR:12259.0,12261.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12268[12:MRR:84.1,12266.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12273[12:MRR:12258.0,12262.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12279[12:MRR:12268.0,12273.0] || -> . % 3.51/3.72 12280[12:Spt:12279.0,12257.0,12260.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12281[12:Spt:12279.0,12257.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12282[12:MRR:83.0,12281.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12283[12:MRR:12259.1,12282.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12286[12:MRR:140.1,12283.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12288[12:MRR:12258.0,12286.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12293[12:MRR:87.0,87.1,12288.0,12281.0] || -> . % 3.51/3.72 12294[11:Spt:12293.0,12247.0,12251.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 12295[11:Spt:12293.0,12247.1,12247.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.72 12296[12:Spt:12295.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 12297[12:MRR:130.1,12296.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12298[12:MRR:129.1,12296.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12299[12:MRR:131.1,12296.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 12302[12:MRR:12249.1,12297.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.72 12303[12:MRR:12250.1,12298.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.72 12304[12:MRR:12248.1,12299.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.72 12305[13:Spt:12302.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 12306[13:MRR:171.1,12305.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12309[13:MRR:167.0,12305.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12310[13:MRR:12304.0,12306.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12311[13:MRR:84.0,12310.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12317[13:MRR:12303.0,12309.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12323[13:MRR:12311.0,12317.0] || -> . % 3.51/3.72 12324[13:Spt:12323.0,12302.0,12305.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12325[13:Spt:12323.0,12302.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12326[13:MRR:87.1,12325.0] || pigeon_6_in_hole_3* -> . % 3.51/3.72 12327[13:MRR:12304.1,12326.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 12330[13:MRR:168.0,12327.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12331[13:MRR:12303.0,12330.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12336[13:MRR:83.0,83.1,12325.0,12331.0] || -> . % 3.51/3.72 12337[12:Spt:12336.0,12295.0,12296.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12338[12:Spt:12336.0,12295.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12339[12:MRR:75.1,12338.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 12340[12:MRR:12248.2,12339.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 12341[12:MRR:73.1,12338.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12342[12:MRR:12250.2,12341.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 12346[12:MRR:74.1,12338.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12347[12:MRR:12249.2,12346.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 12348[13:Spt:12340.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 12349[13:MRR:171.0,12348.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12350[13:MRR:168.0,12348.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12353[13:MRR:12347.0,12349.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12357[13:MRR:139.0,12353.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12358[13:MRR:12342.0,12350.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12362[13:MRR:12357.0,12358.0] || -> . % 3.51/3.72 12363[13:Spt:12362.0,12340.0,12348.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12364[13:Spt:12362.0,12340.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 12365[13:MRR:143.0,12364.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12366[13:MRR:12347.1,12365.0] || -> pigeon_5_in_hole_6*. % 3.51/3.72 12367[13:MRR:167.0,12366.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12370[13:MRR:12342.0,12367.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12373[13:MRR:140.0,140.1,12364.0,12370.0] || -> . % 3.51/3.72 12374[10:Spt:12373.0,12239.0,12240.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.72 12375[10:Spt:12373.0,12239.1] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12376[10:MRR:69.1,12375.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.72 12377[10:MRR:67.1,12375.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 12380[10:MRR:65.1,12375.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 12381[10:MRR:68.1,12375.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 12382[10:MRR:11950.3,12380.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 12383[10:MRR:11948.3,12376.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 12384[10:MRR:11947.3,12381.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 12385[10:MRR:11949.3,12377.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 12386[11:Spt:12382.0] || -> pigeon_2_in_hole_6*. % 3.51/3.72 12387[11:MRR:157.1,12386.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 12388[11:MRR:159.1,12386.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 12391[11:MRR:158.1,12386.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 12392[11:MRR:12385.0,12387.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.72 12393[11:MRR:12383.0,12388.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.72 12394[11:MRR:12384.0,12391.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.72 12395[12:Spt:12392.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12396[12:MRR:139.1,12395.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12399[12:MRR:140.1,12395.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12401[12:MRR:12394.0,12396.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12403[12:MRR:115.1,12401.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12407[12:MRR:12393.0,12399.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12412[12:MRR:12403.0,12407.0] || -> . % 3.51/3.72 12413[12:Spt:12412.0,12392.0,12395.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12414[12:Spt:12412.0,12392.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12415[12:MRR:111.1,12414.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12416[12:MRR:12394.1,12415.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12417[12:MRR:143.1,12416.0] || pigeon_6_in_hole_5* -> . % 3.51/3.72 12421[12:MRR:12393.0,12417.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12422[12:MRR:112.0,112.1,12421.0,12414.0] || -> . % 3.51/3.72 12426[11:Spt:12422.0,12382.0,12386.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 12427[11:Spt:12422.0,12382.1,12382.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.72 12428[12:Spt:12427.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 12429[12:MRR:129.1,12428.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12430[12:MRR:130.1,12428.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12433[12:MRR:131.1,12428.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 12434[12:MRR:12385.1,12429.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.72 12435[12:MRR:12384.1,12430.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.72 12436[12:MRR:12383.1,12433.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.72 12437[13:Spt:12434.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 12438[13:MRR:168.1,12437.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12439[13:MRR:167.1,12437.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12442[13:MRR:12436.0,12438.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12443[13:MRR:115.0,12442.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12448[13:MRR:12435.0,12439.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12453[13:MRR:12443.0,12448.0] || -> . % 3.51/3.72 12454[13:Spt:12453.0,12434.0,12437.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12455[13:Spt:12453.0,12434.1] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12456[13:MRR:112.1,12455.0] || pigeon_6_in_hole_4* -> . % 3.51/3.72 12457[13:MRR:12436.1,12456.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 12460[13:MRR:171.0,12457.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12461[13:MRR:12435.0,12460.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12465[13:MRR:111.0,111.1,12461.0,12455.0] || -> . % 3.51/3.72 12466[12:Spt:12465.0,12427.0,12428.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12467[12:Spt:12465.0,12427.1] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12468[12:MRR:103.1,12467.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 12469[12:MRR:12383.2,12468.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.72 12470[12:MRR:102.1,12467.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12471[12:MRR:12384.2,12470.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.72 12472[12:MRR:101.1,12467.0] || pigeon_4_in_hole_4* -> . % 3.51/3.72 12473[12:MRR:12385.2,12472.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.72 12476[13:Spt:12469.0] || -> pigeon_6_in_hole_6*. % 3.51/3.72 12477[13:MRR:168.0,12476.0] || pigeon_4_in_hole_6* -> . % 3.51/3.72 12478[13:MRR:171.0,12476.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12481[13:MRR:12473.0,12477.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12485[13:MRR:139.1,12481.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12486[13:MRR:12471.0,12478.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12490[13:MRR:12485.0,12486.0] || -> . % 3.51/3.72 12491[13:Spt:12490.0,12469.0,12476.0] || pigeon_6_in_hole_6* -> . % 3.51/3.72 12492[13:Spt:12490.0,12469.1] || -> pigeon_6_in_hole_5*. % 3.51/3.72 12493[13:MRR:140.0,12492.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12494[13:MRR:12473.1,12493.0] || -> pigeon_4_in_hole_6*. % 3.51/3.72 12497[13:MRR:167.1,12494.0] || pigeon_5_in_hole_6* -> . % 3.51/3.72 12498[13:MRR:12471.0,12497.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12499[13:MRR:143.0,143.1,12492.0,12498.0] || -> . % 3.51/3.72 12502[7:Spt:12499.0,11932.4,11938.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.72 12503[7:Spt:12499.0,11932.0,11932.1,11932.2,11932.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.72 12504[8:Spt:12503.0] || -> pigeon_3_in_hole_6*. % 3.51/3.72 12505[8:MRR:164.1,12504.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.72 12506[8:MRR:162.1,12504.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.72 12507[8:MRR:163.1,12504.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.72 12509[8:MRR:156.0,12504.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.72 12510[8:MRR:150.0,12504.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.72 12511[8:MRR:11933.0,12505.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 12512[8:MRR:11934.0,12506.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 12513[8:MRR:11935.0,12507.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 12514[8:MRR:11936.0,12509.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 12515[8:MRR:11937.0,12510.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 12516[9:Spt:12511.0] || -> pigeon_6_in_hole_5*. % 3.51/3.72 12517[9:MRR:140.0,12516.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12518[9:MRR:143.0,12516.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12521[9:MRR:131.0,12516.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12522[9:MRR:125.0,12516.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 12523[9:MRR:12512.0,12517.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 12524[9:MRR:12513.0,12518.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 12525[9:MRR:12514.0,12521.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 12526[9:MRR:12515.0,12522.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 12527[10:Spt:12523.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12529[10:MRR:111.1,12527.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12530[10:MRR:101.0,12527.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12533[10:MRR:95.0,12527.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.72 12534[10:MRR:12524.0,12529.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 12535[10:MRR:12525.0,12530.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 12536[10:MRR:12526.0,12533.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 12537[11:Spt:12534.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12542[11:MRR:68.0,12537.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 12543[11:MRR:74.0,12537.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 12544[11:MRR:12536.0,12542.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12550[11:MRR:9.1,12544.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 12551[11:MRR:12535.0,12543.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12557[11:MRR:12550.0,12551.0] || -> . % 3.51/3.72 12558[11:Spt:12557.0,12534.0,12537.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12559[11:Spt:12557.0,12534.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12560[11:MRR:12.0,12559.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12561[11:MRR:12536.1,12560.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12566[11:MRR:65.1,12561.0] || pigeon_2_in_hole_3* -> . % 3.51/3.72 12567[11:MRR:12535.0,12566.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12572[11:MRR:18.0,18.1,12559.0,12567.0] || -> . % 3.51/3.72 12573[10:Spt:12572.0,12523.0,12527.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12574[10:Spt:12572.0,12523.1,12523.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 12575[11:Spt:12574.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12576[11:MRR:83.1,12575.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 12577[11:MRR:67.0,12575.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 12579[11:MRR:73.0,12575.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 12582[11:MRR:12524.1,12576.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 12583[11:MRR:12526.1,12577.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 12584[11:MRR:12525.1,12579.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 12585[12:Spt:12582.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12587[12:MRR:102.0,12585.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 12590[12:MRR:96.0,12585.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12591[12:MRR:12584.0,12587.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12592[12:MRR:9.0,12591.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12598[12:MRR:12583.0,12590.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12604[12:MRR:12592.0,12598.0] || -> . % 3.51/3.72 12605[12:Spt:12604.0,12582.0,12585.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12606[12:Spt:12604.0,12582.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12607[12:MRR:18.0,12606.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 12608[12:MRR:12584.1,12607.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12612[12:MRR:93.0,12608.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12613[12:MRR:12583.0,12612.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12618[12:MRR:12.0,12.1,12606.0,12613.0] || -> . % 3.51/3.72 12619[11:Spt:12618.0,12574.0,12575.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 12620[11:Spt:12618.0,12574.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 12621[11:MRR:17.0,12620.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.72 12622[11:MRR:12525.2,12621.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.72 12623[11:MRR:11.0,12620.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12624[11:MRR:12526.2,12623.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.72 12627[11:MRR:27.1,12620.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 12628[11:MRR:12524.2,12627.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.72 12630[12:Spt:12622.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12631[12:MRR:102.1,12630.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12632[12:MRR:93.0,12630.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12636[12:MRR:12628.0,12631.0] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12638[12:MRR:68.0,12636.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 12642[12:MRR:12624.0,12632.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12647[12:MRR:12638.0,12642.0] || -> . % 3.51/3.72 12648[12:Spt:12647.0,12622.0,12630.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 12649[12:Spt:12647.0,12622.1] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12650[12:MRR:74.1,12649.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12651[12:MRR:12628.1,12650.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12652[12:MRR:96.0,12651.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12656[12:MRR:12624.0,12652.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12660[12:MRR:65.0,65.1,12649.0,12656.0] || -> . % 3.51/3.72 12661[9:Spt:12660.0,12511.0,12516.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.72 12662[9:Spt:12660.0,12511.1,12511.2,12511.3] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 12663[10:Spt:12662.0] || -> pigeon_6_in_hole_4*. % 3.51/3.72 12664[10:MRR:103.0,12663.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12665[10:MRR:115.0,12663.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12666[10:MRR:97.0,12663.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.72 12669[10:MRR:112.0,12663.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12670[10:MRR:12514.1,12664.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 12671[10:MRR:12513.1,12665.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 12672[10:MRR:12515.1,12666.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 12673[10:MRR:12512.1,12669.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 12674[11:Spt:12670.0] || -> pigeon_2_in_hole_5*. % 3.51/3.72 12675[11:MRR:129.1,12674.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12676[11:MRR:130.1,12674.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12679[11:MRR:121.0,12674.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 12680[11:MRR:12673.0,12675.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.72 12681[11:MRR:12671.0,12676.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.72 12682[11:MRR:12672.0,12679.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.72 12683[12:Spt:12680.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12688[12:MRR:67.0,12683.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 12689[12:MRR:83.1,12683.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12690[12:MRR:12682.0,12688.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12696[12:MRR:12.1,12690.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 12697[12:MRR:12681.0,12689.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12703[12:MRR:12696.0,12697.0] || -> . % 3.51/3.72 12704[12:Spt:12703.0,12680.0,12683.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12705[12:Spt:12703.0,12680.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 12706[12:MRR:11.0,12705.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12707[12:MRR:12682.1,12706.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12712[12:MRR:68.1,12707.0] || pigeon_5_in_hole_3* -> . % 3.51/3.72 12713[12:MRR:12681.0,12712.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12715[12:MRR:27.0,27.1,12713.0,12705.0] || -> . % 3.51/3.72 12719[11:Spt:12715.0,12670.0,12674.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12720[11:Spt:12715.0,12670.1,12670.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.72 12721[12:Spt:12720.0] || -> pigeon_2_in_hole_3*. % 3.51/3.72 12722[12:MRR:73.1,12721.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 12723[12:MRR:65.0,12721.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 12726[12:MRR:74.1,12721.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 12728[12:MRR:12673.1,12722.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.72 12729[12:MRR:12672.1,12723.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.72 12730[12:MRR:12671.1,12726.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 12731[13:Spt:12728.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12732[13:MRR:139.1,12731.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12735[13:MRR:123.0,12731.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 12736[13:MRR:12730.0,12732.0] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12737[13:MRR:12.0,12736.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12743[13:MRR:12729.0,12735.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12749[13:MRR:12737.0,12743.0] || -> . % 3.51/3.72 12750[13:Spt:12749.0,12728.0,12731.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12751[13:Spt:12749.0,12728.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 12752[13:MRR:27.1,12751.0] || pigeon_5_in_hole_1* -> . % 3.51/3.72 12753[13:MRR:12730.1,12752.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12756[13:MRR:124.0,12753.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 12757[13:MRR:12729.0,12756.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12762[13:MRR:11.0,11.1,12751.0,12757.0] || -> . % 3.51/3.72 12763[12:Spt:12762.0,12720.0,12721.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 12764[12:Spt:12762.0,12720.1] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12765[12:MRR:18.1,12764.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.72 12766[12:MRR:12671.2,12765.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.72 12767[12:MRR:9.0,12764.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12768[12:MRR:12672.2,12767.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.72 12770[12:MRR:17.1,12764.0] || pigeon_4_in_hole_1* -> . % 3.51/3.72 12771[12:MRR:12673.2,12770.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.72 12774[13:Spt:12766.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12775[13:MRR:139.0,12774.0] || pigeon_4_in_hole_5* -> . % 3.51/3.72 12776[13:MRR:124.0,12774.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 12779[13:MRR:12771.0,12775.0] || -> pigeon_4_in_hole_3*. % 3.51/3.72 12781[13:MRR:67.0,12779.0] || pigeon_1_in_hole_3* -> . % 3.51/3.72 12785[13:MRR:12768.0,12776.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12790[13:MRR:12781.0,12785.0] || -> . % 3.51/3.72 12791[13:Spt:12790.0,12766.0,12774.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12792[13:Spt:12790.0,12766.1] || -> pigeon_5_in_hole_3*. % 3.51/3.72 12793[13:MRR:83.0,12792.0] || pigeon_4_in_hole_3* -> . % 3.51/3.72 12794[13:MRR:12771.1,12793.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12795[13:MRR:123.0,12794.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 12798[13:MRR:12768.0,12795.0] || -> pigeon_1_in_hole_3*. % 3.51/3.72 12802[13:MRR:68.0,68.1,12792.0,12798.0] || -> . % 3.51/3.72 12803[10:Spt:12802.0,12662.0,12663.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.72 12804[10:Spt:12802.0,12662.1,12662.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.72 12805[11:Spt:12804.0] || -> pigeon_6_in_hole_3*. % 3.51/3.72 12806[11:MRR:84.0,12805.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.72 12807[11:MRR:69.0,12805.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.72 12808[11:MRR:87.0,12805.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.72 12811[11:MRR:75.0,12805.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.72 12812[11:MRR:12512.2,12806.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 12813[11:MRR:12515.2,12807.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 12814[11:MRR:12513.2,12808.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 12815[11:MRR:12514.2,12811.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 12816[12:Spt:12812.0] || -> pigeon_4_in_hole_5*. % 3.51/3.72 12817[12:MRR:139.1,12816.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.72 12820[12:MRR:123.0,12816.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.72 12821[12:MRR:129.0,12816.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.72 12822[12:MRR:12814.0,12817.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.72 12823[12:MRR:12813.0,12820.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.72 12824[12:MRR:12815.0,12821.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.72 12825[13:Spt:12822.0] || -> pigeon_5_in_hole_4*. % 3.51/3.72 12826[13:MRR:102.0,12825.0] || pigeon_2_in_hole_4* -> . % 3.51/3.72 12829[13:MRR:96.0,12825.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12831[13:MRR:12824.0,12826.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12833[13:MRR:9.0,12831.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12838[13:MRR:12823.0,12829.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12844[13:MRR:12833.0,12838.0] || -> . % 3.51/3.72 12845[13:Spt:12844.0,12822.0,12825.0] || pigeon_5_in_hole_4* -> . % 3.51/3.72 12846[13:Spt:12844.0,12822.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12847[13:MRR:18.0,12846.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 12848[13:MRR:12824.1,12847.0] || -> pigeon_2_in_hole_4*. % 3.51/3.72 12851[13:MRR:93.0,12848.0] || pigeon_1_in_hole_4* -> . % 3.51/3.72 12853[13:MRR:12823.0,12851.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12858[13:MRR:12.0,12.1,12846.0,12853.0] || -> . % 3.51/3.72 12859[12:Spt:12858.0,12812.0,12816.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.72 12860[12:Spt:12858.0,12812.1,12812.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.72 12861[13:Spt:12860.0] || -> pigeon_4_in_hole_4*. % 3.51/3.72 12862[13:MRR:111.1,12861.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.72 12863[13:MRR:101.0,12861.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.72 12866[13:MRR:95.0,12861.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.72 12867[13:MRR:12814.1,12862.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.72 12868[13:MRR:12815.1,12863.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.72 12869[13:MRR:12813.1,12866.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.72 12870[14:Spt:12867.0] || -> pigeon_5_in_hole_5*. % 3.51/3.72 12873[14:MRR:124.0,12870.0] || pigeon_1_in_hole_5* -> . % 3.51/3.72 12874[14:MRR:130.0,12870.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 12875[14:MRR:12869.0,12873.0] || -> pigeon_1_in_hole_1*. % 3.51/3.72 12876[14:MRR:9.1,12875.0] || pigeon_2_in_hole_1* -> . % 3.51/3.72 12882[14:MRR:12868.0,12874.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12888[14:MRR:12876.0,12882.0] || -> . % 3.51/3.72 12889[14:Spt:12888.0,12867.0,12870.0] || pigeon_5_in_hole_5* -> . % 3.51/3.72 12890[14:Spt:12888.0,12867.1] || -> pigeon_5_in_hole_1*. % 3.51/3.72 12891[14:MRR:12.0,12890.0] || pigeon_1_in_hole_1* -> . % 3.51/3.72 12892[14:MRR:12869.1,12891.0] || -> pigeon_1_in_hole_5*. % 3.51/3.72 12895[14:MRR:121.1,12892.0] || pigeon_2_in_hole_5* -> . % 3.51/3.72 12896[14:MRR:12868.0,12895.0] || -> pigeon_2_in_hole_1*. % 3.51/3.72 12901[14:MRR:18.0,18.1,12890.0,12896.0] || -> . % 3.51/3.72 12902[13:Spt:12901.0,12860.0,12861.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.72 12903[13:Spt:12901.0,12860.1] || -> pigeon_4_in_hole_1*. % 3.51/3.72 12904[13:MRR:11.0,12903.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.72 12905[13:MRR:12813.2,12904.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 12906[13:MRR:17.0,12903.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 12907[13:MRR:12815.2,12906.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 12908[13:MRR:27.1,12903.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 12909[13:MRR:12814.2,12908.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 12913[14:Spt:12905.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 12914[14:MRR:124.1,12913.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 12915[14:MRR:121.1,12913.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 12918[14:MRR:12909.0,12914.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 12922[14:MRR:102.0,12918.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 12923[14:MRR:12907.0,12915.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 12927[14:MRR:12922.0,12923.0] || -> . % 3.51/3.73 12928[14:Spt:12927.0,12905.0,12913.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 12929[14:Spt:12927.0,12905.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 12930[14:MRR:96.1,12929.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 12931[14:MRR:12909.1,12930.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 12932[14:MRR:130.0,12931.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 12935[14:MRR:12907.0,12932.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 12938[14:MRR:93.0,93.1,12935.0,12929.0] || -> . % 3.51/3.73 12939[11:Spt:12938.0,12804.0,12805.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 12940[11:Spt:12938.0,12804.1] || -> pigeon_6_in_hole_1*. % 3.51/3.73 12941[11:MRR:13.0,12940.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 12942[11:MRR:19.0,12940.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 12943[11:MRR:28.0,12940.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 12946[11:MRR:31.0,12940.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 12947[11:MRR:12512.3,12943.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 12948[11:MRR:12515.3,12941.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 12949[11:MRR:12513.3,12946.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 12950[11:MRR:12514.3,12942.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 12951[12:Spt:12947.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 12952[12:MRR:129.0,12951.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 12953[12:MRR:123.0,12951.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 12956[12:MRR:139.1,12951.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 12957[12:MRR:12950.0,12952.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 12958[12:MRR:12948.0,12953.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 12959[12:MRR:12949.0,12956.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 12960[13:Spt:12957.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 12961[13:MRR:102.1,12960.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 12964[13:MRR:93.0,12960.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 12966[13:MRR:12959.0,12961.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 12968[13:MRR:68.0,12966.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 12972[13:MRR:12958.0,12964.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 12977[13:MRR:12968.0,12972.0] || -> . % 3.51/3.73 12978[13:Spt:12977.0,12957.0,12960.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 12979[13:Spt:12977.0,12957.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 12980[13:MRR:74.1,12979.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 12981[13:MRR:12959.1,12980.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 12982[13:MRR:96.0,12981.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 12986[13:MRR:12958.0,12982.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 12987[13:MRR:65.0,65.1,12979.0,12986.0] || -> . % 3.51/3.73 12991[12:Spt:12987.0,12947.0,12951.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 12992[12:Spt:12987.0,12947.1,12947.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 12993[13:Spt:12992.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 12994[13:MRR:101.0,12993.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 12995[13:MRR:111.1,12993.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 12998[13:MRR:95.0,12993.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 12999[13:MRR:12950.1,12994.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 13000[13:MRR:12949.1,12995.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 13001[13:MRR:12948.1,12998.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.73 13002[14:Spt:12999.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13003[14:MRR:121.0,13002.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 13004[14:MRR:130.1,13002.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13007[14:MRR:13001.0,13003.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 13008[14:MRR:68.1,13007.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13013[14:MRR:13000.0,13004.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13018[14:MRR:13008.0,13013.0] || -> . % 3.51/3.73 13019[14:Spt:13018.0,12999.0,13002.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13020[14:Spt:13018.0,12999.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13021[14:MRR:65.0,13020.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 13022[14:MRR:13001.1,13021.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 13025[14:MRR:124.1,13022.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13026[14:MRR:13000.0,13025.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13030[14:MRR:74.0,74.1,13026.0,13020.0] || -> . % 3.51/3.73 13031[13:Spt:13030.0,12992.0,12993.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13032[13:Spt:13030.0,12992.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13033[13:MRR:67.0,13032.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 13034[13:MRR:12948.2,13033.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 13035[13:MRR:83.1,13032.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13036[13:MRR:12949.2,13035.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 13037[13:MRR:73.0,13032.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 13038[13:MRR:12950.2,13037.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 13041[14:Spt:13034.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 13042[14:MRR:121.1,13041.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13043[14:MRR:124.1,13041.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13046[14:MRR:13038.0,13042.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 13050[14:MRR:102.1,13046.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 13051[14:MRR:13036.0,13043.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13055[14:MRR:13050.0,13051.0] || -> . % 3.51/3.73 13056[14:Spt:13055.0,13034.0,13041.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 13057[14:Spt:13055.0,13034.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 13058[14:MRR:93.1,13057.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 13059[14:MRR:13038.1,13058.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13062[14:MRR:130.1,13059.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13063[14:MRR:13036.0,13062.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13064[14:MRR:96.0,96.1,13063.0,13057.0] || -> . % 3.51/3.73 13067[8:Spt:13064.0,12503.0,12504.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.73 13068[8:Spt:13064.0,12503.1,12503.2,12503.3] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.73 13069[9:Spt:13068.0] || -> pigeon_3_in_hole_5*. % 3.51/3.73 13070[9:MRR:122.0,13069.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 13071[9:MRR:128.0,13069.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 13072[9:MRR:135.1,13069.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 13074[9:MRR:134.1,13069.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 13075[9:MRR:136.1,13069.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 13076[9:MRR:11937.1,13070.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13077[9:MRR:11936.1,13071.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13078[9:MRR:11935.1,13072.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13079[9:MRR:11934.1,13074.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13080[9:MRR:11933.1,13075.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13081[10:Spt:13076.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 13082[10:MRR:93.1,13081.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 13083[10:MRR:96.1,13081.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 13086[10:MRR:95.1,13081.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13087[10:MRR:97.1,13081.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 13088[10:MRR:13077.1,13082.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13089[10:MRR:13078.1,13083.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13090[10:MRR:13079.1,13086.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13091[10:MRR:13080.1,13087.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13092[11:Spt:13088.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13094[11:MRR:74.1,13092.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13095[11:MRR:73.1,13092.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13098[11:MRR:75.1,13092.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 13099[11:MRR:13089.1,13094.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 13100[11:MRR:13090.1,13095.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.73 13101[11:MRR:13091.1,13098.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.73 13102[12:Spt:13099.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13105[12:MRR:27.0,13102.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13108[12:MRR:31.1,13102.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13109[12:MRR:13100.1,13105.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 13110[12:MRR:168.1,13109.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13115[12:MRR:13101.1,13108.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13120[12:MRR:13110.0,13115.0] || -> . % 3.51/3.73 13121[12:Spt:13120.0,13099.1,13102.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13122[12:Spt:13120.0,13099.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13123[12:MRR:167.0,13122.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13124[12:MRR:13100.0,13123.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13127[12:MRR:28.1,13124.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13130[12:MRR:13101.1,13127.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13133[12:MRR:171.0,171.1,13130.0,13122.0] || -> . % 3.51/3.73 13135[11:Spt:13133.0,13088.1,13092.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13136[11:Spt:13133.0,13088.0,13088.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.73 13137[12:Spt:13136.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 13138[12:MRR:157.1,13137.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13139[12:MRR:159.1,13137.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 13140[12:MRR:158.1,13137.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13143[12:MRR:13090.0,13138.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13144[12:MRR:13091.0,13139.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13145[12:MRR:13089.0,13140.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13146[13:Spt:13143.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13148[13:MRR:83.1,13146.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13151[13:MRR:84.1,13146.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13152[13:MRR:13145.0,13148.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13153[13:MRR:31.1,13152.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13159[13:MRR:13144.0,13151.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13165[13:MRR:13153.0,13159.0] || -> . % 3.51/3.73 13166[13:Spt:13165.0,13143.0,13146.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13167[13:Spt:13165.0,13143.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13168[13:MRR:27.1,13167.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13169[13:MRR:13145.1,13168.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13173[13:MRR:87.1,13169.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13174[13:MRR:13144.0,13173.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13179[13:MRR:28.0,28.1,13174.0,13167.0] || -> . % 3.51/3.73 13180[12:Spt:13179.0,13136.0,13137.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13181[12:Spt:13179.0,13136.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13182[12:MRR:18.1,13181.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 13183[12:MRR:13089.2,13182.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 13184[12:MRR:19.1,13181.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13185[12:MRR:13091.2,13184.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.73 13188[12:MRR:17.1,13181.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13189[12:MRR:13090.2,13188.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 13191[13:Spt:13183.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13192[13:MRR:167.0,13191.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13193[13:MRR:171.1,13191.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13196[13:MRR:13189.0,13192.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13197[13:MRR:84.1,13196.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13202[13:MRR:13185.0,13193.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13207[13:MRR:13197.0,13202.0] || -> . % 3.51/3.73 13208[13:Spt:13207.0,13183.0,13191.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13209[13:Spt:13207.0,13183.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13210[13:MRR:83.0,13209.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13211[13:MRR:13189.1,13210.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 13214[13:MRR:168.1,13211.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13215[13:MRR:13185.0,13214.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13219[13:MRR:87.0,87.1,13215.0,13209.0] || -> . % 3.51/3.73 13220[10:Spt:13219.0,13076.1,13081.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 13221[10:Spt:13219.0,13076.0,13076.2,13076.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13222[11:Spt:13221.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 13223[11:MRR:152.1,13222.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13224[11:MRR:151.1,13222.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13225[11:MRR:153.1,13222.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 13227[11:MRR:149.1,13222.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13228[11:MRR:13078.0,13223.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13229[11:MRR:13079.0,13224.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13230[11:MRR:13080.0,13225.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13231[11:MRR:13077.0,13227.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13232[12:Spt:13228.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13233[12:MRR:102.0,13232.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 13236[12:MRR:111.0,13232.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13237[12:MRR:115.1,13232.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 13238[12:MRR:13231.0,13233.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13239[12:MRR:13229.0,13236.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13240[12:MRR:13230.0,13237.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13241[13:Spt:13238.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13242[13:MRR:75.1,13241.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13245[13:MRR:73.1,13241.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13248[13:MRR:13240.0,13242.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13254[13:MRR:28.0,13248.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13255[13:MRR:13239.0,13245.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13261[13:MRR:13254.0,13255.0] || -> . % 3.51/3.73 13262[13:Spt:13261.0,13238.0,13241.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 13263[13:Spt:13261.0,13238.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13264[13:MRR:19.1,13263.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13265[13:MRR:13240.1,13264.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13266[13:MRR:84.0,13265.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13271[13:MRR:13239.0,13266.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13273[13:MRR:17.0,17.1,13271.0,13263.0] || -> . % 3.51/3.73 13277[12:Spt:13273.0,13228.0,13232.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 13278[12:Spt:13273.0,13228.1,13228.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13279[13:Spt:13278.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13280[13:MRR:74.0,13279.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13281[13:MRR:87.1,13279.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 13284[13:MRR:83.0,13279.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13286[13:MRR:13231.1,13280.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 13287[13:MRR:13230.1,13281.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.73 13288[13:MRR:13229.1,13284.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 13289[14:Spt:13286.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 13292[14:MRR:101.1,13289.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13293[14:MRR:103.1,13289.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13294[14:MRR:13288.0,13292.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13295[14:MRR:28.1,13294.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13301[14:MRR:13287.0,13293.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13307[14:MRR:13295.0,13301.0] || -> . % 3.51/3.73 13308[14:Spt:13307.0,13286.0,13289.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 13309[14:Spt:13307.0,13286.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13310[14:MRR:17.1,13309.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13311[14:MRR:13288.1,13310.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 13314[14:MRR:112.1,13311.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13315[14:MRR:13287.0,13314.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13320[14:MRR:19.0,19.1,13315.0,13309.0] || -> . % 3.51/3.73 13321[13:Spt:13320.0,13278.0,13279.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13322[13:Spt:13320.0,13278.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13323[13:MRR:27.0,13322.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 13324[13:MRR:13229.2,13323.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 13325[13:MRR:31.1,13322.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13326[13:MRR:13230.2,13325.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 13328[13:MRR:18.0,13322.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 13329[13:MRR:13231.2,13328.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 13332[14:Spt:13324.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 13333[14:MRR:101.0,13332.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 13334[14:MRR:112.1,13332.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13337[14:MRR:13329.0,13333.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13342[14:MRR:75.1,13337.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13343[14:MRR:13326.0,13334.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13348[14:MRR:13342.0,13343.0] || -> . % 3.51/3.73 13349[14:Spt:13348.0,13324.0,13332.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13350[14:Spt:13348.0,13324.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13351[14:MRR:73.0,13350.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 13352[14:MRR:13329.1,13351.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 13353[14:MRR:103.1,13352.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13356[14:MRR:13326.0,13353.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13357[14:MRR:84.0,84.1,13356.0,13350.0] || -> . % 3.51/3.73 13361[11:Spt:13357.0,13221.0,13222.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 13362[11:Spt:13357.0,13221.1,13221.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13363[12:Spt:13362.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 13364[12:MRR:65.1,13363.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13365[12:MRR:69.1,13363.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 13368[12:MRR:67.1,13363.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13369[12:MRR:68.1,13363.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13370[12:MRR:13077.2,13364.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 13371[12:MRR:13080.2,13365.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.73 13372[12:MRR:13079.2,13368.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 13373[12:MRR:13078.2,13369.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 13374[13:Spt:13370.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 13375[13:MRR:158.1,13374.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13376[13:MRR:157.1,13374.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13377[13:MRR:159.1,13374.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 13379[13:MRR:13373.0,13375.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 13380[13:MRR:13372.0,13376.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 13381[13:MRR:13371.0,13377.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.73 13382[14:Spt:13379.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13383[14:MRR:115.1,13382.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13384[14:MRR:111.0,13382.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13388[14:MRR:13381.0,13383.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13389[14:MRR:28.0,13388.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13395[14:MRR:13380.0,13384.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13401[14:MRR:13389.0,13395.0] || -> . % 3.51/3.73 13402[14:Spt:13401.0,13379.0,13382.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 13403[14:Spt:13401.0,13379.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13404[14:MRR:31.1,13403.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13405[14:MRR:13381.1,13404.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 13406[14:MRR:112.0,13405.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13410[14:MRR:13380.0,13406.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13415[14:MRR:27.0,27.1,13403.0,13410.0] || -> . % 3.51/3.73 13416[13:Spt:13415.0,13370.0,13374.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13417[13:Spt:13415.0,13370.1,13370.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 13418[14:Spt:13417.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 13419[14:MRR:102.1,13418.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 13420[14:MRR:103.1,13418.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 13421[14:MRR:101.1,13418.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13424[14:MRR:13373.1,13419.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 13425[14:MRR:13371.1,13420.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.51/3.73 13426[14:MRR:13372.1,13421.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.73 13427[15:Spt:13424.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13429[15:MRR:171.1,13427.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13430[15:MRR:167.0,13427.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13431[15:MRR:13425.0,13429.0] || -> pigeon_6_in_hole_1*. % 3.51/3.73 13437[15:MRR:28.0,13431.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13438[15:MRR:13426.0,13430.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13444[15:MRR:13437.0,13438.0] || -> . % 3.51/3.73 13445[15:Spt:13444.0,13424.0,13427.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13446[15:Spt:13444.0,13424.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13447[15:MRR:31.1,13446.0] || pigeon_6_in_hole_1* -> . % 3.51/3.73 13448[15:MRR:13425.1,13447.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13450[15:MRR:168.0,13448.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13451[15:MRR:13426.0,13450.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13452[15:MRR:27.0,27.1,13446.0,13451.0] || -> . % 3.51/3.73 13457[14:Spt:13452.0,13417.0,13418.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 13458[14:Spt:13452.0,13417.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13459[14:MRR:19.1,13458.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.73 13460[14:MRR:13371.2,13459.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.73 13461[14:MRR:17.1,13458.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13462[14:MRR:13372.2,13461.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 13463[14:MRR:18.1,13458.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13464[14:MRR:13373.2,13463.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 13468[15:Spt:13460.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13469[15:MRR:171.0,13468.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13470[15:MRR:168.0,13468.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13472[15:MRR:13464.0,13469.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13475[15:MRR:111.0,13472.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13477[15:MRR:13462.0,13470.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 13481[15:MRR:13475.0,13477.0] || -> . % 3.51/3.73 13482[15:Spt:13481.0,13460.0,13468.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13483[15:Spt:13481.0,13460.1] || -> pigeon_6_in_hole_4*. % 3.51/3.73 13484[15:MRR:115.0,13483.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 13485[15:MRR:13464.1,13484.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13486[15:MRR:167.0,13485.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13488[15:MRR:13462.0,13486.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 13491[15:MRR:112.0,112.1,13483.0,13488.0] || -> . % 3.51/3.73 13492[12:Spt:13491.0,13362.0,13363.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 13493[12:Spt:13491.0,13362.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13494[12:MRR:13.1,13493.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.73 13495[12:MRR:11.1,13493.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 13496[12:MRR:12.1,13493.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 13497[12:MRR:9.1,13493.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 13500[12:MRR:13077.3,13497.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 13501[12:MRR:13080.3,13494.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 13502[12:MRR:13079.3,13495.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 13503[12:MRR:13078.3,13496.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 13504[13:Spt:13500.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 13506[13:MRR:159.1,13504.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 13507[13:MRR:157.1,13504.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13508[13:MRR:158.1,13504.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13509[13:MRR:13501.0,13506.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 13510[13:MRR:13502.0,13507.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 13511[13:MRR:13503.0,13508.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 13512[14:Spt:13509.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 13513[14:MRR:115.0,13512.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 13514[14:MRR:112.0,13512.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13518[14:MRR:13511.0,13513.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13523[14:MRR:83.0,13518.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13524[14:MRR:13510.0,13514.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13529[14:MRR:13523.0,13524.0] || -> . % 3.51/3.73 13530[14:Spt:13529.0,13509.0,13512.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13531[14:Spt:13529.0,13509.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13532[14:MRR:87.0,13531.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13533[14:MRR:13511.1,13532.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13534[14:MRR:111.0,13533.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 13538[14:MRR:13510.0,13534.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13541[14:MRR:84.0,84.1,13531.0,13538.0] || -> . % 3.51/3.73 13543[13:Spt:13541.0,13500.0,13504.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13544[13:Spt:13541.0,13500.1,13500.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 13545[14:Spt:13544.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 13546[14:MRR:103.1,13545.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 13547[14:MRR:102.1,13545.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 13548[14:MRR:101.1,13545.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13551[14:MRR:13501.1,13546.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.73 13552[14:MRR:13503.1,13547.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 13553[14:MRR:13502.1,13548.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 13554[15:Spt:13551.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13556[15:MRR:168.0,13554.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13557[15:MRR:171.0,13554.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13558[15:MRR:13553.0,13556.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13559[15:MRR:83.1,13558.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13564[15:MRR:13552.0,13557.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13569[15:MRR:13559.0,13564.0] || -> . % 3.51/3.73 13570[15:Spt:13569.0,13551.0,13554.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13571[15:Spt:13569.0,13551.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13572[15:MRR:84.0,13571.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13573[15:MRR:13553.1,13572.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 13575[15:MRR:167.1,13573.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13576[15:MRR:13552.0,13575.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13580[15:MRR:87.0,87.1,13571.0,13576.0] || -> . % 3.51/3.73 13581[14:Spt:13580.0,13544.0,13545.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 13582[14:Spt:13580.0,13544.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13583[14:MRR:73.1,13582.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13584[14:MRR:13502.2,13583.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 13585[14:MRR:74.1,13582.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13586[14:MRR:13503.2,13585.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 13589[14:MRR:75.1,13582.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 13590[14:MRR:13501.2,13589.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.73 13591[15:Spt:13584.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 13592[15:MRR:168.1,13591.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 13593[15:MRR:167.1,13591.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13595[15:MRR:13590.0,13592.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 13599[15:MRR:115.0,13595.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 13600[15:MRR:13586.0,13593.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13604[15:MRR:13599.0,13600.0] || -> . % 3.51/3.73 13605[15:Spt:13604.0,13584.0,13591.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13606[15:Spt:13604.0,13584.1] || -> pigeon_4_in_hole_4*. % 3.51/3.73 13607[15:MRR:112.1,13606.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 13608[15:MRR:13590.1,13607.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13609[15:MRR:171.0,13608.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13611[15:MRR:13586.0,13609.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 13612[15:MRR:111.0,111.1,13611.0,13606.0] || -> . % 3.51/3.73 13615[9:Spt:13612.0,13068.0,13069.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.73 13616[9:Spt:13612.0,13068.1,13068.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.73 13617[10:Spt:13616.0] || -> pigeon_3_in_hole_4*. % 3.51/3.73 13618[10:MRR:108.1,13617.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 13619[10:MRR:107.1,13617.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 13621[10:MRR:106.1,13617.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 13622[10:MRR:100.0,13617.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 13623[10:MRR:94.0,13617.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 13624[10:MRR:11933.2,13618.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.51/3.73 13625[10:MRR:11935.2,13619.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13626[10:MRR:11934.2,13621.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13627[10:MRR:11936.2,13622.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13628[10:MRR:11937.2,13623.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13629[11:Spt:13624.2] || -> pigeon_6_in_hole_3*. % 3.51/3.73 13630[11:MRR:84.0,13629.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13631[11:MRR:87.0,13629.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13634[11:MRR:75.0,13629.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13635[11:MRR:69.0,13629.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 13636[11:MRR:13626.2,13630.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.73 13637[11:MRR:13625.2,13631.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 13638[11:MRR:13627.2,13634.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 13639[11:MRR:13628.2,13635.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.73 13640[12:Spt:13636.2] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13642[12:MRR:11.0,13640.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 13643[12:MRR:17.0,13640.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 13644[12:MRR:27.1,13640.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 13647[12:MRR:13639.2,13642.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.73 13648[12:MRR:13638.2,13643.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 13649[12:MRR:13637.2,13644.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 13650[13:Spt:13647.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 13651[13:MRR:149.1,13650.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 13655[13:MRR:152.1,13650.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13656[13:MRR:13648.0,13651.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13658[13:MRR:130.1,13656.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13662[13:MRR:13649.0,13655.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 13667[13:MRR:13658.0,13662.0] || -> . % 3.51/3.73 13668[13:Spt:13667.0,13647.0,13650.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 13669[13:Spt:13667.0,13647.1] || -> pigeon_1_in_hole_5*. % 3.51/3.73 13670[13:MRR:121.1,13669.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13671[13:MRR:13648.1,13670.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 13672[13:MRR:158.1,13671.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13676[13:MRR:13649.0,13672.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 13680[13:MRR:124.0,124.1,13676.0,13669.0] || -> . % 3.51/3.73 13681[12:Spt:13680.0,13636.2,13640.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 13682[12:Spt:13680.0,13636.0,13636.1] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 13683[13:Spt:13682.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 13684[13:MRR:151.0,13683.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 13685[13:MRR:157.0,13683.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13688[13:MRR:167.1,13683.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13689[13:MRR:13639.0,13684.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.73 13690[13:MRR:13638.0,13685.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 13691[13:MRR:13637.0,13688.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 13692[14:Spt:13689.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 13693[14:MRR:121.1,13692.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13694[14:MRR:124.1,13692.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13698[14:MRR:13690.0,13693.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13701[14:MRR:18.1,13698.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13704[14:MRR:13691.0,13694.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13709[14:MRR:13701.0,13704.0] || -> . % 3.51/3.73 13710[14:Spt:13709.0,13689.0,13692.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 13711[14:Spt:13709.0,13689.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13712[14:MRR:9.1,13711.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 13713[14:MRR:13690.1,13712.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13717[14:MRR:130.1,13713.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13718[14:MRR:13691.0,13717.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13721[14:MRR:12.0,12.1,13718.0,13711.0] || -> . % 3.51/3.73 13723[13:Spt:13721.0,13682.0,13683.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13724[13:Spt:13721.0,13682.1] || -> pigeon_4_in_hole_5*. % 3.51/3.73 13725[13:MRR:123.0,13724.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 13726[13:MRR:13639.1,13725.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.73 13727[13:MRR:129.0,13724.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13728[13:MRR:13638.1,13727.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.51/3.73 13729[13:MRR:139.1,13724.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13730[13:MRR:13637.1,13729.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 13733[14:Spt:13726.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 13734[14:MRR:152.1,13733.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13737[14:MRR:149.1,13733.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 13738[14:MRR:13730.0,13734.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13739[14:MRR:18.0,13738.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 13744[14:MRR:13728.0,13737.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13749[14:MRR:13739.0,13744.0] || -> . % 3.51/3.73 13750[14:Spt:13749.0,13726.0,13733.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 13751[14:Spt:13749.0,13726.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13752[14:MRR:12.1,13751.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13753[14:MRR:13730.1,13752.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13754[14:MRR:158.0,13753.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 13757[14:MRR:13728.0,13754.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13761[14:MRR:9.0,9.1,13757.0,13751.0] || -> . % 3.51/3.73 13762[11:Spt:13761.0,13624.2,13629.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 13763[11:Spt:13761.0,13624.0,13624.1,13624.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.73 13764[12:Spt:13763.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 13765[12:MRR:153.0,13764.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 13766[12:MRR:171.0,13764.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13767[12:MRR:159.0,13764.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13769[12:MRR:168.0,13764.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13770[12:MRR:13628.0,13765.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13771[12:MRR:13625.0,13766.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13772[12:MRR:13627.0,13767.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13773[12:MRR:13626.0,13769.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13774[13:Spt:13770.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 13775[13:MRR:123.1,13774.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 13778[13:MRR:124.1,13774.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 13779[13:MRR:121.1,13774.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 13780[13:MRR:13773.0,13775.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13781[13:MRR:13771.0,13778.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13782[13:MRR:13772.0,13779.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13783[14:Spt:13780.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13784[14:MRR:73.0,13783.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 13787[14:MRR:83.1,13783.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13789[14:MRR:13782.0,13784.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13790[14:MRR:18.1,13789.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13796[14:MRR:13781.0,13787.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13802[14:MRR:13790.0,13796.0] || -> . % 3.51/3.73 13803[14:Spt:13802.0,13780.0,13783.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13804[14:Spt:13802.0,13780.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13805[14:MRR:17.0,13804.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 13806[14:MRR:13782.1,13805.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13807[14:MRR:74.1,13806.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13811[14:MRR:13781.0,13807.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13812[14:MRR:27.0,27.1,13811.0,13804.0] || -> . % 3.51/3.73 13817[13:Spt:13812.0,13770.0,13774.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 13818[13:Spt:13812.0,13770.1,13770.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13819[14:Spt:13818.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 13820[14:MRR:67.1,13819.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13821[14:MRR:65.1,13819.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13824[14:MRR:68.1,13819.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13825[14:MRR:13773.1,13820.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.73 13826[14:MRR:13772.1,13821.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 13827[14:MRR:13771.1,13824.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 13828[15:Spt:13825.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 13829[15:MRR:129.0,13828.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13830[15:MRR:139.1,13828.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13833[15:MRR:13826.0,13829.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13839[15:MRR:18.1,13833.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13840[15:MRR:13827.0,13830.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13846[15:MRR:13839.0,13840.0] || -> . % 3.51/3.73 13847[15:Spt:13846.0,13825.0,13828.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 13848[15:Spt:13846.0,13825.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13849[15:MRR:17.0,13848.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 13850[15:MRR:13826.1,13849.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13853[15:MRR:130.1,13850.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13854[15:MRR:13827.0,13853.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13859[15:MRR:27.0,27.1,13854.0,13848.0] || -> . % 3.51/3.73 13860[14:Spt:13859.0,13818.0,13819.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 13861[14:Spt:13859.0,13818.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13862[14:MRR:9.1,13861.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 13863[14:MRR:13772.2,13862.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 13864[14:MRR:12.1,13861.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13865[14:MRR:13771.2,13864.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 13866[14:MRR:11.1,13861.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13867[14:MRR:13773.2,13866.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 13871[15:Spt:13863.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 13872[15:MRR:129.1,13871.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 13873[15:MRR:130.1,13871.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13876[15:MRR:13867.0,13872.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 13877[15:MRR:83.1,13876.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13881[15:MRR:13865.0,13873.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13885[15:MRR:13877.0,13881.0] || -> . % 3.51/3.73 13886[15:Spt:13885.0,13863.0,13871.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 13887[15:Spt:13885.0,13863.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13888[15:MRR:73.1,13887.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13889[15:MRR:13867.1,13888.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 13892[15:MRR:139.1,13889.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 13893[15:MRR:13865.0,13892.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13896[15:MRR:74.0,74.1,13893.0,13887.0] || -> . % 3.51/3.73 13897[12:Spt:13896.0,13763.0,13764.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 13898[12:Spt:13896.0,13763.1,13763.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.51/3.73 13899[13:Spt:13898.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 13900[13:MRR:131.0,13899.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 13901[13:MRR:140.0,13899.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 13902[13:MRR:143.0,13899.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 13904[13:MRR:125.0,13899.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 13905[13:MRR:13627.1,13900.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13906[13:MRR:13626.1,13901.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13907[13:MRR:13625.1,13902.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13908[13:MRR:13628.1,13904.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13909[14:Spt:13905.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 13910[14:MRR:149.0,13909.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 13911[14:MRR:158.1,13909.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 13913[14:MRR:157.1,13909.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 13914[14:MRR:13908.0,13910.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 13915[14:MRR:13907.0,13911.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.73 13916[14:MRR:13906.0,13913.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 13917[15:Spt:13914.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 13918[15:MRR:68.1,13917.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 13922[15:MRR:67.1,13917.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13923[15:MRR:13915.0,13918.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13929[15:MRR:27.0,13923.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13930[15:MRR:13916.0,13922.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13936[15:MRR:13929.0,13930.0] || -> . % 3.51/3.73 13937[15:Spt:13936.0,13914.0,13917.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 13938[15:Spt:13936.0,13914.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13939[15:MRR:12.1,13938.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13940[15:MRR:13915.1,13939.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 13941[15:MRR:83.0,13940.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 13945[15:MRR:13916.0,13941.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13949[15:MRR:11.0,11.1,13945.0,13938.0] || -> . % 3.51/3.73 13951[14:Spt:13949.0,13905.0,13909.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 13952[14:Spt:13949.0,13905.1,13905.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.73 13953[15:Spt:13952.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 13954[15:MRR:65.0,13953.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 13955[15:MRR:74.1,13953.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 13958[15:MRR:73.1,13953.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 13959[15:MRR:13908.1,13954.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.73 13960[15:MRR:13907.1,13955.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 13961[15:MRR:13906.1,13958.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.73 13962[16:Spt:13959.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 13964[16:MRR:152.1,13962.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 13965[16:MRR:151.1,13962.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13966[16:MRR:13960.0,13964.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 13968[16:MRR:27.0,13966.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13973[16:MRR:13961.0,13965.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13979[16:MRR:13968.0,13973.0] || -> . % 3.51/3.73 13980[16:Spt:13979.0,13959.0,13962.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 13981[16:Spt:13979.0,13959.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 13982[16:MRR:12.1,13981.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 13983[16:MRR:13960.1,13982.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 13985[16:MRR:167.0,13983.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 13986[16:MRR:13961.0,13985.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 13988[16:MRR:11.0,11.1,13986.0,13981.0] || -> . % 3.51/3.73 13992[15:Spt:13988.0,13952.0,13953.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 13993[15:Spt:13988.0,13952.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 13994[15:MRR:18.1,13993.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 13995[15:MRR:13907.2,13994.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 13996[15:MRR:17.1,13993.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 13997[15:MRR:13906.2,13996.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 13998[15:MRR:9.0,13993.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 13999[15:MRR:13908.2,13998.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.73 14003[16:Spt:13995.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14004[16:MRR:152.0,14003.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14005[16:MRR:167.0,14003.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14007[16:MRR:13999.0,14004.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14008[16:MRR:67.1,14007.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14012[16:MRR:13997.0,14005.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14016[16:MRR:14008.0,14012.0] || -> . % 3.51/3.73 14017[16:Spt:14016.0,13995.0,14003.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14018[16:Spt:14016.0,13995.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14019[16:MRR:68.0,14018.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 14020[16:MRR:13999.1,14019.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14021[16:MRR:151.1,14020.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14023[16:MRR:13997.0,14021.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14026[16:MRR:83.0,83.1,14018.0,14023.0] || -> . % 3.51/3.73 14027[13:Spt:14026.0,13898.0,13899.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 14028[13:Spt:14026.0,13898.1] || -> pigeon_6_in_hole_1*. % 3.51/3.73 14029[13:MRR:31.0,14028.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 14030[13:MRR:28.0,14028.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 14031[13:MRR:13.0,14028.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 14034[13:MRR:19.0,14028.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 14035[13:MRR:13627.3,14034.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 14036[13:MRR:13626.3,14030.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 14037[13:MRR:13625.3,14029.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 14038[13:MRR:13628.3,14031.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.73 14039[14:Spt:14035.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 14040[14:MRR:157.1,14039.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14042[14:MRR:158.1,14039.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14043[14:MRR:149.0,14039.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14044[14:MRR:14036.0,14040.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 14045[14:MRR:14037.0,14042.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 14046[14:MRR:14038.0,14043.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.73 14047[15:Spt:14044.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14049[15:MRR:139.1,14047.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14051[15:MRR:123.0,14047.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14052[15:MRR:14045.0,14049.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14053[15:MRR:68.0,14052.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 14058[15:MRR:14046.0,14051.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14063[15:MRR:14053.0,14058.0] || -> . % 3.51/3.73 14064[15:Spt:14063.0,14044.0,14047.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14065[15:Spt:14063.0,14044.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14066[15:MRR:83.1,14065.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 14067[15:MRR:14045.1,14066.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14070[15:MRR:124.0,14067.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14071[15:MRR:14046.0,14070.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14073[15:MRR:67.0,67.1,14065.0,14071.0] || -> . % 3.51/3.73 14076[14:Spt:14073.0,14035.0,14039.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14077[14:Spt:14073.0,14035.1,14035.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 14078[15:Spt:14077.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14079[15:MRR:129.1,14078.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14080[15:MRR:130.1,14078.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14082[15:MRR:121.0,14078.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14083[15:MRR:14036.1,14079.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 14084[15:MRR:14037.1,14080.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 14085[15:MRR:14038.1,14082.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.73 14086[16:Spt:14083.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14087[16:MRR:167.1,14086.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14088[16:MRR:151.0,14086.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14090[16:MRR:14084.0,14087.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14095[16:MRR:68.0,14090.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 14096[16:MRR:14085.0,14088.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14101[16:MRR:14095.0,14096.0] || -> . % 3.51/3.73 14102[16:Spt:14101.0,14083.0,14086.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14103[16:Spt:14101.0,14083.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14104[16:MRR:83.1,14103.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 14105[16:MRR:14084.1,14104.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14107[16:MRR:152.0,14105.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14108[16:MRR:14085.0,14107.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14111[16:MRR:67.0,67.1,14103.0,14108.0] || -> . % 3.51/3.73 14113[15:Spt:14111.0,14077.0,14078.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14114[15:Spt:14111.0,14077.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14115[15:MRR:74.1,14114.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 14116[15:MRR:14037.2,14115.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 14117[15:MRR:65.0,14114.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 14118[15:MRR:14038.2,14117.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.73 14119[15:MRR:73.1,14114.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14120[15:MRR:14036.2,14119.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 14123[16:Spt:14116.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14124[16:MRR:167.0,14123.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14125[16:MRR:152.0,14123.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14127[16:MRR:14120.0,14124.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14128[16:MRR:123.0,14127.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14131[16:MRR:14118.0,14125.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14134[16:MRR:14128.0,14131.0] || -> . % 3.51/3.73 14135[16:Spt:14134.0,14116.0,14123.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14136[16:Spt:14134.0,14116.1] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14137[16:MRR:139.0,14136.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14138[16:MRR:14120.1,14137.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14140[16:MRR:151.0,14138.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14141[16:MRR:14118.0,14140.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14143[16:MRR:124.0,124.1,14136.0,14141.0] || -> . % 3.51/3.73 14144[10:Spt:14143.0,13616.0,13617.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.73 14145[10:Spt:14143.0,13616.1] || -> pigeon_3_in_hole_3*. % 3.51/3.73 14146[10:MRR:79.1,14145.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 14147[10:MRR:66.0,14145.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 14148[10:MRR:78.1,14145.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 14149[10:MRR:72.0,14145.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 14151[10:MRR:80.1,14145.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 14152[10:MRR:11933.3,14151.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.51/3.73 14153[10:MRR:11935.3,14146.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 14154[10:MRR:11934.3,14148.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 14155[10:MRR:11936.3,14149.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 14156[10:MRR:11937.3,14147.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 14157[11:Spt:14152.3] || -> pigeon_6_in_hole_1*. % 3.51/3.73 14158[11:MRR:31.0,14157.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 14159[11:MRR:28.0,14157.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 14160[11:MRR:13.0,14157.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 14163[11:MRR:19.0,14157.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 14164[11:MRR:14153.3,14158.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 14165[11:MRR:14154.3,14159.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 14166[11:MRR:14156.3,14160.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 14167[11:MRR:14155.3,14163.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 14168[12:Spt:14164.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14170[12:MRR:152.0,14168.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14171[12:MRR:167.0,14168.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14172[12:MRR:158.0,14168.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14174[12:MRR:14166.0,14170.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 14175[12:MRR:14165.0,14171.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 14176[12:MRR:14167.0,14172.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 14177[13:Spt:14174.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14178[13:MRR:123.1,14177.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14181[13:MRR:121.1,14177.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14183[13:MRR:14175.0,14178.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14187[13:MRR:101.0,14183.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14189[13:MRR:14176.0,14181.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14194[13:MRR:14187.0,14189.0] || -> . % 3.51/3.73 14195[13:Spt:14194.0,14174.0,14177.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14196[13:Spt:14194.0,14174.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14197[13:MRR:95.1,14196.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14198[13:MRR:14175.1,14197.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14201[13:MRR:129.0,14198.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14203[13:MRR:14176.0,14201.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14204[13:MRR:93.0,93.1,14203.0,14196.0] || -> . % 3.51/3.73 14208[12:Spt:14204.0,14164.0,14168.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14209[12:Spt:14204.0,14164.1,14164.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 14210[13:Spt:14209.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14211[13:MRR:124.0,14210.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14212[13:MRR:139.0,14210.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14214[13:MRR:130.0,14210.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14216[13:MRR:14166.1,14211.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 14217[13:MRR:14165.1,14212.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 14218[13:MRR:14167.1,14214.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.73 14219[14:Spt:14216.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14221[14:MRR:151.1,14219.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14222[14:MRR:149.1,14219.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 14224[14:MRR:14217.0,14221.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14226[14:MRR:101.0,14224.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14230[14:MRR:14218.0,14222.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14235[14:MRR:14226.0,14230.0] || -> . % 3.51/3.73 14236[14:Spt:14235.0,14216.0,14219.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14237[14:Spt:14235.0,14216.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14238[14:MRR:95.1,14237.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14239[14:MRR:14217.1,14238.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14241[14:MRR:157.0,14239.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 14243[14:MRR:14218.0,14241.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14247[14:MRR:93.0,93.1,14243.0,14237.0] || -> . % 3.51/3.73 14248[13:Spt:14247.0,14209.0,14210.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14249[13:Spt:14247.0,14209.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14250[13:MRR:111.0,14249.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14251[13:MRR:14165.2,14250.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 14252[13:MRR:102.0,14249.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14253[13:MRR:14167.2,14252.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 14254[13:MRR:96.0,14249.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 14255[13:MRR:14166.2,14254.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.73 14258[14:Spt:14251.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14259[14:MRR:151.0,14258.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14261[14:MRR:157.0,14258.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 14263[14:MRR:14255.0,14259.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14265[14:MRR:121.1,14263.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14268[14:MRR:14253.0,14261.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14272[14:MRR:14265.0,14268.0] || -> . % 3.51/3.73 14273[14:Spt:14272.0,14251.0,14258.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14274[14:Spt:14272.0,14251.1] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14275[14:MRR:123.0,14274.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14276[14:MRR:14255.1,14275.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14278[14:MRR:149.1,14276.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 14280[14:MRR:14253.0,14278.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14283[14:MRR:129.0,129.1,14274.0,14280.0] || -> . % 3.51/3.73 14284[11:Spt:14283.0,14152.3,14157.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.73 14285[11:Spt:14283.0,14152.0,14152.1,14152.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 14286[12:Spt:14285.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 14287[12:MRR:168.0,14286.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14288[12:MRR:153.0,14286.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14290[12:MRR:159.0,14286.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14291[12:MRR:171.0,14286.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14292[12:MRR:14154.0,14287.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 14293[12:MRR:14156.0,14288.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 14294[12:MRR:14155.0,14290.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 14295[12:MRR:14153.0,14291.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 14296[13:Spt:14292.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14297[13:MRR:123.0,14296.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14298[13:MRR:129.0,14296.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14301[13:MRR:139.1,14296.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14302[13:MRR:14293.0,14297.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 14303[13:MRR:14294.0,14298.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 14304[13:MRR:14295.0,14301.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 14305[14:Spt:14302.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14307[14:MRR:93.1,14305.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14308[14:MRR:96.1,14305.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 14311[14:MRR:14303.0,14307.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 14312[14:MRR:18.1,14311.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14317[14:MRR:14304.0,14308.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14322[14:MRR:14312.0,14317.0] || -> . % 3.51/3.73 14323[14:Spt:14322.0,14302.0,14305.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 14324[14:Spt:14322.0,14302.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14325[14:MRR:9.1,14324.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 14326[14:MRR:14303.1,14325.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14328[14:MRR:102.1,14326.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 14331[14:MRR:14304.0,14328.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14335[14:MRR:12.0,12.1,14331.0,14324.0] || -> . % 3.51/3.73 14336[13:Spt:14335.0,14292.0,14296.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14337[13:Spt:14335.0,14292.1,14292.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 14338[14:Spt:14337.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14339[14:MRR:95.0,14338.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 14340[14:MRR:101.0,14338.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 14341[14:MRR:111.1,14338.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 14344[14:MRR:14293.1,14339.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.73 14345[14:MRR:14294.1,14340.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 14346[14:MRR:14295.1,14341.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 14347[15:Spt:14344.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14349[15:MRR:121.1,14347.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14351[15:MRR:124.1,14347.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14352[15:MRR:14345.0,14349.0] || -> pigeon_2_in_hole_1*. % 3.51/3.73 14357[15:MRR:18.1,14352.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14358[15:MRR:14346.0,14351.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14363[15:MRR:14357.0,14358.0] || -> . % 3.51/3.73 14364[15:Spt:14363.0,14344.0,14347.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14365[15:Spt:14363.0,14344.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14366[15:MRR:9.1,14365.0] || pigeon_2_in_hole_1* -> . % 3.51/3.73 14367[15:MRR:14345.1,14366.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14370[15:MRR:130.1,14367.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14371[15:MRR:14346.0,14370.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14372[15:MRR:12.0,12.1,14371.0,14365.0] || -> . % 3.51/3.73 14376[14:Spt:14372.0,14337.0,14338.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14377[14:Spt:14372.0,14337.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14378[14:MRR:17.0,14377.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 14379[14:MRR:14294.2,14378.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 14380[14:MRR:27.1,14377.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14381[14:MRR:14295.2,14380.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 14382[14:MRR:11.0,14377.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 14383[14:MRR:14293.2,14382.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 14386[15:Spt:14379.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14387[15:MRR:121.0,14386.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14388[15:MRR:130.1,14386.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14391[15:MRR:14383.0,14387.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14394[15:MRR:96.1,14391.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 14396[15:MRR:14381.0,14388.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14400[15:MRR:14394.0,14396.0] || -> . % 3.51/3.73 14401[15:Spt:14400.0,14379.0,14386.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14402[15:Spt:14400.0,14379.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14403[15:MRR:93.0,14402.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 14404[15:MRR:14383.1,14403.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14405[15:MRR:124.1,14404.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14408[15:MRR:14381.0,14405.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14411[15:MRR:102.0,102.1,14408.0,14402.0] || -> . % 3.51/3.73 14412[12:Spt:14411.0,14285.0,14286.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 14413[12:Spt:14411.0,14285.1,14285.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 14414[13:Spt:14413.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 14415[13:MRR:131.0,14414.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14416[13:MRR:125.0,14414.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14417[13:MRR:143.0,14414.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14419[13:MRR:140.0,14414.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14420[13:MRR:14155.1,14415.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 14421[13:MRR:14156.1,14416.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 14422[13:MRR:14153.1,14417.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 14423[13:MRR:14154.1,14419.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 14424[14:Spt:14420.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 14425[14:MRR:157.1,14424.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14426[14:MRR:149.0,14424.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14428[14:MRR:158.1,14424.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14429[14:MRR:14423.0,14425.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.73 14430[14:MRR:14421.0,14426.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 14431[14:MRR:14422.0,14428.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.73 14432[15:Spt:14429.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14435[15:MRR:111.1,14432.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 14437[15:MRR:95.0,14432.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 14438[15:MRR:14431.0,14435.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14441[15:MRR:12.0,14438.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 14444[15:MRR:14430.0,14437.0] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14449[15:MRR:14441.0,14444.0] || -> . % 3.51/3.73 14450[15:Spt:14449.0,14429.0,14432.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14451[15:Spt:14449.0,14429.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14452[15:MRR:27.1,14451.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14453[15:MRR:14431.1,14452.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14456[15:MRR:96.0,14453.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 14458[15:MRR:14430.0,14456.0] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14461[15:MRR:11.0,11.1,14451.0,14458.0] || -> . % 3.51/3.73 14463[14:Spt:14461.0,14420.0,14424.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14464[14:Spt:14461.0,14420.1,14420.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.73 14465[15:Spt:14464.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 14466[15:MRR:101.1,14465.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14467[15:MRR:102.1,14465.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 14470[15:MRR:93.0,14465.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 14471[15:MRR:14423.1,14466.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.73 14472[15:MRR:14422.1,14467.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 14473[15:MRR:14421.1,14470.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.73 14474[16:Spt:14471.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14476[16:MRR:151.0,14474.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14477[16:MRR:167.1,14474.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14478[16:MRR:14473.0,14476.0] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14479[16:MRR:12.1,14478.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14484[16:MRR:14472.0,14477.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14489[16:MRR:14479.0,14484.0] || -> . % 3.51/3.73 14490[16:Spt:14489.0,14471.0,14474.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14491[16:Spt:14489.0,14471.1] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14492[16:MRR:11.0,14491.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 14493[16:MRR:14473.1,14492.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14495[16:MRR:152.1,14493.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14496[16:MRR:14472.0,14495.0] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14500[16:MRR:27.0,27.1,14496.0,14491.0] || -> . % 3.51/3.73 14501[15:Spt:14500.0,14464.0,14465.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 14502[15:Spt:14500.0,14464.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 14503[15:MRR:9.0,14502.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 14504[15:MRR:14421.2,14503.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 14505[15:MRR:18.1,14502.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14506[15:MRR:14422.2,14505.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 14509[15:MRR:17.1,14502.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 14510[15:MRR:14423.2,14509.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 14511[16:Spt:14504.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14512[16:MRR:151.1,14511.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14513[16:MRR:152.1,14511.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14515[16:MRR:14510.0,14512.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14517[16:MRR:111.1,14515.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 14520[16:MRR:14506.0,14513.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14524[16:MRR:14517.0,14520.0] || -> . % 3.51/3.73 14525[16:Spt:14524.0,14504.0,14511.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14526[16:Spt:14524.0,14504.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14527[16:MRR:95.1,14526.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14528[16:MRR:14510.1,14527.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 14529[16:MRR:167.1,14528.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14531[16:MRR:14506.0,14529.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14534[16:MRR:96.0,96.1,14531.0,14526.0] || -> . % 3.51/3.73 14535[13:Spt:14534.0,14413.0,14414.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 14536[13:Spt:14534.0,14413.1] || -> pigeon_6_in_hole_4*. % 3.51/3.73 14537[13:MRR:112.0,14536.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14538[13:MRR:115.0,14536.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 14539[13:MRR:97.0,14536.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 14541[13:MRR:103.0,14536.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 14542[13:MRR:14155.2,14541.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 14543[13:MRR:14156.2,14539.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.73 14544[13:MRR:14153.2,14538.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 14545[13:MRR:14154.2,14537.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.73 14546[14:Spt:14542.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 14547[14:MRR:158.1,14546.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14549[14:MRR:149.0,14546.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14550[14:MRR:157.1,14546.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14551[14:MRR:14544.0,14547.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.73 14552[14:MRR:14543.0,14549.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.73 14553[14:MRR:14545.0,14550.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.73 14554[15:Spt:14551.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14556[15:MRR:124.0,14554.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 14558[15:MRR:139.0,14554.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14559[15:MRR:14552.0,14556.0] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14561[15:MRR:11.1,14559.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 14565[15:MRR:14553.0,14558.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14570[15:MRR:14561.0,14565.0] || -> . % 3.51/3.73 14571[15:Spt:14570.0,14551.0,14554.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14572[15:Spt:14570.0,14551.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14573[15:MRR:12.0,14572.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 14574[15:MRR:14552.1,14573.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14577[15:MRR:123.1,14574.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14578[15:MRR:14553.0,14577.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14582[15:MRR:27.0,27.1,14572.0,14578.0] || -> . % 3.51/3.73 14583[14:Spt:14582.0,14542.0,14546.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14584[14:Spt:14582.0,14542.1,14542.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.73 14585[15:Spt:14584.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 14586[15:MRR:130.1,14585.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14587[15:MRR:121.0,14585.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14589[15:MRR:129.1,14585.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14590[15:MRR:14544.1,14586.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.51/3.73 14591[15:MRR:14543.1,14587.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.51/3.73 14592[15:MRR:14545.1,14589.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.51/3.73 14593[16:Spt:14590.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14594[16:MRR:152.0,14593.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14595[16:MRR:167.0,14593.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14597[16:MRR:14591.0,14594.0] || -> pigeon_1_in_hole_1*. % 3.51/3.73 14601[16:MRR:11.1,14597.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 14603[16:MRR:14592.0,14595.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14608[16:MRR:14601.0,14603.0] || -> . % 3.51/3.73 14609[16:Spt:14608.0,14590.0,14593.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14610[16:Spt:14608.0,14590.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 14611[16:MRR:12.0,14610.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 14612[16:MRR:14591.1,14611.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14614[16:MRR:151.1,14612.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14615[16:MRR:14592.0,14614.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 14616[16:MRR:27.0,27.1,14610.0,14615.0] || -> . % 3.51/3.73 14620[15:Spt:14616.0,14584.0,14585.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14621[15:Spt:14616.0,14584.1] || -> pigeon_2_in_hole_1*. % 3.51/3.73 14622[15:MRR:9.0,14621.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 14623[15:MRR:14543.2,14622.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.73 14624[15:MRR:17.1,14621.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 14625[15:MRR:14545.2,14624.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 14626[15:MRR:18.1,14621.0] || pigeon_5_in_hole_1* -> . % 3.51/3.73 14627[15:MRR:14544.2,14626.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 14630[16:Spt:14623.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 14631[16:MRR:152.1,14630.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 14632[16:MRR:151.1,14630.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14634[16:MRR:14627.0,14631.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14635[16:MRR:139.0,14634.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14638[16:MRR:14625.0,14632.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14641[16:MRR:14635.0,14638.0] || -> . % 3.51/3.73 14642[16:Spt:14641.0,14623.0,14630.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 14643[16:Spt:14641.0,14623.1] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14644[16:MRR:124.1,14643.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14645[16:MRR:14627.1,14644.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 14647[16:MRR:167.0,14645.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 14648[16:MRR:14625.0,14647.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14650[16:MRR:123.0,123.1,14648.0,14643.0] || -> . % 3.51/3.73 14651[6:Spt:14650.0,11923.0,11924.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.73 14652[6:Spt:14650.0,11923.1] || -> pigeon_7_in_hole_1*. % 3.51/3.73 14653[6:MRR:14.0,14652.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 14654[6:MRR:29.0,14652.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 14655[6:MRR:32.0,14652.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.73 14656[6:MRR:20.0,14652.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.73 14658[6:MRR:34.0,14652.0] || pigeon_6_in_hole_1*+ -> . % 3.51/3.73 14659[6:MRR:25.0,14652.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.73 14660[6:MRR:217.5,14659.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 14661[6:MRR:214.5,14658.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14662[6:MRR:216.5,14654.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14663[6:MRR:215.5,14655.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14664[6:MRR:218.5,14656.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14665[6:MRR:219.5,14653.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 14666[7:Spt:14660.0] || -> pigeon_3_in_hole_6*. % 3.51/3.73 14667[7:MRR:150.0,14666.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 14668[7:MRR:156.0,14666.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 14670[7:MRR:163.1,14666.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 14671[7:MRR:162.1,14666.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 14672[7:MRR:164.1,14666.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 14673[7:MRR:14665.0,14667.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 14674[7:MRR:14664.0,14668.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14675[7:MRR:14663.0,14670.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14676[7:MRR:14662.0,14671.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14677[7:MRR:14661.0,14672.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14678[8:Spt:14673.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 14679[8:MRR:124.1,14678.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14680[8:MRR:123.1,14678.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14682[8:MRR:121.1,14678.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14683[8:MRR:125.1,14678.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 14685[8:MRR:14675.0,14679.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14686[8:MRR:14676.0,14680.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14687[8:MRR:14674.0,14682.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14688[8:MRR:14677.0,14683.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14689[9:Spt:14685.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 14690[9:MRR:111.0,14689.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14691[9:MRR:115.1,14689.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 14694[9:MRR:102.0,14689.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 14696[9:MRR:14686.0,14690.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14697[9:MRR:14688.0,14691.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14698[9:MRR:14687.0,14694.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14699[10:Spt:14696.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14703[10:MRR:73.0,14699.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 14705[10:MRR:84.1,14699.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 14706[10:MRR:14698.0,14703.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14708[10:MRR:47.1,14706.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 14713[10:MRR:14697.0,14705.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 14719[10:MRR:14708.0,14713.0] || -> . % 3.51/3.73 14720[10:Spt:14719.0,14696.0,14699.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14721[10:Spt:14719.0,14696.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 14722[10:MRR:45.0,14721.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14723[10:MRR:14698.1,14722.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14728[10:MRR:75.1,14723.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 14729[10:MRR:14697.0,14728.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 14732[10:MRR:56.0,56.1,14729.0,14721.0] || -> . % 3.51/3.73 14735[9:Spt:14732.0,14685.0,14689.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 14736[9:Spt:14732.0,14685.1,14685.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14737[10:Spt:14736.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14738[10:MRR:83.0,14737.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 14739[10:MRR:74.0,14737.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 14743[10:MRR:87.1,14737.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 14744[10:MRR:14686.1,14738.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 14745[10:MRR:14687.1,14739.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 14746[10:MRR:14688.1,14743.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 14747[11:Spt:14744.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14748[11:MRR:112.1,14747.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 14751[11:MRR:101.0,14747.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14753[11:MRR:14746.0,14748.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 14754[11:MRR:47.0,14753.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14760[11:MRR:14745.0,14751.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14766[11:MRR:14754.0,14760.0] || -> . % 3.51/3.73 14767[11:Spt:14766.0,14744.0,14747.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14768[11:Spt:14766.0,14744.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 14769[11:MRR:56.1,14768.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 14770[11:MRR:14746.1,14769.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 14773[11:MRR:103.0,14770.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14775[11:MRR:14745.0,14773.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14780[11:MRR:45.0,45.1,14768.0,14775.0] || -> . % 3.51/3.73 14781[10:Spt:14780.0,14736.0,14737.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 14782[10:Spt:14780.0,14736.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 14783[10:MRR:59.1,14782.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 14784[10:MRR:14688.2,14783.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 14785[10:MRR:46.0,14782.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14786[10:MRR:14687.2,14785.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 14789[10:MRR:55.0,14782.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 14790[10:MRR:14686.2,14789.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 14792[11:Spt:14784.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 14793[11:MRR:112.0,14792.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 14795[11:MRR:103.0,14792.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14798[11:MRR:14790.0,14793.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14801[11:MRR:73.0,14798.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 14804[11:MRR:14786.0,14795.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14809[11:MRR:14801.0,14804.0] || -> . % 3.51/3.73 14810[11:Spt:14809.0,14784.0,14792.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 14811[11:Spt:14809.0,14784.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 14812[11:MRR:84.0,14811.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14813[11:MRR:14790.1,14812.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14815[11:MRR:101.0,14813.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14818[11:MRR:14786.0,14815.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14822[11:MRR:75.0,75.1,14811.0,14818.0] || -> . % 3.51/3.73 14823[8:Spt:14822.0,14673.0,14678.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 14824[8:Spt:14822.0,14673.1,14673.2,14673.3] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 14825[9:Spt:14824.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 14826[9:MRR:97.1,14825.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 14827[9:MRR:95.1,14825.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 14829[9:MRR:93.1,14825.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 14831[9:MRR:96.1,14825.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 14832[9:MRR:14677.1,14826.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14833[9:MRR:14676.1,14827.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14834[9:MRR:14674.1,14829.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14835[9:MRR:14675.1,14831.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14836[10:Spt:14832.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 14837[10:MRR:143.0,14836.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 14838[10:MRR:140.0,14836.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14840[10:MRR:131.0,14836.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14842[10:MRR:14835.0,14837.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 14843[10:MRR:14833.0,14838.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 14844[10:MRR:14834.0,14840.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 14845[11:Spt:14842.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14850[11:MRR:74.0,14845.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 14851[11:MRR:83.0,14845.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14852[11:MRR:14844.0,14850.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14858[11:MRR:45.1,14852.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 14859[11:MRR:14843.0,14851.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 14865[11:MRR:14858.0,14859.0] || -> . % 3.51/3.73 14866[11:Spt:14865.0,14842.0,14845.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 14867[11:Spt:14865.0,14842.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 14868[11:MRR:46.0,14867.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14869[11:MRR:14844.1,14868.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14874[11:MRR:73.1,14869.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 14875[11:MRR:14843.0,14874.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 14877[11:MRR:55.0,55.1,14867.0,14875.0] || -> . % 3.51/3.73 14881[10:Spt:14877.0,14832.0,14836.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 14882[10:Spt:14877.0,14832.1,14832.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 14883[11:Spt:14882.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 14884[11:MRR:87.0,14883.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 14885[11:MRR:75.0,14883.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 14886[11:MRR:84.0,14883.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 14890[11:MRR:14835.1,14884.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 14891[11:MRR:14834.1,14885.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 14892[11:MRR:14833.1,14886.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.73 14893[12:Spt:14890.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14895[12:MRR:139.0,14893.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14896[12:MRR:130.0,14893.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14898[12:MRR:14892.0,14895.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 14899[12:MRR:45.0,14898.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14905[12:MRR:14891.0,14896.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14911[12:MRR:14899.0,14905.0] || -> . % 3.51/3.73 14912[12:Spt:14911.0,14890.0,14893.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14913[12:Spt:14911.0,14890.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 14914[12:MRR:55.0,14913.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 14915[12:MRR:14892.1,14914.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14917[12:MRR:129.0,14915.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14919[12:MRR:14891.0,14917.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 14924[12:MRR:46.0,46.1,14913.0,14919.0] || -> . % 3.51/3.73 14925[11:Spt:14924.0,14882.0,14883.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 14926[11:Spt:14924.0,14882.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 14927[11:MRR:56.0,14926.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 14928[11:MRR:14833.2,14927.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 14929[11:MRR:47.0,14926.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 14930[11:MRR:14834.2,14929.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 14932[11:MRR:59.0,14926.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 14933[11:MRR:14835.2,14932.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 14936[12:Spt:14928.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 14937[12:MRR:139.1,14936.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 14939[12:MRR:129.0,14936.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14941[12:MRR:14933.0,14937.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 14943[12:MRR:74.0,14941.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 14947[12:MRR:14930.0,14939.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14952[12:MRR:14943.0,14947.0] || -> . % 3.51/3.73 14953[12:Spt:14952.0,14928.0,14936.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 14954[12:Spt:14952.0,14928.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 14955[12:MRR:83.1,14954.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 14956[12:MRR:14933.1,14955.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14958[12:MRR:130.0,14956.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 14960[12:MRR:14930.0,14958.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 14964[12:MRR:73.0,73.1,14954.0,14960.0] || -> . % 3.51/3.73 14965[9:Spt:14964.0,14824.0,14825.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 14966[9:Spt:14964.0,14824.1,14824.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 14967[10:Spt:14966.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 14968[10:MRR:68.1,14967.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 14969[10:MRR:65.1,14967.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 14970[10:MRR:67.1,14967.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 14973[10:MRR:69.1,14967.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 14974[10:MRR:14675.2,14968.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 14975[10:MRR:14674.2,14969.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 14976[10:MRR:14676.2,14970.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 14977[10:MRR:14677.2,14973.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 14978[11:Spt:14974.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 14979[11:MRR:139.0,14978.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 14981[11:MRR:130.0,14978.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 14983[11:MRR:143.1,14978.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 14984[11:MRR:14976.0,14979.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 14985[11:MRR:14975.0,14981.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 14986[11:MRR:14977.0,14983.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 14987[12:Spt:14984.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 14988[12:MRR:112.1,14987.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 14990[12:MRR:101.0,14987.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 14993[12:MRR:14986.0,14988.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 14995[12:MRR:47.0,14993.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 15000[12:MRR:14985.0,14990.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15006[12:MRR:14995.0,15000.0] || -> . % 3.51/3.73 15007[12:Spt:15006.0,14984.0,14987.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15008[12:Spt:15006.0,14984.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15009[12:MRR:56.1,15008.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15010[12:MRR:14986.1,15009.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15012[12:MRR:103.0,15010.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 15015[12:MRR:14985.0,15012.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15020[12:MRR:45.0,45.1,15008.0,15015.0] || -> . % 3.51/3.73 15021[11:Spt:15020.0,14974.0,14978.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 15022[11:Spt:15020.0,14974.1,14974.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 15023[12:Spt:15022.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15024[12:MRR:111.0,15023.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15025[12:MRR:115.1,15023.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15027[12:MRR:102.0,15023.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 15029[12:MRR:14976.1,15024.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.73 15030[12:MRR:14977.1,15025.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 15031[12:MRR:14975.1,15027.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 15032[13:Spt:15029.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 15034[13:MRR:129.0,15032.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 15036[13:MRR:140.1,15032.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15037[13:MRR:15031.0,15034.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15038[13:MRR:47.1,15037.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15044[13:MRR:15030.0,15036.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15050[13:MRR:15038.0,15044.0] || -> . % 3.51/3.73 15051[13:Spt:15050.0,15029.0,15032.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15052[13:Spt:15050.0,15029.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15053[13:MRR:45.0,15052.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 15054[13:MRR:15031.1,15053.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15057[13:MRR:131.1,15054.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15058[13:MRR:15030.0,15057.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15063[13:MRR:56.0,56.1,15058.0,15052.0] || -> . % 3.51/3.73 15064[12:Spt:15063.0,15022.0,15023.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15065[12:Spt:15063.0,15022.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15066[12:MRR:46.0,15065.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 15067[12:MRR:14975.2,15066.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 15068[12:MRR:59.1,15065.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15069[12:MRR:14977.2,15068.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 15070[12:MRR:55.0,15065.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15071[12:MRR:14976.2,15070.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 15075[13:Spt:15067.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15076[13:MRR:129.1,15075.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15077[13:MRR:131.1,15075.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15080[13:MRR:15071.0,15076.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15084[13:MRR:112.1,15080.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 15085[13:MRR:15069.0,15077.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15089[13:MRR:15084.0,15085.0] || -> . % 3.51/3.73 15090[13:Spt:15089.0,15067.0,15075.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 15091[13:Spt:15089.0,15067.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 15092[13:MRR:101.1,15091.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15093[13:MRR:15071.1,15092.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 15094[13:MRR:140.1,15093.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15097[13:MRR:15069.0,15094.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15099[13:MRR:103.0,103.1,15097.0,15091.0] || -> . % 3.51/3.73 15101[10:Spt:15099.0,14966.0,14967.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 15102[10:Spt:15099.0,14966.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15103[10:MRR:37.1,15102.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 15104[10:MRR:41.1,15102.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 15105[10:MRR:40.1,15102.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 15106[10:MRR:39.1,15102.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 15109[10:MRR:14675.3,15105.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 15110[10:MRR:14674.3,15103.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 15111[10:MRR:14676.3,15106.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 15112[10:MRR:14677.3,15104.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 15113[11:Spt:15109.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 15114[11:MRR:143.1,15113.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 15116[11:MRR:130.0,15113.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 15118[11:MRR:139.0,15113.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 15119[11:MRR:15112.0,15114.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 15120[11:MRR:15110.0,15116.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 15121[11:MRR:15111.0,15118.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 15122[12:Spt:15119.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15123[12:MRR:112.0,15122.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15125[12:MRR:103.0,15122.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 15128[12:MRR:15121.0,15123.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15130[12:MRR:73.0,15128.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 15134[12:MRR:15120.0,15125.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 15139[12:MRR:15130.0,15134.0] || -> . % 3.51/3.73 15140[12:Spt:15139.0,15119.0,15122.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 15141[12:Spt:15139.0,15119.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15142[12:MRR:84.0,15141.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15143[12:MRR:15121.1,15142.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15144[12:MRR:101.0,15143.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 15148[12:MRR:15120.0,15144.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 15149[12:MRR:75.0,75.1,15141.0,15148.0] || -> . % 3.51/3.73 15153[11:Spt:15149.0,15109.0,15113.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 15154[11:Spt:15149.0,15109.1,15109.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 15155[12:Spt:15154.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15156[12:MRR:115.1,15155.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15157[12:MRR:111.0,15155.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15159[12:MRR:102.0,15155.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 15161[12:MRR:15112.1,15156.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 15162[12:MRR:15111.1,15157.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 15163[12:MRR:15110.1,15159.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 15164[13:Spt:15161.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 15165[13:MRR:131.0,15164.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 15166[13:MRR:140.0,15164.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15169[13:MRR:15163.0,15165.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 15170[13:MRR:73.1,15169.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15175[13:MRR:15162.0,15166.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15180[13:MRR:15170.0,15175.0] || -> . % 3.51/3.73 15181[13:Spt:15180.0,15161.0,15164.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15182[13:Spt:15180.0,15161.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15183[13:MRR:75.0,15182.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 15184[13:MRR:15163.1,15183.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15187[13:MRR:129.1,15184.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15188[13:MRR:15162.0,15187.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15192[13:MRR:84.0,84.1,15182.0,15188.0] || -> . % 3.51/3.73 15193[12:Spt:15192.0,15154.0,15155.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15194[12:Spt:15192.0,15154.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15195[12:MRR:74.0,15194.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 15196[12:MRR:15110.2,15195.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 15197[12:MRR:83.0,15194.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15198[12:MRR:15111.2,15197.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 15199[12:MRR:87.1,15194.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 15200[12:MRR:15112.2,15199.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 15203[13:Spt:15196.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15204[13:MRR:131.1,15203.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15205[13:MRR:129.1,15203.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15208[13:MRR:15200.0,15204.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15212[13:MRR:112.0,15208.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15213[13:MRR:15198.0,15205.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15217[13:MRR:15212.0,15213.0] || -> . % 3.51/3.73 15218[13:Spt:15217.0,15196.0,15203.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 15219[13:Spt:15217.0,15196.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 15220[13:MRR:103.1,15219.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 15221[13:MRR:15200.1,15220.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 15224[13:MRR:140.0,15221.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15225[13:MRR:15198.0,15224.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15226[13:MRR:101.0,101.1,15225.0,15219.0] || -> . % 3.51/3.73 15229[7:Spt:15226.0,14660.0,14666.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.73 15230[7:Spt:15226.0,14660.1,14660.2,14660.3,14660.4] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 15231[8:Spt:15230.0] || -> pigeon_3_in_hole_5*. % 3.51/3.73 15232[8:MRR:128.0,15231.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 15233[8:MRR:136.1,15231.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 15234[8:MRR:134.1,15231.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 15236[8:MRR:135.1,15231.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 15237[8:MRR:122.0,15231.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 15238[8:MRR:14664.1,15232.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15239[8:MRR:14661.1,15233.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15240[8:MRR:14662.1,15234.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15241[8:MRR:14663.1,15236.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15242[8:MRR:14665.1,15237.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15243[9:Spt:15238.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 15244[9:MRR:103.1,15243.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15245[9:MRR:101.1,15243.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15248[9:MRR:102.1,15243.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15249[9:MRR:93.0,15243.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 15250[9:MRR:15239.1,15244.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15251[9:MRR:15240.1,15245.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15252[9:MRR:15241.1,15248.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15253[9:MRR:15242.1,15249.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15254[10:Spt:15250.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15256[10:MRR:84.0,15254.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 15257[10:MRR:87.0,15254.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15260[10:MRR:69.0,15254.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 15261[10:MRR:15251.1,15256.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.73 15262[10:MRR:15252.1,15257.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.73 15263[10:MRR:15253.1,15260.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.73 15264[11:Spt:15261.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15267[11:MRR:55.1,15264.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15268[11:MRR:39.0,15264.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15271[11:MRR:15262.1,15267.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 15272[11:MRR:152.0,15271.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15277[11:MRR:15263.1,15268.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15282[11:MRR:15272.0,15277.0] || -> . % 3.51/3.73 15283[11:Spt:15282.0,15261.1,15264.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15284[11:Spt:15282.0,15261.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 15285[11:MRR:167.1,15284.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15286[11:MRR:15262.0,15285.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15289[11:MRR:40.0,15286.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15292[11:MRR:15263.1,15289.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15295[11:MRR:151.0,151.1,15284.0,15292.0] || -> . % 3.51/3.73 15297[10:Spt:15295.0,15250.1,15254.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 15298[10:Spt:15295.0,15250.0,15250.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.73 15299[11:Spt:15298.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 15300[11:MRR:171.0,15299.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15301[11:MRR:153.0,15299.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 15304[11:MRR:168.0,15299.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15305[11:MRR:15252.0,15300.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15306[11:MRR:15253.0,15301.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15307[11:MRR:15251.0,15304.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15308[12:Spt:15305.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15310[12:MRR:83.0,15308.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15313[12:MRR:68.0,15308.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15314[12:MRR:15307.0,15310.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15317[12:MRR:39.0,15314.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15321[12:MRR:15306.0,15313.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15327[12:MRR:15317.0,15321.0] || -> . % 3.51/3.73 15328[12:Spt:15327.0,15305.0,15308.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15329[12:Spt:15327.0,15305.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15330[12:MRR:55.0,15329.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15331[12:MRR:15307.1,15330.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15335[12:MRR:67.0,15331.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15336[12:MRR:15306.0,15335.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15341[12:MRR:40.0,40.1,15329.0,15336.0] || -> . % 3.51/3.73 15342[11:Spt:15341.0,15298.0,15299.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15343[11:Spt:15341.0,15298.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15344[11:MRR:56.0,15343.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 15345[11:MRR:15251.2,15344.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 15346[11:MRR:41.0,15343.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15347[11:MRR:15253.2,15346.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.73 15350[11:MRR:59.0,15343.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15351[11:MRR:15252.2,15350.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 15353[12:Spt:15345.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 15354[12:MRR:167.1,15353.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15355[12:MRR:151.0,15353.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15358[12:MRR:15351.0,15354.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15359[12:MRR:68.0,15358.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15364[12:MRR:15347.0,15355.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15369[12:MRR:15359.0,15364.0] || -> . % 3.51/3.73 15370[12:Spt:15369.0,15345.0,15353.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15371[12:Spt:15369.0,15345.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15372[12:MRR:83.1,15371.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15373[12:MRR:15351.1,15372.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 15376[12:MRR:152.0,15373.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15377[12:MRR:15347.0,15376.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15381[12:MRR:67.0,67.1,15371.0,15377.0] || -> . % 3.51/3.73 15382[9:Spt:15381.0,15238.1,15243.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 15383[9:Spt:15381.0,15238.0,15238.2,15238.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15384[10:Spt:15383.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 15385[10:MRR:157.1,15384.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15386[10:MRR:158.1,15384.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15387[10:MRR:149.0,15384.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 15389[10:MRR:159.1,15384.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15390[10:MRR:15240.0,15385.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15391[10:MRR:15241.0,15386.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15392[10:MRR:15242.0,15387.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15393[10:MRR:15239.0,15389.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15394[11:Spt:15390.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15395[11:MRR:112.1,15394.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15398[11:MRR:111.1,15394.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15399[11:MRR:95.0,15394.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 15400[11:MRR:15393.0,15395.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15401[11:MRR:15391.0,15398.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15402[11:MRR:15392.0,15399.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15403[12:Spt:15400.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15404[12:MRR:69.0,15403.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15407[12:MRR:87.0,15403.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15410[12:MRR:15402.0,15404.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15416[12:MRR:40.1,15410.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15417[12:MRR:15401.0,15407.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15423[12:MRR:15416.0,15417.0] || -> . % 3.51/3.73 15424[12:Spt:15423.0,15400.0,15403.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 15425[12:Spt:15423.0,15400.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15426[12:MRR:41.0,15425.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15427[12:MRR:15402.1,15426.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15428[12:MRR:68.1,15427.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15433[12:MRR:15401.0,15428.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15435[12:MRR:59.0,59.1,15425.0,15433.0] || -> . % 3.51/3.73 15439[11:Spt:15435.0,15390.0,15394.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15440[11:Spt:15435.0,15390.1,15390.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15441[12:Spt:15440.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15442[12:MRR:84.1,15441.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 15443[12:MRR:67.0,15441.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 15446[12:MRR:83.1,15441.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15448[12:MRR:15393.1,15442.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 15449[12:MRR:15392.1,15443.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 15450[12:MRR:15391.1,15446.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 15451[13:Spt:15448.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15454[13:MRR:115.0,15451.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15455[13:MRR:97.0,15451.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15456[13:MRR:15450.0,15454.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15457[13:MRR:40.0,15456.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15463[13:MRR:15449.0,15455.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15469[13:MRR:15457.0,15463.0] || -> . % 3.51/3.73 15470[13:Spt:15469.0,15448.0,15451.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 15471[13:Spt:15469.0,15448.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15472[13:MRR:59.0,15471.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15473[13:MRR:15450.1,15472.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15476[13:MRR:96.0,15473.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15477[13:MRR:15449.0,15476.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15482[13:MRR:41.0,41.1,15471.0,15477.0] || -> . % 3.51/3.73 15483[12:Spt:15482.0,15440.0,15441.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 15484[12:Spt:15482.0,15440.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15485[12:MRR:55.1,15484.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 15486[12:MRR:15391.2,15485.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 15487[12:MRR:39.0,15484.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15488[12:MRR:15392.2,15487.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 15490[12:MRR:56.1,15484.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15491[12:MRR:15393.2,15490.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 15494[13:Spt:15486.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15495[13:MRR:115.1,15494.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 15496[13:MRR:96.0,15494.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15499[13:MRR:15491.0,15495.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15504[13:MRR:69.0,15499.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15505[13:MRR:15488.0,15496.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15510[13:MRR:15504.0,15505.0] || -> . % 3.51/3.73 15511[13:Spt:15510.0,15486.0,15494.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15512[13:Spt:15510.0,15486.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15513[13:MRR:87.1,15512.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 15514[13:MRR:15491.1,15513.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15515[13:MRR:97.0,15514.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15518[13:MRR:15488.0,15515.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15519[13:MRR:68.0,68.1,15512.0,15518.0] || -> . % 3.51/3.73 15523[10:Spt:15519.0,15383.0,15384.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 15524[10:Spt:15519.0,15383.1,15383.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15525[11:Spt:15524.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 15526[11:MRR:75.1,15525.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 15527[11:MRR:65.0,15525.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 15530[11:MRR:74.1,15525.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15531[11:MRR:73.1,15525.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 15532[11:MRR:15239.2,15526.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 15533[11:MRR:15242.2,15527.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 15534[11:MRR:15241.2,15530.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 15535[11:MRR:15240.2,15531.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 15536[12:Spt:15532.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 15537[12:MRR:168.0,15536.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15538[12:MRR:171.0,15536.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15539[12:MRR:153.0,15536.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 15541[12:MRR:15535.0,15537.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 15542[12:MRR:15534.0,15538.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 15543[12:MRR:15533.0,15539.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 15544[13:Spt:15541.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15545[13:MRR:95.0,15544.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15546[13:MRR:111.1,15544.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15550[13:MRR:15543.0,15545.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15551[13:MRR:40.1,15550.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15557[13:MRR:15542.0,15546.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15563[13:MRR:15551.0,15557.0] || -> . % 3.51/3.73 15564[13:Spt:15563.0,15541.0,15544.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15565[13:Spt:15563.0,15541.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15566[13:MRR:39.0,15565.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15567[13:MRR:15543.1,15566.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 15568[13:MRR:96.1,15567.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15572[13:MRR:15542.0,15568.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15577[13:MRR:55.0,55.1,15572.0,15565.0] || -> . % 3.51/3.73 15578[12:Spt:15577.0,15532.0,15536.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15579[12:Spt:15577.0,15532.1,15532.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 15580[13:Spt:15579.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15581[13:MRR:112.0,15580.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15582[13:MRR:97.0,15580.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 15583[13:MRR:115.0,15580.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15586[13:MRR:15535.1,15581.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.73 15587[13:MRR:15533.1,15582.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.73 15588[13:MRR:15534.1,15583.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.73 15589[14:Spt:15586.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 15591[14:MRR:151.0,15589.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15592[14:MRR:167.1,15589.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15593[14:MRR:15587.0,15591.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 15599[14:MRR:40.1,15593.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15600[14:MRR:15588.0,15592.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15606[14:MRR:15599.0,15600.0] || -> . % 3.51/3.73 15607[14:Spt:15606.0,15586.0,15589.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15608[14:Spt:15606.0,15586.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15609[14:MRR:39.0,15608.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 15610[14:MRR:15587.1,15609.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15612[14:MRR:152.1,15610.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15613[14:MRR:15588.0,15612.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15614[14:MRR:55.0,55.1,15613.0,15608.0] || -> . % 3.51/3.73 15619[13:Spt:15614.0,15579.0,15580.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15620[13:Spt:15614.0,15579.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15621[13:MRR:41.0,15620.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 15622[13:MRR:15533.2,15621.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 15623[13:MRR:59.0,15620.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 15624[13:MRR:15534.2,15623.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 15625[13:MRR:56.0,15620.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15626[13:MRR:15535.2,15625.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 15630[14:Spt:15622.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15631[14:MRR:151.1,15630.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15632[14:MRR:152.1,15630.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15634[14:MRR:15626.0,15631.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15637[14:MRR:111.1,15634.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15639[14:MRR:15624.0,15632.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15643[14:MRR:15637.0,15639.0] || -> . % 3.51/3.73 15644[14:Spt:15643.0,15622.0,15630.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15645[14:Spt:15643.0,15622.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 15646[14:MRR:95.1,15645.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15647[14:MRR:15626.1,15646.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 15648[14:MRR:167.1,15647.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15650[14:MRR:15624.0,15648.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15653[14:MRR:96.0,96.1,15650.0,15645.0] || -> . % 3.51/3.73 15654[11:Spt:15653.0,15524.0,15525.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 15655[11:Spt:15653.0,15524.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15656[11:MRR:37.0,15655.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 15657[11:MRR:46.1,15655.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 15658[11:MRR:45.1,15655.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 15659[11:MRR:47.1,15655.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 15662[11:MRR:15239.3,15659.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 15663[11:MRR:15242.3,15656.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 15664[11:MRR:15241.3,15657.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 15665[11:MRR:15240.3,15658.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 15666[12:Spt:15662.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 15668[12:MRR:153.0,15666.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 15669[12:MRR:171.0,15666.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15670[12:MRR:168.0,15666.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15671[12:MRR:15663.0,15668.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 15672[12:MRR:15664.0,15669.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 15673[12:MRR:15665.0,15670.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 15674[13:Spt:15671.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 15675[13:MRR:95.1,15674.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15676[13:MRR:96.1,15674.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15680[13:MRR:15673.0,15675.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15685[13:MRR:83.1,15680.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15686[13:MRR:15672.0,15676.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15691[13:MRR:15685.0,15686.0] || -> . % 3.51/3.73 15692[13:Spt:15691.0,15671.0,15674.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15693[13:Spt:15691.0,15671.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15694[13:MRR:67.1,15693.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15695[13:MRR:15673.1,15694.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15696[13:MRR:111.1,15695.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 15700[13:MRR:15672.0,15696.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15703[13:MRR:68.0,68.1,15700.0,15693.0] || -> . % 3.51/3.73 15705[12:Spt:15703.0,15662.0,15666.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15706[12:Spt:15703.0,15662.1,15662.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 15707[13:Spt:15706.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 15708[13:MRR:97.0,15707.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 15709[13:MRR:112.0,15707.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15710[13:MRR:115.0,15707.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15713[13:MRR:15663.1,15708.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.73 15714[13:MRR:15665.1,15709.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 15715[13:MRR:15664.1,15710.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 15716[14:Spt:15713.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15718[14:MRR:152.1,15716.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15719[14:MRR:151.1,15716.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15720[14:MRR:15715.0,15718.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15721[14:MRR:83.0,15720.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15726[14:MRR:15714.0,15719.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15731[14:MRR:15721.0,15726.0] || -> . % 3.51/3.73 15732[14:Spt:15731.0,15713.0,15716.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15733[14:Spt:15731.0,15713.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15734[14:MRR:68.1,15733.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15735[14:MRR:15715.1,15734.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 15737[14:MRR:167.0,15735.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15738[14:MRR:15714.0,15737.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 15742[14:MRR:67.0,67.1,15738.0,15733.0] || -> . % 3.51/3.73 15743[13:Spt:15742.0,15706.0,15707.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15744[13:Spt:15742.0,15706.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15745[13:MRR:87.0,15744.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15746[13:MRR:15664.2,15745.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 15747[13:MRR:84.0,15744.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15748[13:MRR:15665.2,15747.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.51/3.73 15751[13:MRR:69.0,15744.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 15752[13:MRR:15663.2,15751.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 15753[14:Spt:15746.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 15754[14:MRR:152.0,15753.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 15755[14:MRR:167.0,15753.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15757[14:MRR:15752.0,15754.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 15761[14:MRR:95.1,15757.0] || pigeon_4_in_hole_4* -> . % 3.51/3.73 15762[14:MRR:15748.0,15755.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15766[14:MRR:15761.0,15762.0] || -> . % 3.51/3.73 15767[14:Spt:15766.0,15746.0,15753.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 15768[14:Spt:15766.0,15746.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 15769[14:MRR:96.0,15768.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 15770[14:MRR:15752.1,15769.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15771[14:MRR:151.1,15770.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15773[14:MRR:15748.0,15771.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 15774[14:MRR:111.0,111.1,15768.0,15773.0] || -> . % 3.51/3.73 15777[8:Spt:15774.0,15230.0,15231.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.73 15778[8:Spt:15774.0,15230.1,15230.2,15230.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 15779[9:Spt:15778.0] || -> pigeon_3_in_hole_4*. % 3.51/3.73 15780[9:MRR:94.0,15779.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 15781[9:MRR:106.1,15779.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 15782[9:MRR:107.1,15779.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 15784[9:MRR:108.1,15779.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 15785[9:MRR:100.0,15779.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 15786[9:MRR:14665.2,15780.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 15787[9:MRR:14662.2,15781.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15788[9:MRR:14663.2,15782.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15789[9:MRR:14661.2,15784.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15790[9:MRR:14664.2,15785.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15791[10:Spt:15786.2] || -> pigeon_1_in_hole_3*. % 3.51/3.73 15792[10:MRR:68.1,15791.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15793[10:MRR:67.1,15791.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 15796[10:MRR:69.1,15791.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 15797[10:MRR:65.1,15791.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 15798[10:MRR:15788.2,15792.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 15799[10:MRR:15787.2,15793.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.73 15800[10:MRR:15789.2,15796.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 15801[10:MRR:15790.2,15797.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 15802[11:Spt:15798.2] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15804[11:MRR:46.0,15802.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 15805[11:MRR:59.1,15802.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 15806[11:MRR:55.0,15802.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 15809[11:MRR:15801.2,15804.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 15810[11:MRR:15800.2,15805.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.73 15811[11:MRR:15799.2,15806.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 15812[12:Spt:15809.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 15813[12:MRR:159.1,15812.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 15817[12:MRR:157.1,15812.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15818[12:MRR:15810.0,15813.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 15820[12:MRR:140.0,15818.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15824[12:MRR:15811.0,15817.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 15829[12:MRR:15820.0,15824.0] || -> . % 3.51/3.73 15830[12:Spt:15829.0,15809.0,15812.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 15831[12:Spt:15829.0,15809.1] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15832[12:MRR:131.1,15831.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15833[12:MRR:15810.1,15832.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 15834[12:MRR:168.0,15833.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15838[12:MRR:15811.0,15834.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 15842[12:MRR:129.0,129.1,15838.0,15831.0] || -> . % 3.51/3.73 15843[11:Spt:15842.0,15798.2,15802.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 15844[11:Spt:15842.0,15798.0,15798.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 15845[12:Spt:15844.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 15846[12:MRR:158.0,15845.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 15847[12:MRR:171.1,15845.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15850[12:MRR:167.0,15845.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15851[12:MRR:15801.0,15846.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 15852[12:MRR:15800.0,15847.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 15853[12:MRR:15799.0,15850.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.73 15854[13:Spt:15851.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15855[13:MRR:131.1,15854.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15856[13:MRR:129.1,15854.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15860[13:MRR:15852.0,15855.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15863[13:MRR:56.0,15860.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15866[13:MRR:15853.0,15856.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15871[13:MRR:15863.0,15866.0] || -> . % 3.51/3.73 15872[13:Spt:15871.0,15851.0,15854.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 15873[13:Spt:15871.0,15851.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15874[13:MRR:47.1,15873.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15875[13:MRR:15852.1,15874.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 15879[13:MRR:140.0,15875.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15880[13:MRR:15853.0,15879.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15883[13:MRR:45.0,45.1,15880.0,15873.0] || -> . % 3.51/3.73 15885[12:Spt:15883.0,15844.0,15845.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15886[12:Spt:15883.0,15844.1] || -> pigeon_5_in_hole_5*. % 3.51/3.73 15887[12:MRR:130.0,15886.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 15888[12:MRR:15801.1,15887.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.73 15889[12:MRR:143.1,15886.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15890[12:MRR:15800.1,15889.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.51/3.73 15891[12:MRR:139.0,15886.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15892[12:MRR:15799.1,15891.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.73 15895[13:Spt:15888.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 15896[13:MRR:157.1,15895.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 15899[13:MRR:159.1,15895.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 15900[13:MRR:15892.0,15896.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15901[13:MRR:56.1,15900.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15906[13:MRR:15890.0,15899.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15911[13:MRR:15901.0,15906.0] || -> . % 3.51/3.73 15912[13:Spt:15911.0,15888.0,15895.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 15913[13:Spt:15911.0,15888.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 15914[13:MRR:45.1,15913.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15915[13:MRR:15892.1,15914.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 15916[13:MRR:168.1,15915.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 15919[13:MRR:15890.0,15916.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15923[13:MRR:47.0,47.1,15919.0,15913.0] || -> . % 3.51/3.73 15924[10:Spt:15923.0,15786.2,15791.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 15925[10:Spt:15923.0,15786.0,15786.1,15786.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.73 15926[11:Spt:15925.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 15927[11:MRR:149.1,15926.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 15928[11:MRR:151.1,15926.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 15929[11:MRR:153.1,15926.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 15931[11:MRR:152.1,15926.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 15932[11:MRR:15790.0,15927.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15933[11:MRR:15787.0,15928.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15934[11:MRR:15789.0,15929.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15935[11:MRR:15788.0,15931.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15936[12:Spt:15932.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 15937[12:MRR:130.1,15936.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 15940[12:MRR:129.1,15936.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 15941[12:MRR:131.1,15936.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 15942[12:MRR:15935.0,15937.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 15943[12:MRR:15933.0,15940.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 15944[12:MRR:15934.0,15941.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 15945[13:Spt:15942.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 15946[13:MRR:87.1,15945.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 15949[13:MRR:83.0,15945.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15951[13:MRR:15944.0,15946.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 15952[13:MRR:56.0,15951.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 15958[13:MRR:15943.0,15949.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15964[13:MRR:15952.0,15958.0] || -> . % 3.51/3.73 15965[13:Spt:15964.0,15942.0,15945.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 15966[13:Spt:15964.0,15942.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 15967[13:MRR:59.1,15966.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 15968[13:MRR:15944.1,15967.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 15969[13:MRR:84.0,15968.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 15973[13:MRR:15943.0,15969.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 15974[13:MRR:55.0,55.1,15966.0,15973.0] || -> . % 3.51/3.73 15979[12:Spt:15974.0,15932.0,15936.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 15980[12:Spt:15974.0,15932.1,15932.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 15981[13:Spt:15980.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 15982[13:MRR:74.1,15981.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 15983[13:MRR:75.1,15981.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 15986[13:MRR:73.1,15981.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 15987[13:MRR:15935.1,15982.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 15988[13:MRR:15934.1,15983.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 15989[13:MRR:15933.1,15986.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.73 15990[14:Spt:15987.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 15991[14:MRR:143.1,15990.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 15992[14:MRR:139.0,15990.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 15995[14:MRR:15988.0,15991.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16001[14:MRR:56.0,15995.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 16002[14:MRR:15989.0,15992.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 16008[14:MRR:16001.0,16002.0] || -> . % 3.51/3.73 16009[14:Spt:16008.0,15987.0,15990.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16010[14:Spt:16008.0,15987.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16011[14:MRR:59.1,16010.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 16012[14:MRR:15988.1,16011.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16015[14:MRR:140.0,16012.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 16016[14:MRR:15989.0,16015.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 16021[14:MRR:55.0,55.1,16010.0,16016.0] || -> . % 3.51/3.73 16022[13:Spt:16021.0,15980.0,15981.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 16023[13:Spt:16021.0,15980.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16024[13:MRR:47.1,16023.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 16025[13:MRR:15934.2,16024.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 16026[13:MRR:45.1,16023.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 16027[13:MRR:15933.2,16026.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 16028[13:MRR:46.1,16023.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16029[13:MRR:15935.2,16028.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 16033[14:Spt:16025.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16034[14:MRR:143.0,16033.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16035[14:MRR:140.0,16033.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 16038[14:MRR:16029.0,16034.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16039[14:MRR:83.0,16038.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 16043[14:MRR:16027.0,16035.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16047[14:MRR:16039.0,16043.0] || -> . % 3.51/3.73 16048[14:Spt:16047.0,16025.0,16033.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16049[14:Spt:16047.0,16025.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16050[14:MRR:87.0,16049.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16051[14:MRR:16029.1,16050.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16054[14:MRR:139.0,16051.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 16055[14:MRR:16027.0,16054.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16058[14:MRR:84.0,84.1,16049.0,16055.0] || -> . % 3.51/3.73 16059[11:Spt:16058.0,15925.0,15926.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16060[11:Spt:16058.0,15925.1,15925.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.73 16061[12:Spt:16060.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 16062[12:MRR:125.1,16061.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16063[12:MRR:124.1,16061.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16064[12:MRR:123.1,16061.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 16066[12:MRR:121.1,16061.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16067[12:MRR:15789.1,16062.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 16068[12:MRR:15788.1,16063.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 16069[12:MRR:15787.1,16064.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 16070[12:MRR:15790.1,16066.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 16071[13:Spt:16067.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 16072[13:MRR:159.0,16071.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16073[13:MRR:168.0,16071.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 16075[13:MRR:171.0,16071.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16076[13:MRR:16070.0,16072.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.73 16077[13:MRR:16069.0,16073.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 16078[13:MRR:16068.0,16075.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.73 16079[14:Spt:16076.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16080[14:MRR:73.1,16079.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 16084[14:MRR:74.1,16079.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16085[14:MRR:16077.0,16080.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 16091[14:MRR:55.1,16085.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16092[14:MRR:16078.0,16084.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16098[14:MRR:16091.0,16092.0] || -> . % 3.51/3.73 16099[14:Spt:16098.0,16076.0,16079.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16100[14:Spt:16098.0,16076.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16101[14:MRR:45.1,16100.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 16102[14:MRR:16077.1,16101.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16103[14:MRR:83.1,16102.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16107[14:MRR:16078.0,16103.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16111[14:MRR:46.0,46.1,16107.0,16100.0] || -> . % 3.51/3.73 16113[13:Spt:16111.0,16067.0,16071.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16114[13:Spt:16111.0,16067.1,16067.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.51/3.73 16115[14:Spt:16114.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16116[14:MRR:75.0,16115.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 16117[14:MRR:84.0,16115.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 16120[14:MRR:87.0,16115.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 16121[14:MRR:16070.1,16116.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.73 16122[14:MRR:16069.1,16117.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.51/3.73 16123[14:MRR:16068.1,16120.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.73 16124[15:Spt:16121.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16126[15:MRR:157.1,16124.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 16127[15:MRR:158.1,16124.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16128[15:MRR:16122.0,16126.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 16130[15:MRR:55.1,16128.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16135[15:MRR:16123.0,16127.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16141[15:MRR:16130.0,16135.0] || -> . % 3.51/3.73 16142[15:Spt:16141.0,16121.0,16124.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16143[15:Spt:16141.0,16121.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16144[15:MRR:45.1,16143.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 16145[15:MRR:16122.1,16144.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16147[15:MRR:167.1,16145.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16148[15:MRR:16123.0,16147.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16150[15:MRR:46.0,46.1,16148.0,16143.0] || -> . % 3.51/3.73 16154[14:Spt:16150.0,16114.0,16115.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 16155[14:Spt:16150.0,16114.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16156[14:MRR:56.0,16155.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 16157[14:MRR:16069.2,16156.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 16158[14:MRR:59.0,16155.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16159[14:MRR:16068.2,16158.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 16160[14:MRR:47.0,16155.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 16161[14:MRR:16070.2,16160.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.73 16165[15:Spt:16157.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16166[15:MRR:157.0,16165.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16167[15:MRR:167.1,16165.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16169[15:MRR:16161.0,16166.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16170[15:MRR:74.1,16169.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16174[15:MRR:16159.0,16167.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16178[15:MRR:16170.0,16174.0] || -> . % 3.51/3.73 16179[15:Spt:16178.0,16157.0,16165.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 16180[15:Spt:16178.0,16157.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16181[15:MRR:73.0,16180.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16182[15:MRR:16161.1,16181.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16183[15:MRR:158.1,16182.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16185[15:MRR:16159.0,16183.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16188[15:MRR:83.0,83.1,16185.0,16180.0] || -> . % 3.51/3.73 16189[12:Spt:16188.0,16060.0,16061.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16190[12:Spt:16188.0,16060.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16191[12:MRR:39.1,16190.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 16192[12:MRR:40.1,16190.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 16193[12:MRR:37.1,16190.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 16196[12:MRR:41.1,16190.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 16197[12:MRR:15789.3,16196.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 16198[12:MRR:15788.3,16192.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 16199[12:MRR:15787.3,16191.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 16200[12:MRR:15790.3,16193.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 16201[13:Spt:16197.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 16202[13:MRR:171.0,16201.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16204[13:MRR:168.0,16201.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 16205[13:MRR:159.0,16201.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16206[13:MRR:16198.0,16202.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 16207[13:MRR:16199.0,16204.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.73 16208[13:MRR:16200.0,16205.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 16209[14:Spt:16206.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16211[14:MRR:139.0,16209.0] || pigeon_4_in_hole_5* -> . % 3.51/3.73 16213[14:MRR:130.0,16209.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16214[14:MRR:16207.0,16211.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16215[14:MRR:73.0,16214.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16220[14:MRR:16208.0,16213.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16225[14:MRR:16215.0,16220.0] || -> . % 3.51/3.73 16226[14:Spt:16225.0,16206.0,16209.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16227[14:Spt:16225.0,16206.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16228[14:MRR:83.0,16227.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 16229[14:MRR:16207.1,16228.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 16232[14:MRR:129.0,16229.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16233[14:MRR:16208.0,16232.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16235[14:MRR:74.0,74.1,16227.0,16233.0] || -> . % 3.51/3.73 16238[13:Spt:16235.0,16197.0,16201.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16239[13:Spt:16235.0,16197.1,16197.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 16240[14:Spt:16239.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16241[14:MRR:143.0,16240.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16242[14:MRR:140.0,16240.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 16244[14:MRR:131.0,16240.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16245[14:MRR:16198.1,16241.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 16246[14:MRR:16199.1,16242.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.51/3.73 16247[14:MRR:16200.1,16244.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.73 16248[15:Spt:16245.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16249[15:MRR:167.0,16248.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 16250[15:MRR:158.0,16248.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16252[15:MRR:16246.0,16249.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 16257[15:MRR:73.0,16252.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16258[15:MRR:16247.0,16250.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16263[15:MRR:16257.0,16258.0] || -> . % 3.51/3.73 16264[15:Spt:16263.0,16245.0,16248.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16265[15:Spt:16263.0,16245.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16266[15:MRR:83.0,16265.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 16267[15:MRR:16246.1,16266.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16269[15:MRR:157.0,16267.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16270[15:MRR:16247.0,16269.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16273[15:MRR:74.0,74.1,16265.0,16270.0] || -> . % 3.51/3.73 16275[14:Spt:16273.0,16239.0,16240.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16276[14:Spt:16273.0,16239.1] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16277[14:MRR:84.0,16276.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 16278[14:MRR:16199.2,16277.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.51/3.73 16279[14:MRR:75.0,16276.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16280[14:MRR:16200.2,16279.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 16281[14:MRR:87.0,16276.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16282[14:MRR:16198.2,16281.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 16285[15:Spt:16278.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16286[15:MRR:167.1,16285.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16287[15:MRR:157.0,16285.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16289[15:MRR:16282.0,16286.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16290[15:MRR:130.0,16289.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16293[15:MRR:16280.0,16287.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16296[15:MRR:16290.0,16293.0] || -> . % 3.51/3.73 16297[15:Spt:16296.0,16278.0,16285.0] || pigeon_4_in_hole_6* -> . % 3.51/3.73 16298[15:Spt:16296.0,16278.1] || -> pigeon_4_in_hole_5*. % 3.51/3.73 16299[15:MRR:139.1,16298.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16300[15:MRR:16282.1,16299.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16302[15:MRR:158.0,16300.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16303[15:MRR:16280.0,16302.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16305[15:MRR:129.0,129.1,16298.0,16303.0] || -> . % 3.51/3.73 16306[9:Spt:16305.0,15778.0,15779.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.73 16307[9:Spt:16305.0,15778.1,15778.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 16308[10:Spt:16307.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 16309[10:MRR:78.1,16308.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 16310[10:MRR:72.0,16308.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 16311[10:MRR:79.1,16308.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 16312[10:MRR:80.1,16308.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 16314[10:MRR:66.0,16308.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 16315[10:MRR:14662.3,16309.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.73 16316[10:MRR:14664.3,16310.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 16317[10:MRR:14663.3,16311.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 16318[10:MRR:14661.3,16312.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 16319[10:MRR:14665.3,16314.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 16320[11:Spt:16315.3] || -> pigeon_4_in_hole_2*. % 3.51/3.73 16321[11:MRR:39.0,16320.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 16322[11:MRR:56.1,16320.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 16323[11:MRR:45.0,16320.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 16326[11:MRR:55.1,16320.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 16327[11:MRR:16319.3,16321.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 16328[11:MRR:16318.3,16322.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 16329[11:MRR:16316.3,16323.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 16330[11:MRR:16317.3,16326.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 16331[12:Spt:16327.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 16332[12:MRR:152.1,16331.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16334[12:MRR:153.1,16331.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16336[12:MRR:149.1,16331.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16337[12:MRR:16330.0,16332.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 16338[12:MRR:16328.0,16334.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 16339[12:MRR:16329.0,16336.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 16340[13:Spt:16337.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16343[13:MRR:130.0,16340.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16344[13:MRR:143.1,16340.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16346[13:MRR:16339.0,16343.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16351[13:MRR:103.1,16346.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16352[13:MRR:16338.0,16344.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16357[13:MRR:16351.0,16352.0] || -> . % 3.51/3.73 16358[13:Spt:16357.0,16337.0,16340.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16359[13:Spt:16357.0,16337.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16360[13:MRR:102.0,16359.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 16361[13:MRR:16339.1,16360.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16364[13:MRR:131.1,16361.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16366[13:MRR:16338.0,16364.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16368[13:MRR:115.0,115.1,16366.0,16359.0] || -> . % 3.51/3.73 16371[12:Spt:16368.0,16327.0,16331.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16372[12:Spt:16368.0,16327.1,16327.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 16373[13:Spt:16372.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 16374[13:MRR:124.1,16373.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16375[13:MRR:121.1,16373.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16378[13:MRR:125.1,16373.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16379[13:MRR:16330.1,16374.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 16380[13:MRR:16329.1,16375.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.73 16381[13:MRR:16328.1,16378.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.73 16382[14:Spt:16379.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16384[14:MRR:158.0,16382.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16386[14:MRR:171.1,16382.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 16387[14:MRR:16380.0,16384.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16389[14:MRR:103.1,16387.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16393[14:MRR:16381.0,16386.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16398[14:MRR:16389.0,16393.0] || -> . % 3.51/3.73 16399[14:Spt:16398.0,16379.0,16382.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16400[14:Spt:16398.0,16379.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16401[14:MRR:102.0,16400.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 16402[14:MRR:16380.1,16401.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16405[14:MRR:159.1,16402.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 16406[14:MRR:16381.0,16405.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16409[14:MRR:115.0,115.1,16406.0,16400.0] || -> . % 3.51/3.73 16411[13:Spt:16409.0,16372.0,16373.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16412[13:Spt:16409.0,16372.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16413[13:MRR:93.1,16412.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 16414[13:MRR:16329.2,16413.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 16415[13:MRR:97.1,16412.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16416[13:MRR:16328.2,16415.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.73 16417[13:MRR:96.1,16412.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16418[13:MRR:16330.2,16417.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 16421[14:Spt:16414.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16422[14:MRR:158.1,16421.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16423[14:MRR:159.1,16421.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 16426[14:MRR:16418.0,16422.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16427[14:MRR:143.1,16426.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16431[14:MRR:16416.0,16423.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16435[14:MRR:16427.0,16431.0] || -> . % 3.51/3.73 16436[14:Spt:16435.0,16414.0,16421.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16437[14:Spt:16435.0,16414.1] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16438[14:MRR:130.1,16437.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16439[14:MRR:16418.1,16438.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16440[14:MRR:171.1,16439.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 16443[14:MRR:16416.0,16440.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16446[14:MRR:131.0,131.1,16443.0,16437.0] || -> . % 3.51/3.73 16447[11:Spt:16446.0,16315.3,16320.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 16448[11:Spt:16446.0,16315.0,16315.1,16315.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 16449[12:Spt:16448.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16450[12:MRR:157.0,16449.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16451[12:MRR:167.1,16449.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16452[12:MRR:168.1,16449.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16454[12:MRR:151.0,16449.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16455[12:MRR:16316.0,16450.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 16456[12:MRR:16317.0,16451.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 16457[12:MRR:16318.0,16452.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 16458[12:MRR:16319.0,16454.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 16459[13:Spt:16455.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16460[13:MRR:130.1,16459.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16461[13:MRR:131.1,16459.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16464[13:MRR:121.0,16459.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16465[13:MRR:16456.0,16460.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 16466[13:MRR:16457.0,16461.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 16467[13:MRR:16458.0,16464.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 16468[14:Spt:16465.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16470[14:MRR:115.1,16468.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16471[14:MRR:96.0,16468.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16474[14:MRR:16466.0,16470.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16475[14:MRR:41.0,16474.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16480[14:MRR:16467.0,16471.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16485[14:MRR:16475.0,16480.0] || -> . % 3.51/3.73 16486[14:Spt:16485.0,16465.0,16468.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16487[14:Spt:16485.0,16465.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16488[14:MRR:59.1,16487.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 16489[14:MRR:16466.1,16488.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16491[14:MRR:97.0,16489.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16494[14:MRR:16467.0,16491.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16498[14:MRR:40.0,40.1,16487.0,16494.0] || -> . % 3.51/3.73 16499[13:Spt:16498.0,16455.0,16459.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16500[13:Spt:16498.0,16455.1,16455.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 16501[14:Spt:16500.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16502[14:MRR:102.1,16501.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 16503[14:MRR:103.1,16501.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 16504[14:MRR:93.0,16501.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 16507[14:MRR:16456.1,16502.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 16508[14:MRR:16457.1,16503.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 16509[14:MRR:16458.1,16504.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.73 16510[15:Spt:16507.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16513[15:MRR:143.1,16510.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16514[15:MRR:124.0,16510.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16515[15:MRR:16508.0,16513.0] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16520[15:MRR:41.0,16515.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16521[15:MRR:16509.0,16514.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16526[15:MRR:16520.0,16521.0] || -> . % 3.51/3.73 16527[15:Spt:16526.0,16507.0,16510.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16528[15:Spt:16526.0,16507.1] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16529[15:MRR:59.1,16528.0] || pigeon_6_in_hole_2* -> . % 3.51/3.73 16530[15:MRR:16508.1,16529.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16533[15:MRR:125.0,16530.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16534[15:MRR:16509.0,16533.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16535[15:MRR:40.0,40.1,16528.0,16534.0] || -> . % 3.51/3.73 16539[14:Spt:16535.0,16500.0,16501.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 16540[14:Spt:16535.0,16500.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16541[14:MRR:47.1,16540.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 16542[14:MRR:16457.2,16541.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 16543[14:MRR:37.0,16540.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16544[14:MRR:16458.2,16543.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 16545[14:MRR:46.1,16540.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16546[14:MRR:16456.2,16545.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 16549[15:Spt:16542.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16550[15:MRR:143.0,16549.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16551[15:MRR:125.0,16549.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16554[15:MRR:16546.0,16550.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16557[15:MRR:96.0,16554.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16559[15:MRR:16544.0,16551.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16563[15:MRR:16557.0,16559.0] || -> . % 3.51/3.73 16564[15:Spt:16563.0,16542.0,16549.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16565[15:Spt:16563.0,16542.1] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16566[15:MRR:115.0,16565.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16567[15:MRR:16546.1,16566.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16568[15:MRR:124.0,16567.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16571[15:MRR:16544.0,16568.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16574[15:MRR:97.0,97.1,16565.0,16571.0] || -> . % 3.51/3.73 16575[12:Spt:16574.0,16448.0,16449.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 16576[12:Spt:16574.0,16448.1,16448.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.73 16577[13:Spt:16576.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 16578[13:MRR:140.1,16577.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16579[13:MRR:139.1,16577.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16580[13:MRR:123.0,16577.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16582[13:MRR:129.0,16577.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16583[13:MRR:16318.1,16578.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 16584[13:MRR:16317.1,16579.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 16585[13:MRR:16319.1,16580.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 16586[13:MRR:16316.1,16582.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 16587[14:Spt:16583.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 16588[14:MRR:159.0,16587.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16589[14:MRR:171.0,16587.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16591[14:MRR:153.0,16587.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16592[14:MRR:16586.0,16588.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.73 16593[14:MRR:16584.0,16589.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.73 16594[14:MRR:16585.0,16591.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.73 16595[15:Spt:16592.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16598[15:MRR:93.0,16595.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16600[15:MRR:102.1,16595.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16601[15:MRR:16594.0,16598.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16604[15:MRR:40.1,16601.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16607[15:MRR:16593.0,16600.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16612[15:MRR:16604.0,16607.0] || -> . % 3.51/3.73 16613[15:Spt:16612.0,16592.0,16595.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 16614[15:Spt:16612.0,16592.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16615[15:MRR:37.0,16614.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16616[15:MRR:16594.1,16615.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16619[15:MRR:96.1,16616.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16621[15:MRR:16593.0,16619.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16624[15:MRR:46.0,46.1,16621.0,16614.0] || -> . % 3.51/3.73 16626[14:Spt:16624.0,16583.0,16587.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16627[14:Spt:16624.0,16583.1,16583.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.51/3.73 16628[15:Spt:16627.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16629[15:MRR:103.0,16628.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 16630[15:MRR:97.0,16628.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 16633[15:MRR:115.0,16628.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 16634[15:MRR:16586.1,16629.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.73 16635[15:MRR:16585.1,16630.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.73 16636[15:MRR:16584.1,16633.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.73 16637[16:Spt:16634.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16639[16:MRR:158.1,16637.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16640[16:MRR:149.0,16637.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16641[16:MRR:16636.0,16639.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16642[16:MRR:40.0,16641.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16647[16:MRR:16635.0,16640.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16652[16:MRR:16642.0,16647.0] || -> . % 3.51/3.73 16653[16:Spt:16652.0,16634.0,16637.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16654[16:Spt:16652.0,16634.1] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16655[16:MRR:46.1,16654.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16656[16:MRR:16636.1,16655.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16658[16:MRR:152.0,16656.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16659[16:MRR:16635.0,16658.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16663[16:MRR:37.0,37.1,16654.0,16659.0] || -> . % 3.51/3.73 16664[15:Spt:16663.0,16627.0,16628.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 16665[15:Spt:16663.0,16627.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16666[15:MRR:59.0,16665.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 16667[15:MRR:16584.2,16666.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 16668[15:MRR:41.0,16665.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16669[15:MRR:16585.2,16668.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 16672[15:MRR:47.0,16665.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 16673[15:MRR:16586.2,16672.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.73 16674[16:Spt:16667.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16675[16:MRR:158.0,16674.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16676[16:MRR:152.0,16674.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16678[16:MRR:16673.0,16675.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16680[16:MRR:93.0,16678.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16683[16:MRR:16669.0,16676.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16687[16:MRR:16680.0,16683.0] || -> . % 3.51/3.73 16688[16:Spt:16687.0,16667.0,16674.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16689[16:Spt:16687.0,16667.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16690[16:MRR:102.0,16689.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 16691[16:MRR:16673.1,16690.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16692[16:MRR:149.0,16691.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16694[16:MRR:16669.0,16692.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16697[16:MRR:96.0,96.1,16689.0,16694.0] || -> . % 3.51/3.73 16698[13:Spt:16697.0,16576.0,16577.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 16699[13:Spt:16697.0,16576.1] || -> pigeon_4_in_hole_4*. % 3.51/3.73 16700[13:MRR:101.0,16699.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 16701[13:MRR:95.0,16699.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 16702[13:MRR:111.1,16699.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 16704[13:MRR:112.1,16699.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 16705[13:MRR:16318.2,16704.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 16706[13:MRR:16317.2,16702.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 16707[13:MRR:16319.2,16701.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.73 16708[13:MRR:16316.2,16700.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 16709[14:Spt:16705.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 16710[14:MRR:153.0,16709.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16712[14:MRR:171.0,16709.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16713[14:MRR:159.0,16709.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16714[14:MRR:16707.0,16710.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.73 16715[14:MRR:16706.0,16712.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.51/3.73 16716[14:MRR:16708.0,16713.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.73 16717[15:Spt:16714.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 16719[15:MRR:124.1,16717.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16721[15:MRR:121.1,16717.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16722[15:MRR:16715.0,16719.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16724[15:MRR:46.0,16722.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 16728[15:MRR:16716.0,16721.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16733[15:MRR:16724.0,16728.0] || -> . % 3.51/3.73 16734[15:Spt:16733.0,16714.0,16717.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16735[15:Spt:16733.0,16714.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16736[15:MRR:40.1,16735.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16737[15:MRR:16715.1,16736.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16740[15:MRR:130.0,16737.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16741[15:MRR:16716.0,16740.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16745[15:MRR:37.0,37.1,16741.0,16735.0] || -> . % 3.51/3.73 16746[14:Spt:16745.0,16705.0,16709.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16747[14:Spt:16745.0,16705.1,16705.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.51/3.73 16748[15:Spt:16747.0] || -> pigeon_6_in_hole_5*. % 3.51/3.73 16749[15:MRR:125.0,16748.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16750[15:MRR:143.0,16748.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16752[15:MRR:131.0,16748.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16753[15:MRR:16707.1,16749.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.51/3.73 16754[15:MRR:16706.1,16750.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.51/3.73 16755[15:MRR:16708.1,16752.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.51/3.73 16756[16:Spt:16753.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 16757[16:MRR:152.1,16756.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16758[16:MRR:149.1,16756.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16760[16:MRR:16754.0,16757.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 16764[16:MRR:46.0,16760.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 16766[16:MRR:16755.0,16758.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16771[16:MRR:16764.0,16766.0] || -> . % 3.51/3.73 16772[16:Spt:16771.0,16753.0,16756.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16773[16:Spt:16771.0,16753.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 16774[16:MRR:40.1,16773.0] || pigeon_5_in_hole_2* -> . % 3.51/3.73 16775[16:MRR:16754.1,16774.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16777[16:MRR:158.0,16775.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16778[16:MRR:16755.0,16777.0] || -> pigeon_2_in_hole_2*. % 3.51/3.73 16779[16:MRR:37.0,37.1,16778.0,16773.0] || -> . % 3.51/3.73 16783[15:Spt:16779.0,16747.0,16748.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16784[15:Spt:16779.0,16747.1] || -> pigeon_6_in_hole_2*. % 3.51/3.73 16785[15:MRR:59.0,16784.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 16786[15:MRR:16706.2,16785.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 16787[15:MRR:47.0,16784.0] || pigeon_2_in_hole_2* -> . % 3.51/3.73 16788[15:MRR:16708.2,16787.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 16789[15:MRR:41.0,16784.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 16790[15:MRR:16707.2,16789.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.51/3.73 16793[16:Spt:16786.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 16794[16:MRR:152.0,16793.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 16795[16:MRR:158.0,16793.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16797[16:MRR:16790.0,16794.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 16798[16:MRR:121.1,16797.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16801[16:MRR:16788.0,16795.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16804[16:MRR:16798.0,16801.0] || -> . % 3.51/3.73 16805[16:Spt:16804.0,16786.0,16793.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 16806[16:Spt:16804.0,16786.1] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16807[16:MRR:124.0,16806.0] || pigeon_1_in_hole_5* -> . % 3.51/3.73 16808[16:MRR:16790.1,16807.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 16810[16:MRR:149.1,16808.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 16811[16:MRR:16788.0,16810.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16813[16:MRR:130.0,130.1,16806.0,16811.0] || -> . % 3.51/3.73 16814[10:Spt:16813.0,16307.0,16308.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 16815[10:Spt:16813.0,16307.1] || -> pigeon_3_in_hole_2*. % 3.51/3.73 16816[10:MRR:51.1,16815.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 16817[10:MRR:44.0,16815.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.73 16818[10:MRR:38.0,16815.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 16819[10:MRR:52.1,16815.0] || pigeon_6_in_hole_2*+ -> . % 3.51/3.73 16821[10:MRR:50.1,16815.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 16822[10:MRR:14662.4,16821.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 16823[10:MRR:14664.4,16817.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 16824[10:MRR:14663.4,16816.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 16825[10:MRR:14661.4,16819.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 16826[10:MRR:14665.4,16818.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 16827[11:Spt:16822.0] || -> pigeon_4_in_hole_6*. % 3.51/3.73 16828[11:MRR:151.0,16827.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16830[11:MRR:168.1,16827.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16831[11:MRR:167.1,16827.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16832[11:MRR:157.0,16827.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 16833[11:MRR:16826.0,16828.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 16834[11:MRR:16825.0,16830.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 16835[11:MRR:16824.0,16831.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 16836[11:MRR:16823.0,16832.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 16837[12:Spt:16833.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 16838[12:MRR:124.1,16837.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16840[12:MRR:121.1,16837.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16841[12:MRR:125.1,16837.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16843[12:MRR:16835.0,16838.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 16844[12:MRR:16836.0,16840.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 16845[12:MRR:16834.0,16841.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 16846[13:Spt:16843.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16847[13:MRR:102.0,16846.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 16851[13:MRR:115.1,16846.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16852[13:MRR:16844.0,16847.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16854[13:MRR:75.1,16852.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 16858[13:MRR:16845.0,16851.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16863[13:MRR:16854.0,16858.0] || -> . % 3.51/3.73 16864[13:Spt:16863.0,16843.0,16846.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16865[13:Spt:16863.0,16843.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16866[13:MRR:74.0,16865.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16867[13:MRR:16844.1,16866.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16871[13:MRR:103.1,16867.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16872[13:MRR:16845.0,16871.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16875[13:MRR:87.0,87.1,16872.0,16865.0] || -> . % 3.51/3.73 16877[12:Spt:16875.0,16833.0,16837.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16878[12:Spt:16875.0,16833.1,16833.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 16879[13:Spt:16878.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16880[13:MRR:96.1,16879.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 16881[13:MRR:93.1,16879.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 16884[13:MRR:97.1,16879.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 16885[13:MRR:16835.1,16880.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 16886[13:MRR:16836.1,16881.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 16887[13:MRR:16834.1,16884.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 16888[14:Spt:16885.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16889[14:MRR:130.0,16888.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16891[14:MRR:143.1,16888.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16893[14:MRR:16886.0,16889.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 16897[14:MRR:75.1,16893.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 16899[14:MRR:16887.0,16891.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16904[14:MRR:16897.0,16899.0] || -> . % 3.51/3.73 16905[14:Spt:16904.0,16885.0,16888.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16906[14:Spt:16904.0,16885.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16907[14:MRR:74.0,16906.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 16908[14:MRR:16886.1,16907.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16910[14:MRR:131.1,16908.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16912[14:MRR:16887.0,16910.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16914[14:MRR:87.0,87.1,16912.0,16906.0] || -> . % 3.51/3.73 16917[13:Spt:16914.0,16878.0,16879.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 16918[13:Spt:16914.0,16878.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 16919[13:MRR:65.1,16918.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 16920[13:MRR:16836.2,16919.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 16921[13:MRR:69.1,16918.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 16922[13:MRR:16834.2,16921.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 16923[13:MRR:68.1,16918.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16924[13:MRR:16835.2,16923.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 16927[14:Spt:16920.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 16928[14:MRR:130.1,16927.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 16930[14:MRR:131.1,16927.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16932[14:MRR:16924.0,16928.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 16933[14:MRR:115.1,16932.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16937[14:MRR:16922.0,16930.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16941[14:MRR:16933.0,16937.0] || -> . % 3.51/3.73 16942[14:Spt:16941.0,16920.0,16927.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 16943[14:Spt:16941.0,16920.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 16944[14:MRR:102.1,16943.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16945[14:MRR:16924.1,16944.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 16947[14:MRR:143.1,16945.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 16949[14:MRR:16922.0,16947.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16952[14:MRR:103.0,103.1,16949.0,16943.0] || -> . % 3.51/3.73 16953[11:Spt:16952.0,16822.0,16827.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 16954[11:Spt:16952.0,16822.1,16822.2,16822.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 16955[12:Spt:16954.0] || -> pigeon_4_in_hole_5*. % 3.51/3.73 16956[12:MRR:129.0,16955.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 16957[12:MRR:139.1,16955.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 16959[12:MRR:140.1,16955.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 16960[12:MRR:123.0,16955.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 16961[12:MRR:16823.1,16956.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 16962[12:MRR:16824.1,16957.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 16963[12:MRR:16825.1,16959.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 16964[12:MRR:16826.1,16960.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 16965[13:Spt:16961.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 16966[13:MRR:149.0,16965.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 16968[13:MRR:159.1,16965.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 16969[13:MRR:158.1,16965.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 16970[13:MRR:16964.0,16966.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.73 16971[13:MRR:16963.0,16968.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.51/3.73 16972[13:MRR:16962.0,16969.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.73 16973[14:Spt:16970.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 16974[14:MRR:97.1,16973.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 16978[14:MRR:96.1,16973.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16979[14:MRR:16971.0,16974.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 16983[14:MRR:87.0,16979.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 16985[14:MRR:16972.0,16978.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 16990[14:MRR:16983.0,16985.0] || -> . % 3.51/3.73 16991[14:Spt:16990.0,16970.0,16973.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 16992[14:Spt:16990.0,16970.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 16993[14:MRR:69.1,16992.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 16994[14:MRR:16971.1,16993.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 16995[14:MRR:115.0,16994.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 16999[14:MRR:16972.0,16995.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 17002[14:MRR:68.0,68.1,16999.0,16992.0] || -> . % 3.51/3.73 17004[13:Spt:17002.0,16961.0,16965.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 17005[13:Spt:17002.0,16961.1,16961.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.73 17006[14:Spt:17005.0] || -> pigeon_2_in_hole_4*. % 3.51/3.73 17007[14:MRR:93.0,17006.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 17008[14:MRR:103.1,17006.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 17011[14:MRR:102.1,17006.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 17012[14:MRR:16964.1,17007.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.51/3.73 17013[14:MRR:16963.1,17008.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.73 17014[14:MRR:16962.1,17011.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 17015[15:Spt:17012.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 17016[15:MRR:152.1,17015.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17018[15:MRR:153.1,17015.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17019[15:MRR:17014.0,17016.0] || -> pigeon_5_in_hole_3*. % 3.51/3.73 17020[15:MRR:87.1,17019.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 17025[15:MRR:17013.0,17018.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 17030[15:MRR:17020.0,17025.0] || -> . % 3.51/3.73 17031[15:Spt:17030.0,17012.0,17015.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 17032[15:Spt:17030.0,17012.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17033[15:MRR:68.1,17032.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 17034[15:MRR:17014.1,17033.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 17036[15:MRR:171.1,17034.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17037[15:MRR:17013.0,17036.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 17041[15:MRR:69.0,69.1,17037.0,17032.0] || -> . % 3.51/3.73 17042[14:Spt:17041.0,17005.0,17006.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 17043[14:Spt:17041.0,17005.1] || -> pigeon_2_in_hole_3*. % 3.51/3.73 17044[14:MRR:74.1,17043.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 17045[14:MRR:16962.2,17044.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 17046[14:MRR:75.1,17043.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 17047[14:MRR:16963.2,17046.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.73 17050[14:MRR:65.0,17043.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 17051[14:MRR:16964.2,17050.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.51/3.73 17052[15:Spt:17045.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 17053[15:MRR:152.0,17052.0] || pigeon_1_in_hole_6* -> . % 3.51/3.73 17054[15:MRR:171.1,17052.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17056[15:MRR:17051.0,17053.0] || -> pigeon_1_in_hole_4*. % 3.51/3.73 17060[15:MRR:97.1,17056.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 17061[15:MRR:17047.0,17054.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 17065[15:MRR:17060.0,17061.0] || -> . % 3.51/3.73 17066[15:Spt:17065.0,17045.0,17052.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17067[15:Spt:17065.0,17045.1] || -> pigeon_5_in_hole_4*. % 3.51/3.73 17068[15:MRR:96.0,17067.0] || pigeon_1_in_hole_4* -> . % 3.51/3.73 17069[15:MRR:17051.1,17068.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 17070[15:MRR:153.1,17069.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17072[15:MRR:17047.0,17070.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 17073[15:MRR:115.0,115.1,17072.0,17067.0] || -> . % 3.51/3.73 17076[12:Spt:17073.0,16954.0,16955.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 17077[12:Spt:17073.0,16954.1,16954.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.73 17078[13:Spt:17077.0] || -> pigeon_4_in_hole_4*. % 3.51/3.73 17079[13:MRR:95.0,17078.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 17080[13:MRR:112.1,17078.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 17081[13:MRR:111.1,17078.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 17083[13:MRR:101.0,17078.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 17084[13:MRR:16826.2,17079.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.73 17085[13:MRR:16825.2,17080.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 17086[13:MRR:16824.2,17081.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 17087[13:MRR:16823.2,17083.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 17088[14:Spt:17084.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 17089[14:MRR:152.1,17088.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 17091[14:MRR:153.1,17088.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 17092[14:MRR:149.1,17088.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 17093[14:MRR:17086.0,17089.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.73 17094[14:MRR:17085.0,17091.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.51/3.73 17095[14:MRR:17087.0,17092.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.73 17096[15:Spt:17093.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 17097[15:MRR:130.0,17096.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 17099[15:MRR:143.1,17096.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 17101[15:MRR:17095.0,17097.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 17103[15:MRR:75.1,17101.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 17107[15:MRR:17094.0,17099.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 17112[15:MRR:17103.0,17107.0] || -> . % 3.51/3.73 17113[15:Spt:17112.0,17093.0,17096.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 17114[15:Spt:17112.0,17093.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 17115[15:MRR:74.0,17114.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 17116[15:MRR:17095.1,17115.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 17118[15:MRR:131.1,17116.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 17120[15:MRR:17094.0,17118.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 17124[15:MRR:87.0,87.1,17120.0,17114.0] || -> . % 3.51/3.73 17125[14:Spt:17124.0,17084.0,17088.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 17126[14:Spt:17124.0,17084.1,17084.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.73 17127[15:Spt:17126.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 17128[15:MRR:124.1,17127.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 17129[15:MRR:121.1,17127.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 17131[15:MRR:125.1,17127.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 17132[15:MRR:17086.1,17128.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.51/3.73 17133[15:MRR:17087.1,17129.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.51/3.73 17134[15:MRR:17085.1,17131.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.51/3.73 17135[16:Spt:17132.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 17137[16:MRR:171.1,17135.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17138[16:MRR:158.0,17135.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17139[16:MRR:17134.0,17137.0] || -> pigeon_6_in_hole_3*. % 3.51/3.73 17140[16:MRR:75.0,17139.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 17145[16:MRR:17133.0,17138.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 17150[16:MRR:17140.0,17145.0] || -> . % 3.51/3.73 17151[16:Spt:17150.0,17132.0,17135.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17152[16:Spt:17150.0,17132.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 17153[16:MRR:87.1,17152.0] || pigeon_6_in_hole_3* -> . % 3.51/3.73 17154[16:MRR:17134.1,17153.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 17156[16:MRR:159.0,17154.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17157[16:MRR:17133.0,17156.0] || -> pigeon_2_in_hole_3*. % 3.51/3.73 17161[16:MRR:74.0,74.1,17152.0,17157.0] || -> . % 3.51/3.73 17162[15:Spt:17161.0,17126.0,17127.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 17163[15:Spt:17161.0,17126.1] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17164[15:MRR:69.1,17163.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 17165[15:MRR:17085.2,17164.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.73 17166[15:MRR:65.1,17163.0] || pigeon_2_in_hole_3* -> . % 3.51/3.73 17167[15:MRR:17087.2,17166.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 17168[15:MRR:68.1,17163.0] || pigeon_5_in_hole_3* -> . % 3.51/3.73 17169[15:MRR:17086.2,17168.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 17172[16:Spt:17165.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 17173[16:MRR:171.0,17172.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17174[16:MRR:159.0,17172.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17176[16:MRR:17169.0,17173.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 17179[16:MRR:130.0,17176.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 17180[16:MRR:17167.0,17174.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 17183[16:MRR:17179.0,17180.0] || -> . % 3.51/3.73 17184[16:Spt:17183.0,17165.0,17172.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17185[16:Spt:17183.0,17165.1] || -> pigeon_6_in_hole_5*. % 3.51/3.73 17186[16:MRR:143.0,17185.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 17187[16:MRR:17169.1,17186.0] || -> pigeon_5_in_hole_6*. % 3.51/3.73 17188[16:MRR:158.0,17187.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17190[16:MRR:17167.0,17188.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 17192[16:MRR:131.0,131.1,17185.0,17190.0] || -> . % 3.51/3.73 17193[13:Spt:17192.0,17077.0,17078.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 17194[13:Spt:17192.0,17077.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17195[13:MRR:84.1,17194.0] || pigeon_6_in_hole_3*+ -> . % 3.51/3.73 17196[13:MRR:73.0,17194.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.73 17197[13:MRR:67.0,17194.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17199[13:MRR:83.1,17194.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 17200[13:MRR:16826.3,17197.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 17201[13:MRR:16825.3,17195.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 17202[13:MRR:16824.3,17199.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 17203[13:MRR:16823.3,17196.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 17204[14:Spt:17200.0] || -> pigeon_1_in_hole_6*. % 3.51/3.73 17205[14:MRR:149.1,17204.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 17206[14:MRR:153.1,17204.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 17208[14:MRR:152.1,17204.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 17209[14:MRR:17203.0,17205.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.73 17210[14:MRR:17201.0,17206.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.51/3.73 17211[14:MRR:17202.0,17208.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.51/3.73 17212[15:Spt:17209.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 17213[15:MRR:130.1,17212.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 17215[15:MRR:131.1,17212.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 17217[15:MRR:17211.0,17213.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 17219[15:MRR:115.1,17217.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 17222[15:MRR:17210.0,17215.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 17226[15:MRR:17219.0,17222.0] || -> . % 3.51/3.73 17227[15:Spt:17226.0,17209.0,17212.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 17228[15:Spt:17226.0,17209.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 17229[15:MRR:102.1,17228.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 17230[15:MRR:17211.1,17229.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 17231[15:MRR:143.1,17230.0] || pigeon_6_in_hole_5* -> . % 3.51/3.73 17234[15:MRR:17210.0,17231.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 17235[15:MRR:103.0,103.1,17234.0,17228.0] || -> . % 3.51/3.73 17238[14:Spt:17235.0,17200.0,17204.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 17239[14:Spt:17235.0,17200.1,17200.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.73 17240[15:Spt:17239.0] || -> pigeon_1_in_hole_5*. % 3.51/3.73 17241[15:MRR:121.1,17240.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 17242[15:MRR:124.1,17240.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 17244[15:MRR:125.1,17240.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.73 17245[15:MRR:17203.1,17241.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.51/3.73 17246[15:MRR:17202.1,17242.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.51/3.73 17247[15:MRR:17201.1,17244.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.51/3.73 17248[16:Spt:17245.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 17249[16:MRR:159.1,17248.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17250[16:MRR:158.1,17248.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17252[16:MRR:17247.0,17249.0] || -> pigeon_6_in_hole_4*. % 3.51/3.73 17253[16:MRR:115.0,17252.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 17257[16:MRR:17246.0,17250.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 17261[16:MRR:17253.0,17257.0] || -> . % 3.51/3.73 17262[16:Spt:17261.0,17245.0,17248.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17263[16:Spt:17261.0,17245.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 17264[16:MRR:103.1,17263.0] || pigeon_6_in_hole_4* -> . % 3.51/3.73 17265[16:MRR:17247.1,17264.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 17267[16:MRR:171.0,17265.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17268[16:MRR:17246.0,17267.0] || -> pigeon_5_in_hole_4*. % 3.51/3.73 17271[16:MRR:102.0,102.1,17268.0,17263.0] || -> . % 3.51/3.73 17272[15:Spt:17271.0,17239.0,17240.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 17273[15:Spt:17271.0,17239.1] || -> pigeon_1_in_hole_4*. % 3.51/3.73 17274[15:MRR:97.1,17273.0] || pigeon_6_in_hole_4*+ -> . % 3.51/3.73 17275[15:MRR:17201.2,17274.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.51/3.73 17276[15:MRR:96.1,17273.0] || pigeon_5_in_hole_4* -> . % 3.51/3.73 17277[15:MRR:17202.2,17276.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.51/3.73 17278[15:MRR:93.1,17273.0] || pigeon_2_in_hole_4* -> . % 3.51/3.73 17279[15:MRR:17203.2,17278.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.51/3.73 17281[16:Spt:17275.0] || -> pigeon_6_in_hole_6*. % 3.51/3.73 17282[16:MRR:159.0,17281.0] || pigeon_2_in_hole_6* -> . % 3.51/3.73 17283[16:MRR:171.0,17281.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17285[16:MRR:17279.0,17282.0] || -> pigeon_2_in_hole_5*. % 3.51/3.73 17288[16:MRR:130.1,17285.0] || pigeon_5_in_hole_5* -> . % 3.51/3.73 17289[16:MRR:17277.0,17283.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 17292[16:MRR:17288.0,17289.0] || -> . % 3.51/3.73 17293[16:Spt:17292.0,17275.0,17281.0] || pigeon_6_in_hole_6* -> . % 3.51/3.73 17294[16:Spt:17292.0,17275.1] || -> pigeon_6_in_hole_5*. % 3.51/3.73 17295[16:MRR:131.0,17294.0] || pigeon_2_in_hole_5* -> . % 3.51/3.73 17296[16:MRR:17279.1,17295.0] || -> pigeon_2_in_hole_6*. % 3.51/3.73 17298[16:MRR:158.1,17296.0] || pigeon_5_in_hole_6* -> . % 3.51/3.73 17299[16:MRR:17277.0,17298.0] || -> pigeon_5_in_hole_5*. % 3.51/3.73 17300[16:MRR:143.0,143.1,17294.0,17299.0] || -> . % 3.51/3.73 17302[1:Spt:17300.0,8.0,205.0] || pigeon_8_in_hole_7*+ -> . % 3.51/3.73 17303[1:Spt:17300.0,8.1,8.2,8.3,8.4,8.5,8.6] || -> pigeon_8_in_hole_6 pigeon_8_in_hole_5 pigeon_8_in_hole_4 pigeon_8_in_hole_3 pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.51/3.73 17304[2:Spt:17303.0] || -> pigeon_8_in_hole_6*. % 3.51/3.73 17305[2:MRR:175.0,17304.0] || pigeon_6_in_hole_6*+ -> . % 3.51/3.73 17306[2:MRR:161.0,17304.0] || pigeon_2_in_hole_6*+ -> . % 3.51/3.73 17307[2:MRR:173.0,17304.0] || pigeon_5_in_hole_6*+ -> . % 3.51/3.73 17308[2:MRR:155.0,17304.0] || pigeon_1_in_hole_6*+ -> . % 3.51/3.73 17309[2:MRR:170.0,17304.0] || pigeon_4_in_hole_6*+ -> . % 3.51/3.73 17310[2:MRR:166.0,17304.0] || pigeon_3_in_hole_6*+ -> . % 3.51/3.73 17311[2:MRR:176.0,17304.0] || pigeon_7_in_hole_6*+ -> . % 3.51/3.73 17312[2:MRR:6.1,17305.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.73 17313[2:MRR:2.1,17306.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.73 17314[2:MRR:5.1,17307.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17315[2:MRR:1.1,17308.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17316[2:MRR:4.1,17309.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17317[2:MRR:3.1,17310.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17318[2:MRR:7.1,17311.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17319[3:Spt:17312.1] || -> pigeon_6_in_hole_5*. % 3.51/3.73 17320[3:MRR:131.0,17319.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.73 17321[3:MRR:143.0,17319.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.73 17323[3:MRR:125.0,17319.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.73 17324[3:MRR:140.0,17319.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.73 17325[3:MRR:136.0,17319.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.73 17326[3:MRR:146.1,17319.0] || pigeon_7_in_hole_5*+ -> . % 3.51/3.73 17327[3:MRR:17313.1,17320.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.73 17328[3:MRR:17314.1,17321.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17329[3:MRR:17315.1,17323.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17330[3:MRR:17316.1,17324.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17331[3:MRR:17317.1,17325.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17332[3:MRR:17318.1,17326.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17333[4:Spt:17327.1] || -> pigeon_2_in_hole_4*. % 3.51/3.73 17335[4:MRR:102.1,17333.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.73 17336[4:MRR:93.0,17333.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.73 17338[4:MRR:101.1,17333.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.73 17339[4:MRR:100.1,17333.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.73 17340[4:MRR:104.1,17333.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.73 17341[4:MRR:17328.1,17335.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17342[4:MRR:17329.1,17336.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17343[4:MRR:17330.1,17338.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17344[4:MRR:17331.1,17339.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17345[4:MRR:17332.1,17340.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17346[5:Spt:17341.1] || -> pigeon_5_in_hole_3*. % 3.51/3.73 17349[5:MRR:68.0,17346.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17351[5:MRR:83.0,17346.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 17352[5:MRR:79.0,17346.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 17353[5:MRR:88.1,17346.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.73 17354[5:MRR:17342.1,17349.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17355[5:MRR:17343.1,17351.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17356[5:MRR:17344.1,17352.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17357[5:MRR:17345.1,17353.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17358[6:Spt:17354.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 17361[6:MRR:38.1,17358.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.73 17364[6:MRR:39.1,17358.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 17365[6:MRR:42.1,17358.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.73 17366[6:MRR:17356.1,17361.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.51/3.73 17367[6:MRR:17355.1,17364.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.73 17368[6:MRR:17357.1,17365.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.51/3.73 17369[7:Spt:17366.1] || -> pigeon_3_in_hole_1*. % 3.51/3.73 17371[7:MRR:25.1,17369.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17373[7:MRR:22.1,17369.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17377[7:MRR:17368.1,17371.0] || -> pigeon_7_in_hole_7*. % 3.51/3.73 17380[7:MRR:197.0,17377.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17384[7:MRR:17367.1,17373.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17390[7:MRR:17380.0,17384.0] || -> . % 3.51/3.73 17391[7:Spt:17390.0,17366.1,17369.0] || pigeon_3_in_hole_1* -> . % 3.51/3.73 17392[7:Spt:17390.0,17366.0] || -> pigeon_3_in_hole_7*. % 3.51/3.73 17393[7:MRR:193.1,17392.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17394[7:MRR:17368.0,17393.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17397[7:MRR:29.0,17394.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17401[7:MRR:17367.1,17397.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17404[7:MRR:190.0,190.1,17401.0,17392.0] || -> . % 3.51/3.73 17407[6:Spt:17404.0,17354.1,17358.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 17408[6:Spt:17404.0,17354.0,17354.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.51/3.73 17409[7:Spt:17408.0] || -> pigeon_1_in_hole_7*. % 3.51/3.73 17410[7:MRR:182.1,17409.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.73 17411[7:MRR:179.1,17409.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.73 17414[7:MRR:178.1,17409.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.73 17416[7:MRR:17357.0,17410.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17417[7:MRR:17355.0,17411.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17418[7:MRR:17356.0,17414.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17419[8:Spt:17416.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17422[8:MRR:53.0,17419.0] || pigeon_3_in_hole_2* -> . % 3.51/3.73 17425[8:MRR:57.0,17419.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17426[8:MRR:17418.0,17422.0] || -> pigeon_3_in_hole_1*. % 3.51/3.73 17430[8:MRR:22.1,17426.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17434[8:MRR:17417.0,17425.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17441[8:MRR:17430.0,17434.0] || -> . % 3.51/3.73 17442[8:Spt:17441.0,17416.0,17419.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17443[8:Spt:17441.0,17416.1] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17444[8:MRR:25.0,17443.0] || pigeon_3_in_hole_1* -> . % 3.51/3.73 17445[8:MRR:17418.1,17444.0] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17450[8:MRR:50.1,17445.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17451[8:MRR:17417.0,17450.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17457[8:MRR:29.0,29.1,17443.0,17451.0] || -> . % 3.51/3.73 17458[7:Spt:17457.0,17408.0,17409.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.73 17459[7:Spt:17457.0,17408.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 17460[7:MRR:10.1,17459.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.73 17461[7:MRR:17356.2,17460.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.51/3.73 17462[7:MRR:11.1,17459.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17463[7:MRR:17355.2,17462.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.51/3.73 17464[7:MRR:14.1,17459.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17465[7:MRR:17357.2,17464.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.51/3.73 17470[8:Spt:17461.0] || -> pigeon_3_in_hole_7*. % 3.51/3.73 17471[8:MRR:193.1,17470.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17472[8:MRR:190.1,17470.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17476[8:MRR:17465.0,17471.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17477[8:MRR:57.0,17476.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17483[8:MRR:17463.0,17472.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17489[8:MRR:17477.0,17483.0] || -> . % 3.51/3.73 17490[8:Spt:17489.0,17461.0,17470.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17491[8:Spt:17489.0,17461.1] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17492[8:MRR:53.1,17491.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17493[8:MRR:17465.1,17492.0] || -> pigeon_7_in_hole_7*. % 3.51/3.73 17495[8:MRR:197.0,17493.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17498[8:MRR:17463.0,17495.0] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17503[8:MRR:50.0,50.1,17498.0,17491.0] || -> . % 3.51/3.73 17504[5:Spt:17503.0,17341.1,17346.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 17505[5:Spt:17503.0,17341.0,17341.2,17341.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17506[6:Spt:17505.0] || -> pigeon_5_in_hole_7*. % 3.51/3.73 17507[6:MRR:191.0,17506.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.73 17508[6:MRR:200.1,17506.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.73 17509[6:MRR:195.0,17506.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.73 17512[6:MRR:180.0,17506.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.73 17513[6:MRR:17344.0,17507.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17514[6:MRR:17345.0,17508.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17515[6:MRR:17343.0,17509.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17516[6:MRR:17342.0,17512.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17517[7:Spt:17513.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17520[7:MRR:66.0,17517.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17522[7:MRR:78.1,17517.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 17523[7:MRR:81.1,17517.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.73 17524[7:MRR:17516.0,17520.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17525[7:MRR:17515.0,17522.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17526[7:MRR:17514.0,17523.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17527[8:Spt:17524.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 17528[8:MRR:42.1,17527.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17529[8:MRR:39.1,17527.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17535[8:MRR:17526.0,17528.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17537[8:MRR:29.0,17535.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17543[8:MRR:17525.0,17529.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17550[8:MRR:17537.0,17543.0] || -> . % 3.51/3.73 17551[8:Spt:17550.0,17524.0,17527.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 17552[8:Spt:17550.0,17524.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 17553[8:MRR:14.1,17552.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17554[8:MRR:17526.1,17553.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17560[8:MRR:57.0,17554.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17561[8:MRR:17525.0,17560.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17566[8:MRR:11.0,11.1,17561.0,17552.0] || -> . % 3.51/3.73 17568[7:Spt:17566.0,17513.0,17517.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 17569[7:Spt:17566.0,17513.1,17513.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17570[8:Spt:17569.0] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17571[8:MRR:38.0,17570.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 17572[8:MRR:53.1,17570.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.73 17573[8:MRR:50.1,17570.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 17578[8:MRR:17516.1,17571.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 17579[8:MRR:17514.1,17572.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.73 17580[8:MRR:17515.1,17573.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 17581[9:Spt:17578.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17584[9:MRR:67.1,17581.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17586[9:MRR:70.1,17581.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17587[9:MRR:17580.0,17584.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17588[9:MRR:29.1,17587.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17595[9:MRR:17579.0,17586.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17602[9:MRR:17588.0,17595.0] || -> . % 3.51/3.73 17603[9:Spt:17602.0,17578.0,17581.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 17604[9:Spt:17602.0,17578.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 17605[9:MRR:11.1,17604.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17606[9:MRR:17580.1,17605.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17610[9:MRR:85.1,17606.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17611[9:MRR:17579.0,17610.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17617[9:MRR:14.0,14.1,17611.0,17604.0] || -> . % 3.51/3.73 17618[8:Spt:17617.0,17569.0,17570.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.73 17619[8:Spt:17617.0,17569.1] || -> pigeon_3_in_hole_1*. % 3.51/3.73 17620[8:MRR:22.1,17619.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 17621[8:MRR:17515.2,17620.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 17622[8:MRR:25.1,17619.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17623[8:MRR:17514.2,17622.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.73 17628[8:MRR:10.0,17619.0] || pigeon_1_in_hole_1* -> . % 3.51/3.73 17629[8:MRR:17516.2,17628.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 17630[9:Spt:17621.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17631[9:MRR:67.0,17630.0] || pigeon_1_in_hole_3* -> . % 3.51/3.73 17632[9:MRR:85.1,17630.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17636[9:MRR:17629.0,17631.0] || -> pigeon_1_in_hole_2*. % 3.51/3.73 17642[9:MRR:42.1,17636.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17643[9:MRR:17623.0,17632.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17649[9:MRR:17642.0,17643.0] || -> . % 3.51/3.73 17650[9:Spt:17649.0,17621.0,17630.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17651[9:Spt:17649.0,17621.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17652[9:MRR:39.0,17651.0] || pigeon_1_in_hole_2* -> . % 3.51/3.73 17653[9:MRR:17629.1,17652.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17654[9:MRR:70.1,17653.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17658[9:MRR:17623.0,17654.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17663[9:MRR:57.0,57.1,17658.0,17651.0] || -> . % 3.51/3.73 17664[6:Spt:17663.0,17505.0,17506.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.73 17665[6:Spt:17663.0,17505.1,17505.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17666[7:Spt:17665.0] || -> pigeon_5_in_hole_2*. % 3.51/3.73 17667[7:MRR:40.0,17666.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 17668[7:MRR:60.1,17666.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.73 17669[7:MRR:55.0,17666.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.73 17673[7:MRR:51.0,17666.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.73 17674[7:MRR:17342.2,17667.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 17675[7:MRR:17345.2,17668.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.73 17676[7:MRR:17343.2,17669.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 17677[7:MRR:17344.2,17673.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.73 17678[8:Spt:17674.0] || -> pigeon_1_in_hole_7*. % 3.51/3.73 17679[8:MRR:178.1,17678.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.73 17680[8:MRR:182.1,17678.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.73 17681[8:MRR:179.1,17678.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.73 17684[8:MRR:17677.0,17679.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.73 17685[8:MRR:17675.0,17680.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.73 17686[8:MRR:17676.0,17681.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.73 17687[9:Spt:17684.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17688[9:MRR:81.1,17687.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17689[9:MRR:78.1,17687.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17694[9:MRR:17685.0,17688.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17695[9:MRR:29.0,17694.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17702[9:MRR:17686.0,17689.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17709[9:MRR:17695.0,17702.0] || -> . % 3.51/3.73 17710[9:Spt:17709.0,17684.0,17687.0] || pigeon_3_in_hole_3* -> . % 3.51/3.73 17711[9:Spt:17709.0,17684.1] || -> pigeon_3_in_hole_1*. % 3.51/3.73 17712[9:MRR:25.1,17711.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17713[9:MRR:17685.1,17712.0] || -> pigeon_7_in_hole_3*. % 3.51/3.73 17714[9:MRR:85.0,17713.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17719[9:MRR:17686.0,17714.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17725[9:MRR:22.0,22.1,17719.0,17711.0] || -> . % 3.51/3.73 17726[8:Spt:17725.0,17674.0,17678.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.73 17727[8:Spt:17725.0,17674.1,17674.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.73 17728[9:Spt:17727.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17729[9:MRR:66.1,17728.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 17730[9:MRR:70.1,17728.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.73 17731[9:MRR:67.1,17728.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 17735[9:MRR:17677.1,17729.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.51/3.73 17736[9:MRR:17675.1,17730.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.51/3.73 17737[9:MRR:17676.1,17731.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.73 17738[10:Spt:17735.0] || -> pigeon_3_in_hole_7*. % 3.51/3.73 17741[10:MRR:190.1,17738.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17742[10:MRR:193.1,17738.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17743[10:MRR:17737.0,17741.0] || -> pigeon_4_in_hole_1*. % 3.51/3.73 17744[10:MRR:29.1,17743.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17751[10:MRR:17736.0,17742.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17758[10:MRR:17744.0,17751.0] || -> . % 3.51/3.73 17759[10:Spt:17758.0,17735.0,17738.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17760[10:Spt:17758.0,17735.1] || -> pigeon_3_in_hole_1*. % 3.51/3.73 17761[10:MRR:22.1,17760.0] || pigeon_4_in_hole_1* -> . % 3.51/3.73 17762[10:MRR:17737.1,17761.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17765[10:MRR:197.1,17762.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17766[10:MRR:17736.0,17765.0] || -> pigeon_7_in_hole_1*. % 3.51/3.73 17772[10:MRR:25.0,25.1,17766.0,17760.0] || -> . % 3.51/3.73 17773[9:Spt:17772.0,17727.0,17728.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17774[9:Spt:17772.0,17727.1] || -> pigeon_1_in_hole_1*. % 3.51/3.73 17775[9:MRR:11.1,17774.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 17776[9:MRR:17676.2,17775.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.51/3.73 17777[9:MRR:14.1,17774.0] || pigeon_7_in_hole_1* -> . % 3.51/3.73 17778[9:MRR:17675.2,17777.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.51/3.73 17783[9:MRR:10.1,17774.0] || pigeon_3_in_hole_1* -> . % 3.51/3.73 17784[9:MRR:17677.2,17783.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.51/3.73 17785[10:Spt:17776.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17786[10:MRR:190.0,17785.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17787[10:MRR:197.1,17785.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17790[10:MRR:17784.0,17786.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17795[10:MRR:81.1,17790.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17796[10:MRR:17778.0,17787.0] || -> pigeon_7_in_hole_3*. % 3.51/3.73 17801[10:MRR:17795.0,17796.0] || -> . % 3.51/3.73 17802[10:Spt:17801.0,17776.0,17785.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17803[10:Spt:17801.0,17776.1] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17804[10:MRR:78.0,17803.0] || pigeon_3_in_hole_3* -> . % 3.51/3.73 17805[10:MRR:17784.1,17804.0] || -> pigeon_3_in_hole_7*. % 3.51/3.73 17806[10:MRR:193.1,17805.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17809[10:MRR:17778.0,17806.0] || -> pigeon_7_in_hole_3*. % 3.51/3.73 17810[10:MRR:85.0,85.1,17809.0,17803.0] || -> . % 3.51/3.73 17814[7:Spt:17810.0,17665.0,17666.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 17815[7:Spt:17810.0,17665.1] || -> pigeon_5_in_hole_1*. % 3.51/3.73 17816[7:MRR:27.0,17815.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.73 17817[7:MRR:32.1,17815.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.73 17820[7:MRR:12.0,17815.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.73 17821[7:MRR:23.0,17815.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.73 17823[7:MRR:17342.3,17820.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 17824[7:MRR:17345.3,17817.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.73 17825[7:MRR:17343.3,17816.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 17826[7:MRR:17344.3,17821.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 17827[8:Spt:17823.0] || -> pigeon_1_in_hole_7*. % 3.51/3.73 17830[8:MRR:179.1,17827.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.73 17831[8:MRR:182.1,17827.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.73 17832[8:MRR:178.1,17827.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.73 17833[8:MRR:17825.0,17830.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.73 17834[8:MRR:17824.0,17831.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.73 17835[8:MRR:17826.0,17832.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.73 17836[9:Spt:17833.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17837[9:MRR:78.0,17836.0] || pigeon_3_in_hole_3* -> . % 3.51/3.73 17838[9:MRR:85.1,17836.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17843[9:MRR:17835.0,17837.0] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17845[9:MRR:53.1,17843.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17850[9:MRR:17834.0,17838.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17856[9:MRR:17845.0,17850.0] || -> . % 3.51/3.73 17857[9:Spt:17856.0,17833.0,17836.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17858[9:Spt:17856.0,17833.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17859[9:MRR:50.0,17858.0] || pigeon_3_in_hole_2* -> . % 3.51/3.73 17860[9:MRR:17835.1,17859.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17861[9:MRR:81.1,17860.0] || pigeon_7_in_hole_3* -> . % 3.51/3.73 17866[9:MRR:17834.0,17861.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17867[9:MRR:57.0,57.1,17866.0,17858.0] || -> . % 3.51/3.73 17872[8:Spt:17867.0,17823.0,17827.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.73 17873[8:Spt:17867.0,17823.1,17823.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.73 17874[9:Spt:17873.0] || -> pigeon_1_in_hole_3*. % 3.51/3.73 17875[9:MRR:67.1,17874.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 17876[9:MRR:66.1,17874.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 17877[9:MRR:70.1,17874.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.73 17881[9:MRR:17825.1,17875.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.51/3.73 17882[9:MRR:17826.1,17876.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.51/3.73 17883[9:MRR:17824.1,17877.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.51/3.73 17884[10:Spt:17881.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17887[10:MRR:197.1,17884.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17888[10:MRR:190.0,17884.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17889[10:MRR:17883.0,17887.0] || -> pigeon_7_in_hole_2*. % 3.51/3.73 17890[10:MRR:53.0,17889.0] || pigeon_3_in_hole_2* -> . % 3.51/3.73 17896[10:MRR:17882.0,17888.0] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17902[10:MRR:17890.0,17896.0] || -> . % 3.51/3.73 17903[10:Spt:17902.0,17881.0,17884.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17904[10:Spt:17902.0,17881.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17905[10:MRR:57.1,17904.0] || pigeon_7_in_hole_2* -> . % 3.51/3.73 17906[10:MRR:17883.1,17905.0] || -> pigeon_7_in_hole_7*. % 3.51/3.73 17909[10:MRR:193.0,17906.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17910[10:MRR:17882.0,17909.0] || -> pigeon_3_in_hole_2*. % 3.51/3.73 17915[10:MRR:50.0,50.1,17904.0,17910.0] || -> . % 3.51/3.73 17916[9:Spt:17915.0,17873.0,17874.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17917[9:Spt:17915.0,17873.1] || -> pigeon_1_in_hole_2*. % 3.51/3.73 17918[9:MRR:42.1,17917.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.73 17919[9:MRR:17824.2,17918.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.51/3.73 17920[9:MRR:38.1,17917.0] || pigeon_3_in_hole_2* -> . % 3.51/3.73 17921[9:MRR:17826.2,17920.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.51/3.73 17922[9:MRR:39.1,17917.0] || pigeon_4_in_hole_2* -> . % 3.51/3.73 17923[9:MRR:17825.2,17922.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.51/3.73 17927[10:Spt:17919.0] || -> pigeon_7_in_hole_7*. % 3.51/3.73 17928[10:MRR:197.0,17927.0] || pigeon_4_in_hole_7* -> . % 3.51/3.73 17929[10:MRR:193.0,17927.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17932[10:MRR:17923.0,17928.0] || -> pigeon_4_in_hole_3*. % 3.51/3.73 17937[10:MRR:78.0,17932.0] || pigeon_3_in_hole_3* -> . % 3.51/3.73 17938[10:MRR:17921.0,17929.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17943[10:MRR:17937.0,17938.0] || -> . % 3.51/3.73 17944[10:Spt:17943.0,17919.0,17927.0] || pigeon_7_in_hole_7* -> . % 3.51/3.73 17945[10:Spt:17943.0,17919.1] || -> pigeon_7_in_hole_3*. % 3.51/3.73 17946[10:MRR:85.0,17945.0] || pigeon_4_in_hole_3* -> . % 3.51/3.73 17947[10:MRR:17923.1,17946.0] || -> pigeon_4_in_hole_7*. % 3.51/3.73 17948[10:MRR:190.0,17947.0] || pigeon_3_in_hole_7* -> . % 3.51/3.73 17951[10:MRR:17921.0,17948.0] || -> pigeon_3_in_hole_3*. % 3.51/3.73 17952[10:MRR:81.0,81.1,17945.0,17951.0] || -> . % 3.51/3.73 17956[4:Spt:17952.0,17327.1,17333.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.73 17957[4:Spt:17952.0,17327.0,17327.2,17327.3,17327.4] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.73 17958[5:Spt:17957.0] || -> pigeon_2_in_hole_7*. % 3.51/3.73 17959[5:MRR:188.1,17958.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.73 17960[5:MRR:185.1,17958.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.73 17961[5:MRR:184.1,17958.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.73 17963[5:MRR:177.0,17958.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.73 17964[5:MRR:186.1,17958.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.73 17965[5:MRR:17332.0,17959.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.73 17966[5:MRR:17330.0,17960.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17967[5:MRR:17331.0,17961.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17968[5:MRR:17329.0,17963.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17969[5:MRR:17328.0,17964.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17970[6:Spt:17965.1] || -> pigeon_7_in_hole_3*. % 3.51/3.73 17971[6:MRR:85.0,17970.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.73 17972[6:MRR:81.0,17970.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.73 17976[6:MRR:70.0,17970.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.73 17977[6:MRR:88.0,17970.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.73 17978[6:MRR:17966.1,17971.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.73 17979[6:MRR:17967.1,17972.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.73 17980[6:MRR:17968.1,17976.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.73 17981[6:MRR:17969.1,17977.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.73 17982[7:Spt:17978.1] || -> pigeon_4_in_hole_2*. % 3.51/3.73 17984[7:MRR:50.0,17982.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.73 17985[7:MRR:39.0,17982.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.73 17989[7:MRR:55.1,17982.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.73 17990[7:MRR:17979.1,17984.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.73 17991[7:MRR:17980.1,17985.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.73 17992[7:MRR:17981.1,17989.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 17993[8:Spt:17990.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 17998[8:MRR:23.1,17993.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18000[8:MRR:10.0,17993.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18001[8:MRR:17992.1,17998.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18003[8:MRR:96.0,18001.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18008[8:MRR:17991.1,18000.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18014[8:MRR:18003.0,18008.0] || -> . % 3.51/3.74 18015[8:Spt:18014.0,17990.1,17993.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18016[8:Spt:18014.0,17990.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 18017[8:MRR:107.1,18016.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18018[8:MRR:17992.0,18017.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18023[8:MRR:12.0,18018.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18025[8:MRR:17991.1,18023.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18027[8:MRR:94.0,94.1,18016.0,18025.0] || -> . % 3.51/3.74 18031[7:Spt:18027.0,17978.1,17982.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18032[7:Spt:18027.0,17978.0,17978.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 18033[8:Spt:18032.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18034[8:MRR:111.1,18033.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18035[8:MRR:95.0,18033.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 18038[8:MRR:106.0,18033.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18040[8:MRR:17981.0,18034.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18041[8:MRR:17980.0,18035.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 18042[8:MRR:17979.0,18038.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18043[9:Spt:18040.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18045[9:MRR:51.0,18043.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18046[9:MRR:40.0,18043.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18050[9:MRR:18042.0,18045.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18051[9:MRR:10.0,18050.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18058[9:MRR:18041.0,18046.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18065[9:MRR:18051.0,18058.0] || -> . % 3.51/3.74 18066[9:Spt:18065.0,18040.0,18043.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18067[9:Spt:18065.0,18040.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18068[9:MRR:23.0,18067.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18069[9:MRR:18042.1,18068.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18071[9:MRR:38.0,18069.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18075[9:MRR:18041.0,18071.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18081[9:MRR:12.0,12.1,18067.0,18075.0] || -> . % 3.51/3.74 18082[8:Spt:18081.0,18032.0,18033.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18083[8:Spt:18081.0,18032.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18084[8:MRR:22.0,18083.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 18085[8:MRR:17979.2,18084.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 18086[8:MRR:11.0,18083.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18087[8:MRR:17980.2,18086.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 18089[8:MRR:27.1,18083.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18090[8:MRR:17981.2,18089.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 18094[9:Spt:18085.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 18095[9:MRR:107.1,18094.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18096[9:MRR:94.0,18094.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18100[9:MRR:18090.0,18095.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18104[9:MRR:40.0,18100.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18107[9:MRR:18087.0,18096.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18113[9:MRR:18104.0,18107.0] || -> . % 3.51/3.74 18114[9:Spt:18113.0,18085.0,18094.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18115[9:Spt:18113.0,18085.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18116[9:MRR:51.1,18115.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18117[9:MRR:18090.1,18116.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18120[9:MRR:96.0,18117.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18122[9:MRR:18087.0,18120.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18127[9:MRR:38.0,38.1,18115.0,18122.0] || -> . % 3.51/3.74 18128[6:Spt:18127.0,17965.1,17970.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 18129[6:Spt:18127.0,17965.0,17965.2,17965.3] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18130[7:Spt:18129.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 18131[7:MRR:109.0,18130.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18132[7:MRR:116.0,18130.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18133[7:MRR:98.0,18130.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 18136[7:MRR:113.0,18130.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18137[7:MRR:17967.0,18131.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18138[7:MRR:17969.0,18132.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18139[7:MRR:17968.0,18133.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 18140[7:MRR:17966.0,18136.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18141[8:Spt:18137.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18142[8:MRR:78.1,18141.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 18146[8:MRR:66.0,18141.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 18147[8:MRR:79.1,18141.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 18148[8:MRR:18140.0,18142.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18149[8:MRR:18139.0,18146.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 18150[8:MRR:18138.0,18147.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18151[9:Spt:18148.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 18152[9:MRR:55.1,18151.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18156[9:MRR:39.0,18151.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18159[9:MRR:18150.0,18152.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18161[9:MRR:12.0,18159.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18167[9:MRR:18149.0,18156.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18174[9:MRR:18161.0,18167.0] || -> . % 3.51/3.74 18175[9:Spt:18174.0,18148.0,18151.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 18176[9:Spt:18174.0,18148.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18177[9:MRR:27.1,18176.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18178[9:MRR:18150.1,18177.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18181[9:MRR:40.0,18178.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18185[9:MRR:18149.0,18181.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18190[9:MRR:11.0,11.1,18176.0,18185.0] || -> . % 3.51/3.74 18192[8:Spt:18190.0,18137.0,18141.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 18193[8:Spt:18190.0,18137.1,18137.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18194[9:Spt:18193.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18195[9:MRR:50.1,18194.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18196[9:MRR:51.1,18194.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18200[9:MRR:38.0,18194.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 18202[9:MRR:18140.1,18195.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 18203[9:MRR:18138.1,18196.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 18204[9:MRR:18139.1,18200.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 18205[10:Spt:18202.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 18209[10:MRR:67.0,18205.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18210[10:MRR:83.1,18205.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18211[10:MRR:18204.0,18209.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18212[10:MRR:12.1,18211.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18219[10:MRR:18203.0,18210.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18226[10:MRR:18212.0,18219.0] || -> . % 3.51/3.74 18227[10:Spt:18226.0,18202.0,18205.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 18228[10:Spt:18226.0,18202.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18229[10:MRR:11.0,18228.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18230[10:MRR:18204.1,18229.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 18234[10:MRR:68.1,18230.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18235[10:MRR:18203.0,18234.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18241[10:MRR:27.0,27.1,18235.0,18228.0] || -> . % 3.51/3.74 18242[9:Spt:18241.0,18193.0,18194.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 18243[9:Spt:18241.0,18193.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18244[9:MRR:10.0,18243.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 18245[9:MRR:18139.2,18244.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 18246[9:MRR:23.1,18243.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18247[9:MRR:18138.2,18246.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 18252[9:MRR:22.1,18243.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 18253[9:MRR:18140.2,18252.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 18254[10:Spt:18245.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 18255[10:MRR:67.1,18254.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 18256[10:MRR:68.1,18254.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18260[10:MRR:18253.0,18255.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 18266[10:MRR:55.1,18260.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18267[10:MRR:18247.0,18256.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18273[10:MRR:18266.0,18267.0] || -> . % 3.51/3.74 18274[10:Spt:18273.0,18245.0,18254.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18275[10:Spt:18273.0,18245.1] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18276[10:MRR:39.1,18275.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 18277[10:MRR:18253.1,18276.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 18278[10:MRR:83.1,18277.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18282[10:MRR:18247.0,18278.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18284[10:MRR:40.0,40.1,18282.0,18275.0] || -> . % 3.51/3.74 18288[7:Spt:18284.0,18129.0,18130.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 18289[7:Spt:18284.0,18129.1,18129.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18290[8:Spt:18289.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 18291[8:MRR:57.0,18290.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18292[8:MRR:60.0,18290.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18296[8:MRR:42.0,18290.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 18297[8:MRR:53.0,18290.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 18298[8:MRR:17966.2,18291.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 18299[8:MRR:17969.2,18292.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 18300[8:MRR:17968.2,18296.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 18301[8:MRR:17967.2,18297.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 18302[9:Spt:18298.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18303[9:MRR:106.0,18302.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18304[9:MRR:111.1,18302.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18305[9:MRR:95.0,18302.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 18308[9:MRR:18301.0,18303.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 18309[9:MRR:18299.0,18304.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 18310[9:MRR:18300.0,18305.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 18311[10:Spt:18308.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18312[10:MRR:79.1,18311.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18313[10:MRR:66.0,18311.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18318[10:MRR:18309.0,18312.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18319[10:MRR:12.0,18318.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18326[10:MRR:18310.0,18313.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18333[10:MRR:18319.0,18326.0] || -> . % 3.51/3.74 18334[10:Spt:18333.0,18308.0,18311.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 18335[10:Spt:18333.0,18308.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18336[10:MRR:23.1,18335.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18337[10:MRR:18309.1,18336.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 18338[10:MRR:68.0,18337.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18343[10:MRR:18310.0,18338.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18349[10:MRR:10.0,10.1,18335.0,18343.0] || -> . % 3.51/3.74 18350[9:Spt:18349.0,18298.0,18302.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18351[9:Spt:18349.0,18298.1,18298.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 18352[10:Spt:18351.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 18353[10:MRR:78.0,18352.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 18354[10:MRR:83.1,18352.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 18355[10:MRR:67.0,18352.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 18359[10:MRR:18301.1,18353.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 18360[10:MRR:18299.1,18354.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 18361[10:MRR:18300.1,18355.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 18362[11:Spt:18359.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 18365[11:MRR:94.0,18362.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18366[11:MRR:107.1,18362.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18367[11:MRR:18361.0,18365.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 18368[11:MRR:12.1,18367.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18375[11:MRR:18360.0,18366.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18382[11:MRR:18368.0,18375.0] || -> . % 3.51/3.74 18383[11:Spt:18382.0,18359.0,18362.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18384[11:Spt:18382.0,18359.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18385[11:MRR:10.0,18384.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 18386[11:MRR:18361.1,18385.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18389[11:MRR:96.1,18386.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18390[11:MRR:18360.0,18389.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18396[11:MRR:23.0,23.1,18390.0,18384.0] || -> . % 3.51/3.74 18397[10:Spt:18396.0,18351.0,18352.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 18398[10:Spt:18396.0,18351.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18399[10:MRR:11.0,18398.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 18400[10:MRR:18300.2,18399.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 18401[10:MRR:27.1,18398.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18402[10:MRR:18299.2,18401.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 18407[10:MRR:22.0,18398.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18408[10:MRR:18301.2,18407.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 18409[11:Spt:18400.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18410[11:MRR:94.1,18409.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18411[11:MRR:96.1,18409.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18414[11:MRR:18408.0,18410.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18419[11:MRR:79.1,18414.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18420[11:MRR:18402.0,18411.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 18425[11:MRR:18419.0,18420.0] || -> . % 3.51/3.74 18426[11:Spt:18425.0,18400.0,18409.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18427[11:Spt:18425.0,18400.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 18428[11:MRR:66.1,18427.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 18429[11:MRR:18408.1,18428.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 18430[11:MRR:107.1,18429.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18433[11:MRR:18402.0,18430.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 18434[11:MRR:68.0,68.1,18433.0,18427.0] || -> . % 3.51/3.74 18438[8:Spt:18434.0,18289.0,18290.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 18439[8:Spt:18434.0,18289.1] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18440[8:MRR:14.0,18439.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 18441[8:MRR:32.0,18439.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 18442[8:MRR:29.0,18439.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 18443[8:MRR:25.0,18439.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 18447[8:MRR:17966.3,18442.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 18448[8:MRR:17969.3,18441.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 18449[8:MRR:17968.3,18440.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 18450[8:MRR:17967.3,18443.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 18451[9:Spt:18447.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18454[9:MRR:95.0,18451.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 18455[9:MRR:111.1,18451.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18456[9:MRR:106.0,18451.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18457[9:MRR:18449.0,18454.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 18458[9:MRR:18448.0,18455.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 18459[9:MRR:18450.0,18456.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 18460[10:Spt:18457.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 18461[10:MRR:66.1,18460.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 18462[10:MRR:68.1,18460.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18467[10:MRR:18459.0,18461.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18469[10:MRR:51.1,18467.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18474[10:MRR:18458.0,18462.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18480[10:MRR:18469.0,18474.0] || -> . % 3.51/3.74 18481[10:Spt:18480.0,18457.0,18460.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18482[10:Spt:18480.0,18457.1] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18483[10:MRR:38.1,18482.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18484[10:MRR:18459.1,18483.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18485[10:MRR:79.1,18484.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 18490[10:MRR:18458.0,18485.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18494[10:MRR:40.0,40.1,18490.0,18482.0] || -> . % 3.51/3.74 18496[9:Spt:18494.0,18447.0,18451.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18497[9:Spt:18494.0,18447.1,18447.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 18498[10:Spt:18497.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 18499[10:MRR:67.0,18498.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 18500[10:MRR:78.0,18498.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 18501[10:MRR:83.1,18498.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 18505[10:MRR:18449.1,18499.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 18506[10:MRR:18450.1,18500.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 18507[10:MRR:18448.1,18501.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 18508[11:Spt:18505.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18511[11:MRR:96.1,18508.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18512[11:MRR:94.1,18508.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18513[11:MRR:18507.0,18511.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18514[11:MRR:51.0,18513.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18520[11:MRR:18506.0,18512.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18526[11:MRR:18514.0,18520.0] || -> . % 3.51/3.74 18527[11:Spt:18526.0,18505.0,18508.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18528[11:Spt:18526.0,18505.1] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18529[11:MRR:40.1,18528.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18530[11:MRR:18507.1,18529.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18533[11:MRR:107.0,18530.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18534[11:MRR:18506.0,18533.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18539[11:MRR:38.0,38.1,18534.0,18528.0] || -> . % 3.51/3.74 18540[10:Spt:18539.0,18497.0,18498.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 18541[10:Spt:18539.0,18497.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 18542[10:MRR:55.1,18541.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18543[10:MRR:18448.2,18542.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 18544[10:MRR:50.0,18541.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18545[10:MRR:18450.2,18544.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 18549[10:MRR:39.0,18541.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 18550[10:MRR:18449.2,18549.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 18551[11:Spt:18543.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18552[11:MRR:96.0,18551.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 18553[11:MRR:107.0,18551.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18556[11:MRR:18550.0,18552.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 18561[11:MRR:66.1,18556.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 18562[11:MRR:18545.0,18553.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18567[11:MRR:18561.0,18562.0] || -> . % 3.51/3.74 18568[11:Spt:18567.0,18543.0,18551.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18569[11:Spt:18567.0,18543.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 18570[11:MRR:68.0,18569.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 18571[11:MRR:18550.1,18570.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18572[11:MRR:94.1,18571.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18575[11:MRR:18545.0,18572.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 18576[11:MRR:79.0,79.1,18569.0,18575.0] || -> . % 3.51/3.74 18580[5:Spt:18576.0,17957.0,17958.0] || pigeon_2_in_hole_7*+ -> . % 3.51/3.74 18581[5:Spt:18576.0,17957.1,17957.2,17957.3] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 18582[6:Spt:18581.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 18583[6:MRR:65.0,18582.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 18584[6:MRR:72.1,18582.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 18586[6:MRR:74.1,18582.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 18588[6:MRR:73.1,18582.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 18589[6:MRR:76.1,18582.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 18590[6:MRR:17329.2,18583.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 18591[6:MRR:17331.2,18584.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18592[6:MRR:17328.2,18586.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18593[6:MRR:17330.2,18588.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18594[6:MRR:17332.2,18589.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18595[7:Spt:18590.2] || -> pigeon_1_in_hole_2*. % 3.51/3.74 18596[7:MRR:40.1,18595.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18597[7:MRR:38.1,18595.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 18601[7:MRR:39.1,18595.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18602[7:MRR:42.1,18595.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 18603[7:MRR:18592.2,18596.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 18604[7:MRR:18591.2,18597.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 18605[7:MRR:18593.2,18601.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 18606[7:MRR:18594.2,18602.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 18607[8:Spt:18603.2] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18609[8:MRR:32.1,18607.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 18610[8:MRR:27.0,18607.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 18614[8:MRR:23.0,18607.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 18615[8:MRR:18606.2,18609.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.51/3.74 18616[8:MRR:18605.2,18610.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.51/3.74 18617[8:MRR:18604.2,18614.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.51/3.74 18618[9:Spt:18615.1] || -> pigeon_7_in_hole_4*. % 3.51/3.74 18619[9:MRR:113.0,18618.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 18624[9:MRR:109.0,18618.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18625[9:MRR:18616.1,18619.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 18628[9:MRR:190.0,18625.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 18631[9:MRR:18617.1,18624.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 18636[9:MRR:18628.0,18631.0] || -> . % 3.51/3.74 18637[9:Spt:18636.0,18615.1,18618.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 18638[9:Spt:18636.0,18615.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 18639[9:MRR:197.0,18638.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 18640[9:MRR:18616.0,18639.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18641[9:MRR:106.0,18640.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18646[9:MRR:18617.1,18641.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 18650[9:MRR:193.0,193.1,18638.0,18646.0] || -> . % 3.51/3.74 18651[8:Spt:18650.0,18603.2,18607.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 18652[8:Spt:18650.0,18603.0,18603.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 18653[9:Spt:18652.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 18654[9:MRR:195.0,18653.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 18655[9:MRR:191.0,18653.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 18656[9:MRR:200.1,18653.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 18659[9:MRR:18605.0,18654.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 18660[9:MRR:18604.0,18655.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 18661[9:MRR:18606.0,18656.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 18662[10:Spt:18659.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18663[10:MRR:113.1,18662.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 18668[10:MRR:106.0,18662.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18669[10:MRR:18661.0,18663.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18672[10:MRR:25.0,18669.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18676[10:MRR:18660.0,18668.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18682[10:MRR:18672.0,18676.0] || -> . % 3.51/3.74 18683[10:Spt:18682.0,18659.0,18662.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 18684[10:Spt:18682.0,18659.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18685[10:MRR:29.1,18684.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 18686[10:MRR:18661.1,18685.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 18687[10:MRR:109.0,18686.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18692[10:MRR:18660.0,18687.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18696[10:MRR:22.0,22.1,18684.0,18692.0] || -> . % 3.51/3.74 18698[9:Spt:18696.0,18652.0,18653.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 18699[9:Spt:18696.0,18652.1] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18700[9:MRR:111.0,18699.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18701[9:MRR:18605.1,18700.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.74 18702[9:MRR:116.1,18699.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 18703[9:MRR:18606.1,18702.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.51/3.74 18707[9:MRR:107.0,18699.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18708[9:MRR:18604.1,18707.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.51/3.74 18709[10:Spt:18701.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 18710[10:MRR:197.1,18709.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 18712[10:MRR:190.0,18709.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 18714[10:MRR:18703.0,18710.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18719[10:MRR:25.0,18714.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18721[10:MRR:18708.0,18712.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18727[10:MRR:18719.0,18721.0] || -> . % 3.51/3.74 18728[10:Spt:18727.0,18701.0,18709.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 18729[10:Spt:18727.0,18701.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18730[10:MRR:29.1,18729.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 18731[10:MRR:18703.1,18730.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 18732[10:MRR:193.0,18731.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 18735[10:MRR:18708.0,18732.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18737[10:MRR:22.0,22.1,18729.0,18735.0] || -> . % 3.51/3.74 18741[7:Spt:18737.0,18590.2,18595.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 18742[7:Spt:18737.0,18590.0,18590.1,18590.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 18743[8:Spt:18742.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 18744[8:MRR:179.1,18743.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 18745[8:MRR:182.1,18743.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 18746[8:MRR:178.1,18743.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 18748[8:MRR:180.1,18743.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 18749[8:MRR:18593.0,18744.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18750[8:MRR:18594.0,18745.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18751[8:MRR:18591.0,18746.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18752[8:MRR:18592.0,18748.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18753[9:Spt:18749.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 18754[9:MRR:111.1,18753.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18755[9:MRR:106.0,18753.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18759[9:MRR:113.1,18753.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 18760[9:MRR:18752.0,18754.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18761[9:MRR:18751.0,18755.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18762[9:MRR:18750.0,18759.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18763[10:Spt:18760.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18768[10:MRR:51.0,18763.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18769[10:MRR:60.1,18763.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 18770[10:MRR:18761.0,18768.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18771[10:MRR:25.1,18770.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 18778[10:MRR:18762.0,18769.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18785[10:MRR:18771.0,18778.0] || -> . % 3.51/3.74 18786[10:Spt:18785.0,18760.0,18763.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18787[10:Spt:18785.0,18760.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18788[10:MRR:23.0,18787.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18789[10:MRR:18761.1,18788.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18794[10:MRR:53.1,18789.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 18795[10:MRR:18762.0,18794.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18796[10:MRR:32.0,32.1,18795.0,18787.0] || -> . % 3.51/3.74 18802[9:Spt:18796.0,18749.0,18753.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18803[9:Spt:18796.0,18749.1,18749.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18804[10:Spt:18803.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 18805[10:MRR:55.1,18804.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18806[10:MRR:50.0,18804.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 18810[10:MRR:57.1,18804.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 18811[10:MRR:18752.1,18805.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 18812[10:MRR:18751.1,18806.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 18813[10:MRR:18750.1,18810.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 18814[11:Spt:18811.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18815[11:MRR:116.1,18814.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 18819[11:MRR:107.0,18814.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18820[11:MRR:18813.0,18815.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 18821[11:MRR:25.0,18820.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18828[11:MRR:18812.0,18819.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18835[11:MRR:18821.0,18828.0] || -> . % 3.51/3.74 18836[11:Spt:18835.0,18811.0,18814.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18837[11:Spt:18835.0,18811.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18838[11:MRR:32.1,18837.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 18839[11:MRR:18813.1,18838.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 18840[11:MRR:109.0,18839.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18844[11:MRR:18812.0,18840.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18850[11:MRR:23.0,23.1,18837.0,18844.0] || -> . % 3.51/3.74 18851[10:Spt:18850.0,18803.0,18804.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18852[10:Spt:18850.0,18803.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18853[10:MRR:29.1,18852.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 18854[10:MRR:18750.2,18853.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 18855[10:MRR:22.0,18852.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18856[10:MRR:18751.2,18855.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 18857[10:MRR:27.1,18852.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18858[10:MRR:18752.2,18857.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 18863[11:Spt:18854.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 18864[11:MRR:116.0,18863.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 18868[11:MRR:109.0,18863.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18869[11:MRR:18858.0,18864.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 18871[11:MRR:51.0,18869.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18875[11:MRR:18856.0,18868.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18880[11:MRR:18871.0,18875.0] || -> . % 3.51/3.74 18881[11:Spt:18880.0,18854.0,18863.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 18882[11:Spt:18880.0,18854.1] || -> pigeon_7_in_hole_2*. % 3.51/3.74 18883[11:MRR:60.0,18882.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18884[11:MRR:18858.1,18883.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 18885[11:MRR:107.0,18884.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 18889[11:MRR:18856.0,18885.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18893[11:MRR:53.0,53.1,18882.0,18889.0] || -> . % 3.51/3.74 18894[8:Spt:18893.0,18742.0,18743.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 18895[8:Spt:18893.0,18742.1,18742.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 18896[9:Spt:18895.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 18897[9:MRR:98.1,18896.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 18898[9:MRR:96.1,18896.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 18901[9:MRR:94.1,18896.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 18902[9:MRR:95.1,18896.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 18903[9:MRR:18594.1,18897.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18904[9:MRR:18592.1,18898.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18905[9:MRR:18591.1,18901.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18906[9:MRR:18593.1,18902.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18907[10:Spt:18903.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 18908[10:MRR:197.0,18907.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 18910[10:MRR:193.0,18907.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 18911[10:MRR:200.0,18907.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 18912[10:MRR:18906.0,18908.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 18913[10:MRR:18905.0,18910.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 18914[10:MRR:18904.0,18911.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 18915[11:Spt:18912.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 18920[11:MRR:50.0,18915.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 18921[11:MRR:55.1,18915.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18922[11:MRR:18913.0,18920.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18929[11:MRR:23.1,18922.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18930[11:MRR:18914.0,18921.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18937[11:MRR:18929.0,18930.0] || -> . % 3.51/3.74 18938[11:Spt:18937.0,18912.0,18915.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 18939[11:Spt:18937.0,18912.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18940[11:MRR:22.0,18939.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18941[11:MRR:18913.1,18940.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 18946[11:MRR:51.1,18941.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 18947[11:MRR:18914.0,18946.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18952[11:MRR:27.0,27.1,18947.0,18939.0] || -> . % 3.51/3.74 18954[10:Spt:18952.0,18903.0,18907.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 18955[10:Spt:18952.0,18903.1,18903.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 18956[11:Spt:18955.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 18957[11:MRR:57.0,18956.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 18958[11:MRR:53.0,18956.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 18959[11:MRR:60.0,18956.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 18963[11:MRR:18906.1,18957.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.74 18964[11:MRR:18905.1,18958.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.51/3.74 18965[11:MRR:18904.1,18959.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.51/3.74 18966[12:Spt:18963.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 18968[12:MRR:190.0,18966.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 18969[12:MRR:195.1,18966.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 18970[12:MRR:18964.0,18968.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 18972[12:MRR:23.1,18970.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 18978[12:MRR:18965.0,18969.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18985[12:MRR:18972.0,18978.0] || -> . % 3.51/3.74 18986[12:Spt:18985.0,18963.0,18966.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 18987[12:Spt:18985.0,18963.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 18988[12:MRR:22.0,18987.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 18989[12:MRR:18964.1,18988.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 18991[12:MRR:191.1,18989.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 18992[12:MRR:18965.0,18991.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 18994[12:MRR:27.0,27.1,18992.0,18987.0] || -> . % 3.51/3.74 18999[11:Spt:18994.0,18955.0,18956.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 19000[11:Spt:18994.0,18955.1] || -> pigeon_7_in_hole_1*. % 3.51/3.74 19001[11:MRR:25.0,19000.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 19002[11:MRR:18905.2,19001.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.51/3.74 19003[11:MRR:32.0,19000.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19004[11:MRR:18904.2,19003.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.51/3.74 19005[11:MRR:29.0,19000.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 19006[11:MRR:18906.2,19005.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.51/3.74 19011[12:Spt:19002.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 19012[12:MRR:190.1,19011.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19013[12:MRR:191.1,19011.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19015[12:MRR:19006.0,19012.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19016[12:MRR:55.1,19015.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 19021[12:MRR:19004.0,19013.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19026[12:MRR:19016.0,19021.0] || -> . % 3.51/3.74 19027[12:Spt:19026.0,19002.0,19011.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 19028[12:Spt:19026.0,19002.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 19029[12:MRR:50.1,19028.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 19030[12:MRR:19006.1,19029.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19031[12:MRR:195.1,19030.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19033[12:MRR:19004.0,19031.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19037[12:MRR:51.0,51.1,19033.0,19028.0] || -> . % 3.51/3.74 19038[9:Spt:19037.0,18895.0,18896.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19039[9:Spt:19037.0,18895.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19040[9:MRR:10.1,19039.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 19041[9:MRR:12.1,19039.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 19042[9:MRR:11.1,19039.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 19046[9:MRR:14.1,19039.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 19047[9:MRR:18594.3,19046.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 19048[9:MRR:18592.3,19041.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 19049[9:MRR:18591.3,19040.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 19050[9:MRR:18593.3,19042.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 19051[10:Spt:19047.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19052[10:MRR:200.0,19051.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19053[10:MRR:193.0,19051.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 19055[10:MRR:197.0,19051.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19056[10:MRR:19048.0,19052.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 19057[10:MRR:19049.0,19053.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 19058[10:MRR:19050.0,19055.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 19059[11:Spt:19056.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19063[11:MRR:107.0,19059.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 19064[11:MRR:111.0,19059.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19065[11:MRR:19057.0,19063.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 19066[11:MRR:50.1,19065.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 19072[11:MRR:19058.0,19064.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19078[11:MRR:19066.0,19072.0] || -> . % 3.51/3.74 19079[11:Spt:19078.0,19056.0,19059.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19080[11:Spt:19078.0,19056.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19081[11:MRR:51.0,19080.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 19082[11:MRR:19057.1,19081.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 19086[11:MRR:106.1,19082.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19087[11:MRR:19058.0,19086.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19089[11:MRR:55.0,55.1,19080.0,19087.0] || -> . % 3.51/3.74 19093[10:Spt:19089.0,19047.0,19051.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19094[10:Spt:19089.0,19047.1,19047.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 19095[11:Spt:19094.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19096[11:MRR:116.0,19095.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19097[11:MRR:109.0,19095.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 19100[11:MRR:113.0,19095.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19101[11:MRR:19048.1,19096.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.51/3.74 19102[11:MRR:19049.1,19097.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.51/3.74 19103[11:MRR:19050.1,19100.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.51/3.74 19104[12:Spt:19101.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19105[12:MRR:191.0,19104.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 19106[12:MRR:195.0,19104.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19108[12:MRR:19102.0,19105.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 19114[12:MRR:50.1,19108.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 19115[12:MRR:19103.0,19106.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19121[12:MRR:19114.0,19115.0] || -> . % 3.51/3.74 19122[12:Spt:19121.0,19101.0,19104.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19123[12:Spt:19121.0,19101.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19124[12:MRR:51.0,19123.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 19125[12:MRR:19102.1,19124.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 19127[12:MRR:190.1,19125.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19128[12:MRR:19103.0,19127.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19132[12:MRR:55.0,55.1,19123.0,19128.0] || -> . % 3.51/3.74 19134[11:Spt:19132.0,19094.0,19095.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19135[11:Spt:19132.0,19094.1] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19136[11:MRR:53.0,19135.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 19137[11:MRR:19049.2,19136.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.51/3.74 19138[11:MRR:57.0,19135.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 19139[11:MRR:19050.2,19138.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.51/3.74 19140[11:MRR:60.0,19135.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 19141[11:MRR:19048.2,19140.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 19145[12:Spt:19137.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 19146[12:MRR:191.1,19145.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19147[12:MRR:190.1,19145.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19149[12:MRR:19141.0,19146.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19150[12:MRR:111.0,19149.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19154[12:MRR:19139.0,19147.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19158[12:MRR:19150.0,19154.0] || -> . % 3.51/3.74 19159[12:Spt:19158.0,19137.0,19145.0] || pigeon_3_in_hole_7* -> . % 3.51/3.74 19160[12:Spt:19158.0,19137.1] || -> pigeon_3_in_hole_4*. % 3.51/3.74 19161[12:MRR:107.1,19160.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19162[12:MRR:19141.1,19161.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19164[12:MRR:195.0,19162.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19165[12:MRR:19139.0,19164.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19168[12:MRR:106.0,106.1,19165.0,19160.0] || -> . % 3.51/3.74 19169[6:Spt:19168.0,18581.0,18582.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 19170[6:Spt:19168.0,18581.1,18581.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 19171[7:Spt:19170.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 19172[7:MRR:44.1,19171.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 19173[7:MRR:45.1,19171.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 19174[7:MRR:46.1,19171.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 19175[7:MRR:48.1,19171.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 19178[7:MRR:37.0,19171.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 19179[7:MRR:17331.3,19172.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 19180[7:MRR:17330.3,19173.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 19181[7:MRR:17328.3,19174.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 19182[7:MRR:17332.3,19175.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.74 19183[7:MRR:17329.3,19178.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 19184[8:Spt:19179.3] || -> pigeon_3_in_hole_1*. % 3.51/3.74 19185[8:MRR:10.0,19184.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 19186[8:MRR:25.1,19184.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 19187[8:MRR:22.1,19184.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 19191[8:MRR:23.1,19184.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 19192[8:MRR:19183.3,19185.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 19193[8:MRR:19182.3,19186.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 19194[8:MRR:19180.3,19187.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 19195[8:MRR:19181.3,19191.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 19196[9:Spt:19192.1] || -> pigeon_1_in_hole_4*. % 3.51/3.74 19197[9:MRR:95.1,19196.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19201[9:MRR:96.1,19196.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19202[9:MRR:98.1,19196.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19203[9:MRR:19194.1,19197.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.51/3.74 19204[9:MRR:19195.1,19201.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.51/3.74 19205[9:MRR:19193.1,19202.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.51/3.74 19206[10:Spt:19203.1] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19210[10:MRR:83.1,19206.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19212[10:MRR:85.1,19206.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19213[10:MRR:19204.1,19210.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19217[10:MRR:200.1,19213.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 19219[10:MRR:19205.1,19212.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19224[10:MRR:19217.0,19219.0] || -> . % 3.51/3.74 19225[10:Spt:19224.0,19203.1,19206.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 19226[10:Spt:19224.0,19203.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19227[10:MRR:195.1,19226.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19228[10:MRR:19204.0,19227.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19233[10:MRR:88.1,19228.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19234[10:MRR:19205.1,19233.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19238[10:MRR:197.0,197.1,19234.0,19226.0] || -> . % 3.51/3.74 19239[9:Spt:19238.0,19192.1,19196.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19240[9:Spt:19238.0,19192.0,19192.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.51/3.74 19241[10:Spt:19240.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 19242[10:MRR:180.1,19241.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19243[10:MRR:182.1,19241.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19245[10:MRR:179.1,19241.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19247[10:MRR:19195.0,19242.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 19248[10:MRR:19193.0,19243.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 19249[10:MRR:19194.0,19245.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 19250[11:Spt:19247.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19251[11:MRR:111.0,19250.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19255[11:MRR:116.1,19250.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19256[11:MRR:19249.0,19251.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19257[11:MRR:85.1,19256.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19263[11:MRR:19248.0,19255.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19269[11:MRR:19257.0,19263.0] || -> . % 3.51/3.74 19270[11:Spt:19269.0,19247.0,19250.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19271[11:Spt:19269.0,19247.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19272[11:MRR:83.0,19271.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 19273[11:MRR:19249.1,19272.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19277[11:MRR:113.1,19273.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19278[11:MRR:19248.0,19277.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19283[11:MRR:88.0,88.1,19278.0,19271.0] || -> . % 3.51/3.74 19284[10:Spt:19283.0,19240.0,19241.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19285[10:Spt:19283.0,19240.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19286[10:MRR:67.1,19285.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19287[10:MRR:19194.2,19286.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.51/3.74 19288[10:MRR:70.1,19285.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19289[10:MRR:19193.2,19288.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.51/3.74 19291[10:MRR:68.1,19285.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19292[10:MRR:19195.2,19291.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 19295[11:Spt:19287.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19296[11:MRR:195.1,19295.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19297[11:MRR:197.1,19295.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 19300[11:MRR:19292.0,19296.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19301[11:MRR:116.1,19300.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19306[11:MRR:19289.0,19297.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19311[11:MRR:19301.0,19306.0] || -> . % 3.51/3.74 19312[11:Spt:19311.0,19287.0,19295.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19313[11:Spt:19311.0,19287.1] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19314[11:MRR:111.1,19313.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19315[11:MRR:19292.1,19314.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19316[11:MRR:200.1,19315.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 19319[11:MRR:19289.0,19316.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19323[11:MRR:113.0,113.1,19319.0,19313.0] || -> . % 3.51/3.74 19324[8:Spt:19323.0,19179.3,19184.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 19325[8:Spt:19323.0,19179.0,19179.1,19179.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 19326[9:Spt:19325.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 19327[9:MRR:190.1,19326.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19328[9:MRR:191.1,19326.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19329[9:MRR:193.1,19326.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19331[9:MRR:178.0,19326.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19332[9:MRR:19180.0,19327.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 19333[9:MRR:19181.0,19328.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 19334[9:MRR:19182.0,19329.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.74 19335[9:MRR:19183.0,19331.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 19336[10:Spt:19332.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19337[10:MRR:111.1,19336.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19338[10:MRR:113.1,19336.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19342[10:MRR:95.0,19336.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19343[10:MRR:19333.0,19337.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 19344[10:MRR:19334.0,19338.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.74 19345[10:MRR:19335.0,19342.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 19346[11:Spt:19343.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19348[11:MRR:88.1,19346.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19350[11:MRR:68.0,19346.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19353[11:MRR:19344.0,19348.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 19354[11:MRR:14.0,19353.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19360[11:MRR:19345.0,19350.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19366[11:MRR:19354.0,19360.0] || -> . % 3.51/3.74 19367[11:Spt:19366.0,19343.0,19346.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19368[11:Spt:19366.0,19343.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19369[11:MRR:32.1,19368.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 19370[11:MRR:19344.1,19369.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19372[11:MRR:70.0,19370.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19376[11:MRR:19345.0,19372.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19381[11:MRR:12.0,12.1,19368.0,19376.0] || -> . % 3.51/3.74 19382[10:Spt:19381.0,19332.0,19336.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19383[10:Spt:19381.0,19332.1,19332.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 19384[11:Spt:19383.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19385[11:MRR:83.1,19384.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 19386[11:MRR:85.1,19384.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 19387[11:MRR:67.0,19384.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 19391[11:MRR:19333.1,19385.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 19392[11:MRR:19334.1,19386.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 19393[11:MRR:19335.1,19387.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 19394[12:Spt:19391.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19398[12:MRR:116.1,19394.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19399[12:MRR:96.0,19394.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19400[12:MRR:19392.0,19398.0] || -> pigeon_7_in_hole_1*. % 3.51/3.74 19406[12:MRR:14.0,19400.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19407[12:MRR:19393.0,19399.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19413[12:MRR:19406.0,19407.0] || -> . % 3.51/3.74 19414[12:Spt:19413.0,19391.0,19394.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19415[12:Spt:19413.0,19391.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19416[12:MRR:32.1,19415.0] || pigeon_7_in_hole_1* -> . % 3.51/3.74 19417[12:MRR:19392.1,19416.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19421[12:MRR:98.0,19417.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19422[12:MRR:19393.0,19421.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19423[12:MRR:12.0,12.1,19415.0,19422.0] || -> . % 3.51/3.74 19428[11:Spt:19423.0,19383.0,19384.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19429[11:Spt:19423.0,19383.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19430[11:MRR:29.1,19429.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 19431[11:MRR:19334.2,19430.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 19432[11:MRR:11.0,19429.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19433[11:MRR:19335.2,19432.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 19434[11:MRR:27.1,19429.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19435[11:MRR:19333.2,19434.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 19439[12:Spt:19431.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19440[12:MRR:116.0,19439.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19441[12:MRR:98.0,19439.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19445[12:MRR:19435.0,19440.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19448[12:MRR:68.0,19445.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19451[12:MRR:19433.0,19441.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19456[12:MRR:19448.0,19451.0] || -> . % 3.51/3.74 19457[12:Spt:19456.0,19431.0,19439.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19458[12:Spt:19456.0,19431.1] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19459[12:MRR:88.0,19458.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19460[12:MRR:19435.1,19459.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19461[12:MRR:96.0,19460.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19465[12:MRR:19433.0,19461.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19469[12:MRR:70.0,70.1,19458.0,19465.0] || -> . % 3.51/3.74 19470[9:Spt:19469.0,19325.0,19326.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 19471[9:Spt:19469.0,19325.1,19325.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 19472[10:Spt:19471.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 19473[10:MRR:109.1,19472.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19474[10:MRR:107.1,19472.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19475[10:MRR:94.0,19472.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19478[10:MRR:106.1,19472.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19479[10:MRR:19182.1,19473.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.74 19480[10:MRR:19181.1,19474.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 19481[10:MRR:19183.1,19475.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 19482[10:MRR:19180.1,19478.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 19483[11:Spt:19479.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19484[11:MRR:197.0,19483.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19485[11:MRR:200.0,19483.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19487[11:MRR:182.0,19483.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19488[11:MRR:19482.0,19484.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 19489[11:MRR:19480.0,19485.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 19490[11:MRR:19481.0,19487.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 19491[12:Spt:19488.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19495[12:MRR:67.0,19491.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19497[12:MRR:83.1,19491.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19498[12:MRR:19490.0,19495.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19501[12:MRR:12.1,19498.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19505[12:MRR:19489.0,19497.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19511[12:MRR:19501.0,19505.0] || -> . % 3.51/3.74 19512[12:Spt:19511.0,19488.0,19491.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 19513[12:Spt:19511.0,19488.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19514[12:MRR:11.0,19513.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19515[12:MRR:19490.1,19514.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19519[12:MRR:68.1,19515.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19521[12:MRR:19489.0,19519.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19525[12:MRR:27.0,27.1,19521.0,19513.0] || -> . % 3.51/3.74 19527[11:Spt:19525.0,19479.0,19483.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19528[11:Spt:19525.0,19479.1,19479.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.51/3.74 19529[12:Spt:19528.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19530[12:MRR:85.0,19529.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19531[12:MRR:70.0,19529.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 19535[12:MRR:88.0,19529.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 19536[12:MRR:19482.1,19530.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.74 19537[12:MRR:19481.1,19531.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.51/3.74 19538[12:MRR:19480.1,19535.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.51/3.74 19539[13:Spt:19536.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19541[13:MRR:195.1,19539.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19542[13:MRR:179.0,19539.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19543[13:MRR:19538.0,19541.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19544[13:MRR:12.0,19543.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19550[13:MRR:19537.0,19542.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19556[13:MRR:19544.0,19550.0] || -> . % 3.51/3.74 19557[13:Spt:19556.0,19536.0,19539.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19558[13:Spt:19556.0,19536.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19559[13:MRR:27.1,19558.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19560[13:MRR:19538.1,19559.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19562[13:MRR:180.0,19560.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19563[13:MRR:19537.0,19562.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19568[13:MRR:11.0,11.1,19558.0,19563.0] || -> . % 3.51/3.74 19569[12:Spt:19568.0,19528.0,19529.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 19570[12:Spt:19568.0,19528.1] || -> pigeon_7_in_hole_1*. % 3.51/3.74 19571[12:MRR:32.0,19570.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 19572[12:MRR:19480.2,19571.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.51/3.74 19573[12:MRR:14.0,19570.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19574[12:MRR:19481.2,19573.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.51/3.74 19578[12:MRR:29.0,19570.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 19579[12:MRR:19482.2,19578.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.51/3.74 19580[13:Spt:19572.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19581[13:MRR:195.0,19580.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19582[13:MRR:180.0,19580.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19584[13:MRR:19579.0,19581.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19586[13:MRR:67.0,19584.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19590[13:MRR:19574.0,19582.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19595[13:MRR:19586.0,19590.0] || -> . % 3.51/3.74 19596[13:Spt:19595.0,19572.0,19580.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19597[13:Spt:19595.0,19572.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19598[13:MRR:83.0,19597.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 19599[13:MRR:19579.1,19598.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19600[13:MRR:179.0,19599.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19602[13:MRR:19574.0,19600.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19606[13:MRR:68.0,68.1,19597.0,19602.0] || -> . % 3.51/3.74 19607[10:Spt:19606.0,19471.0,19472.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 19608[10:Spt:19606.0,19471.1] || -> pigeon_3_in_hole_3*. % 3.51/3.74 19609[10:MRR:78.1,19608.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19610[10:MRR:66.0,19608.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 19611[10:MRR:79.1,19608.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 19614[10:MRR:81.1,19608.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 19615[10:MRR:19182.2,19614.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 19616[10:MRR:19181.2,19611.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 19617[10:MRR:19183.2,19610.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 19618[10:MRR:19180.2,19609.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 19619[11:Spt:19615.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19620[11:MRR:182.0,19619.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19622[11:MRR:200.0,19619.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19623[11:MRR:197.0,19619.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19624[11:MRR:19617.0,19620.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 19625[11:MRR:19616.0,19622.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 19626[11:MRR:19618.0,19623.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 19627[12:Spt:19624.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 19629[12:MRR:96.1,19627.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 19632[12:MRR:95.1,19627.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19633[12:MRR:19625.0,19629.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19635[12:MRR:27.0,19633.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 19640[12:MRR:19626.0,19632.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19646[12:MRR:19635.0,19640.0] || -> . % 3.51/3.74 19647[12:Spt:19646.0,19624.0,19627.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19648[12:Spt:19646.0,19624.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19649[12:MRR:12.1,19648.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19650[12:MRR:19625.1,19649.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19654[12:MRR:111.0,19650.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19655[12:MRR:19626.0,19654.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19660[12:MRR:11.0,11.1,19655.0,19648.0] || -> . % 3.51/3.74 19661[11:Spt:19660.0,19615.0,19619.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19662[11:Spt:19660.0,19615.1,19615.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.51/3.74 19663[12:Spt:19662.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 19664[12:MRR:98.0,19663.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19665[12:MRR:116.0,19663.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19668[12:MRR:113.0,19663.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19669[12:MRR:19617.1,19664.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.51/3.74 19670[12:MRR:19616.1,19665.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.51/3.74 19671[12:MRR:19618.1,19668.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.51/3.74 19672[13:Spt:19669.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 19673[13:MRR:180.1,19672.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19674[13:MRR:179.1,19672.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19676[13:MRR:19670.0,19673.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 19681[13:MRR:27.0,19676.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 19683[13:MRR:19671.0,19674.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19689[13:MRR:19681.0,19683.0] || -> . % 3.51/3.74 19690[13:Spt:19689.0,19669.0,19672.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19691[13:Spt:19689.0,19669.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 19692[13:MRR:12.1,19691.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 19693[13:MRR:19670.1,19692.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19695[13:MRR:195.0,19693.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19696[13:MRR:19671.0,19695.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 19697[13:MRR:11.0,11.1,19696.0,19691.0] || -> . % 3.51/3.74 19702[12:Spt:19697.0,19662.0,19663.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19703[12:Spt:19697.0,19662.1] || -> pigeon_7_in_hole_1*. % 3.51/3.74 19704[12:MRR:32.0,19703.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 19705[12:MRR:19616.2,19704.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 19706[12:MRR:29.0,19703.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 19707[12:MRR:19618.2,19706.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.51/3.74 19708[12:MRR:14.0,19703.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 19709[12:MRR:19617.2,19708.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.51/3.74 19713[13:Spt:19705.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19714[13:MRR:180.0,19713.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19715[13:MRR:195.0,19713.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19717[13:MRR:19709.0,19714.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 19718[13:MRR:95.1,19717.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19722[13:MRR:19707.0,19715.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19726[13:MRR:19718.0,19722.0] || -> . % 3.51/3.74 19727[13:Spt:19726.0,19705.0,19713.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19728[13:Spt:19726.0,19705.1] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19729[13:MRR:96.0,19728.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19730[13:MRR:19709.1,19729.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 19732[13:MRR:179.1,19730.0] || pigeon_4_in_hole_7* -> . % 3.51/3.74 19733[13:MRR:19707.0,19732.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19736[13:MRR:111.0,111.1,19728.0,19733.0] || -> . % 3.51/3.74 19737[7:Spt:19736.0,19170.0,19171.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 19738[7:Spt:19736.0,19170.1] || -> pigeon_2_in_hole_1*. % 3.51/3.74 19739[7:MRR:18.1,19738.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 19740[7:MRR:17.1,19738.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 19741[7:MRR:9.0,19738.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 19742[7:MRR:20.1,19738.0] || pigeon_7_in_hole_1*+ -> . % 3.51/3.74 19745[7:MRR:16.1,19738.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 19746[7:MRR:17331.4,19745.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 19747[7:MRR:17330.4,19740.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 19748[7:MRR:17328.4,19739.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 19749[7:MRR:17332.4,19742.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.74 19750[7:MRR:17329.4,19741.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 19751[8:Spt:19746.1] || -> pigeon_3_in_hole_4*. % 3.51/3.74 19752[8:MRR:106.1,19751.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19755[8:MRR:94.0,19751.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19756[8:MRR:107.1,19751.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19757[8:MRR:109.1,19751.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19758[8:MRR:19747.1,19752.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 19759[8:MRR:19750.1,19755.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 19760[8:MRR:19748.1,19756.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 19761[8:MRR:19749.1,19757.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.74 19762[9:Spt:19758.1] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19764[9:MRR:83.1,19762.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 19767[9:MRR:67.0,19762.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 19768[9:MRR:85.1,19762.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 19769[9:MRR:19760.1,19764.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.51/3.74 19770[9:MRR:19759.1,19767.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.51/3.74 19771[9:MRR:19761.1,19768.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.51/3.74 19772[10:Spt:19769.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19775[10:MRR:60.1,19772.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 19778[10:MRR:40.0,19772.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19779[10:MRR:19771.1,19775.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19783[10:MRR:182.0,19779.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19785[10:MRR:19770.1,19778.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 19790[10:MRR:19783.0,19785.0] || -> . % 3.51/3.74 19791[10:Spt:19790.0,19769.1,19772.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 19792[10:Spt:19790.0,19769.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19793[10:MRR:200.1,19792.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 19794[10:MRR:19771.0,19793.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19799[10:MRR:42.0,19794.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19800[10:MRR:19770.1,19799.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 19804[10:MRR:180.0,180.1,19792.0,19800.0] || -> . % 3.51/3.74 19805[9:Spt:19804.0,19758.1,19762.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19806[9:Spt:19804.0,19758.0,19758.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.51/3.74 19807[10:Spt:19806.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 19808[10:MRR:197.1,19807.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19809[10:MRR:179.0,19807.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19810[10:MRR:195.1,19807.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19813[10:MRR:19761.0,19808.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.74 19814[10:MRR:19759.0,19809.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 19815[10:MRR:19760.0,19810.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 19816[11:Spt:19813.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19818[11:MRR:88.0,19816.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 19821[11:MRR:70.0,19816.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19822[11:MRR:19815.0,19818.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19823[11:MRR:40.0,19822.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19829[11:MRR:19814.0,19821.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 19835[11:MRR:19823.0,19829.0] || -> . % 3.51/3.74 19836[11:Spt:19835.0,19813.0,19816.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19837[11:Spt:19835.0,19813.1] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19838[11:MRR:60.0,19837.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 19839[11:MRR:19815.1,19838.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19841[11:MRR:68.0,19839.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19844[11:MRR:19814.0,19841.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 19849[11:MRR:42.0,42.1,19837.0,19844.0] || -> . % 3.51/3.74 19850[10:Spt:19849.0,19806.0,19807.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19851[10:Spt:19849.0,19806.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19852[10:MRR:55.1,19851.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 19853[10:MRR:19760.2,19852.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.51/3.74 19854[10:MRR:39.0,19851.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19855[10:MRR:19759.2,19854.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.51/3.74 19858[10:MRR:57.1,19851.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 19859[10:MRR:19761.2,19858.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.51/3.74 19861[11:Spt:19853.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 19862[11:MRR:200.1,19861.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 19863[11:MRR:180.0,19861.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19866[11:MRR:19859.0,19862.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19867[11:MRR:70.0,19866.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19872[11:MRR:19855.0,19863.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19877[11:MRR:19867.0,19872.0] || -> . % 3.51/3.74 19878[11:Spt:19877.0,19853.0,19861.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 19879[11:Spt:19877.0,19853.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19880[11:MRR:88.1,19879.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19881[11:MRR:19859.1,19880.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 19883[11:MRR:182.0,19881.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 19885[11:MRR:19855.0,19883.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 19889[11:MRR:68.0,68.1,19879.0,19885.0] || -> . % 3.51/3.74 19890[8:Spt:19889.0,19746.1,19751.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 19891[8:Spt:19889.0,19746.0,19746.2,19746.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 19892[9:Spt:19891.0] || -> pigeon_3_in_hole_7*. % 3.51/3.74 19893[9:MRR:191.1,19892.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 19894[9:MRR:193.1,19892.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 19895[9:MRR:178.0,19892.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 19897[9:MRR:190.1,19892.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 19898[9:MRR:19748.0,19893.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 19899[9:MRR:19749.0,19894.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.74 19900[9:MRR:19750.0,19895.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 19901[9:MRR:19747.0,19897.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 19902[10:Spt:19898.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 19903[10:MRR:111.0,19902.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 19906[10:MRR:96.0,19902.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 19907[10:MRR:116.1,19902.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 19908[10:MRR:19901.0,19903.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 19909[10:MRR:19900.0,19906.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 19910[10:MRR:19899.0,19907.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.51/3.74 19911[11:Spt:19908.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 19912[11:MRR:85.1,19911.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 19913[11:MRR:67.0,19911.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19918[11:MRR:19910.0,19912.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19920[11:MRR:42.0,19918.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19925[11:MRR:19909.0,19913.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 19931[11:MRR:19920.0,19925.0] || -> . % 3.51/3.74 19932[11:Spt:19931.0,19908.0,19911.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 19933[11:Spt:19931.0,19908.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19934[11:MRR:57.1,19933.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 19935[11:MRR:19910.1,19934.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 19940[11:MRR:70.0,19935.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 19941[11:MRR:19909.0,19940.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 19945[11:MRR:39.0,39.1,19933.0,19941.0] || -> . % 3.51/3.74 19947[10:Spt:19945.0,19898.0,19902.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 19948[10:Spt:19945.0,19898.1,19898.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 19949[11:Spt:19948.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 19950[11:MRR:83.0,19949.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 19951[11:MRR:88.1,19949.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 19952[11:MRR:68.0,19949.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 19956[11:MRR:19901.1,19950.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 19957[11:MRR:19899.1,19951.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 19958[11:MRR:19900.1,19952.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 19959[12:Spt:19956.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 19960[12:MRR:95.0,19959.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 19963[12:MRR:113.1,19959.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19964[12:MRR:19958.0,19960.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 19965[12:MRR:42.1,19964.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 19971[12:MRR:19957.0,19963.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19977[12:MRR:19965.0,19971.0] || -> . % 3.51/3.74 19978[12:Spt:19977.0,19956.0,19959.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 19979[12:Spt:19977.0,19956.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 19980[12:MRR:39.0,19979.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 19981[12:MRR:19958.1,19980.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 19984[12:MRR:98.1,19981.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 19985[12:MRR:19957.0,19984.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 19990[12:MRR:57.0,57.1,19985.0,19979.0] || -> . % 3.51/3.74 19991[11:Spt:19990.0,19948.0,19949.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 19992[11:Spt:19990.0,19948.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 19993[11:MRR:40.0,19992.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 19994[11:MRR:19900.2,19993.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 19995[11:MRR:60.1,19992.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 19996[11:MRR:19899.2,19995.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 20000[11:MRR:55.0,19992.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20001[11:MRR:19901.2,20000.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 20002[12:Spt:19994.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 20003[12:MRR:95.1,20002.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 20004[12:MRR:98.1,20002.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20007[12:MRR:20001.0,20003.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20012[12:MRR:85.1,20007.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 20013[12:MRR:19996.0,20004.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 20018[12:MRR:20012.0,20013.0] || -> . % 3.51/3.74 20019[12:Spt:20018.0,19994.0,20002.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20020[12:Spt:20018.0,19994.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 20021[12:MRR:67.1,20020.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20022[12:MRR:20001.1,20021.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 20023[12:MRR:113.1,20022.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20026[12:MRR:19996.0,20023.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 20030[12:MRR:70.0,70.1,20026.0,20020.0] || -> . % 3.51/3.74 20031[9:Spt:20030.0,19891.0,19892.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 20032[9:Spt:20030.0,19891.1,19891.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 20033[10:Spt:20032.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20034[10:MRR:78.1,20033.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20035[10:MRR:81.1,20033.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 20036[10:MRR:66.0,20033.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 20039[10:MRR:79.1,20033.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20040[10:MRR:19747.2,20034.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 20041[10:MRR:19749.2,20035.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 20042[10:MRR:19750.2,20036.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 20043[10:MRR:19748.2,20039.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 20044[11:Spt:20040.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 20045[11:MRR:195.1,20044.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 20046[11:MRR:197.1,20044.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 20047[11:MRR:179.0,20044.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 20049[11:MRR:20043.0,20045.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 20050[11:MRR:20041.0,20046.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.51/3.74 20051[11:MRR:20042.0,20047.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 20052[12:Spt:20049.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20053[12:MRR:116.1,20052.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20054[12:MRR:96.0,20052.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20058[12:MRR:20050.0,20053.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 20059[12:MRR:42.0,20058.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 20065[12:MRR:20051.0,20054.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 20071[12:MRR:20059.0,20065.0] || -> . % 3.51/3.74 20072[12:Spt:20071.0,20049.0,20052.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 20073[12:Spt:20071.0,20049.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20074[12:MRR:60.1,20073.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 20075[12:MRR:20050.1,20074.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 20076[12:MRR:98.0,20075.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20080[12:MRR:20051.0,20076.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 20085[12:MRR:40.0,40.1,20073.0,20080.0] || -> . % 3.51/3.74 20086[11:Spt:20085.0,20040.0,20044.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 20087[11:Spt:20085.0,20040.1,20040.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 20088[12:Spt:20087.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 20089[12:MRR:111.1,20088.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 20090[12:MRR:113.1,20088.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 20091[12:MRR:95.0,20088.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 20094[12:MRR:20043.1,20089.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.51/3.74 20095[12:MRR:20041.1,20090.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.51/3.74 20096[12:MRR:20042.1,20091.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.51/3.74 20097[13:Spt:20094.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 20099[13:MRR:180.0,20097.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 20100[13:MRR:200.1,20097.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20101[13:MRR:20096.0,20099.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 20102[13:MRR:42.1,20101.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 20108[13:MRR:20095.0,20100.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 20114[13:MRR:20102.0,20108.0] || -> . % 3.51/3.74 20115[13:Spt:20114.0,20094.0,20097.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20116[13:Spt:20114.0,20094.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20117[13:MRR:40.0,20116.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 20118[13:MRR:20096.1,20117.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 20120[13:MRR:182.1,20118.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20121[13:MRR:20095.0,20120.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 20126[13:MRR:60.0,60.1,20121.0,20116.0] || -> . % 3.51/3.74 20127[12:Spt:20126.0,20087.0,20088.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 20128[12:Spt:20126.0,20087.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20129[12:MRR:39.0,20128.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 20130[12:MRR:20042.2,20129.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.51/3.74 20131[12:MRR:57.1,20128.0] || pigeon_7_in_hole_2* -> . % 3.51/3.74 20132[12:MRR:20041.2,20131.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.51/3.74 20136[12:MRR:55.1,20128.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 20137[12:MRR:20043.2,20136.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 20138[13:Spt:20130.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 20139[13:MRR:180.1,20138.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20140[13:MRR:182.1,20138.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20142[13:MRR:20137.0,20139.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20146[13:MRR:116.1,20142.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20147[13:MRR:20132.0,20140.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 20151[13:MRR:20146.0,20147.0] || -> . % 3.51/3.74 20152[13:Spt:20151.0,20130.0,20138.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 20153[13:Spt:20151.0,20130.1] || -> pigeon_1_in_hole_4*. % 3.51/3.74 20154[13:MRR:96.1,20153.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 20155[13:MRR:20137.1,20154.0] || -> pigeon_5_in_hole_7*. % 3.51/3.74 20156[13:MRR:200.1,20155.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20158[13:MRR:20132.0,20156.0] || -> pigeon_7_in_hole_4*. % 3.51/3.74 20159[13:MRR:98.0,98.1,20158.0,20153.0] || -> . % 3.51/3.74 20162[10:Spt:20159.0,20032.0,20033.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20163[10:Spt:20159.0,20032.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20164[10:MRR:38.0,20163.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 20165[10:MRR:53.1,20163.0] || pigeon_7_in_hole_2*+ -> . % 3.51/3.74 20166[10:MRR:50.1,20163.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 20167[10:MRR:51.1,20163.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 20170[10:MRR:19747.3,20166.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 20171[10:MRR:19749.3,20165.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 20172[10:MRR:19750.3,20164.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 20173[10:MRR:19748.3,20167.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 20174[11:Spt:20170.0] || -> pigeon_4_in_hole_7*. % 3.51/3.74 20176[11:MRR:179.0,20174.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 20177[11:MRR:197.1,20174.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 20178[11:MRR:195.1,20174.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 20179[11:MRR:20172.0,20176.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 20180[11:MRR:20171.0,20177.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.51/3.74 20181[11:MRR:20173.0,20178.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 20182[12:Spt:20179.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 20183[12:MRR:96.1,20182.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 20184[12:MRR:98.1,20182.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20188[12:MRR:20181.0,20183.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20190[12:MRR:88.1,20188.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 20194[12:MRR:20180.0,20184.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 20199[12:MRR:20190.0,20194.0] || -> . % 3.51/3.74 20200[12:Spt:20199.0,20179.0,20182.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20201[12:Spt:20199.0,20179.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 20202[12:MRR:68.1,20201.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 20203[12:MRR:20181.1,20202.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20204[12:MRR:116.1,20203.0] || pigeon_7_in_hole_4* -> . % 3.51/3.74 20208[12:MRR:20180.0,20204.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 20209[12:MRR:70.0,70.1,20208.0,20201.0] || -> . % 3.51/3.74 20213[11:Spt:20209.0,20170.0,20174.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 20214[11:Spt:20209.0,20170.1,20170.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 20215[12:Spt:20214.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 20216[12:MRR:95.0,20215.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 20217[12:MRR:111.1,20215.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 20218[12:MRR:113.1,20215.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 20221[12:MRR:20172.1,20216.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.51/3.74 20222[12:MRR:20173.1,20217.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.51/3.74 20223[12:MRR:20171.1,20218.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.51/3.74 20224[13:Spt:20221.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 20226[13:MRR:182.1,20224.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20227[13:MRR:180.1,20224.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20228[13:MRR:20223.0,20226.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 20229[13:MRR:88.0,20228.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 20234[13:MRR:20222.0,20227.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20239[13:MRR:20229.0,20234.0] || -> . % 3.51/3.74 20240[13:Spt:20239.0,20221.0,20224.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 20241[13:Spt:20239.0,20221.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 20242[13:MRR:70.1,20241.0] || pigeon_7_in_hole_3* -> . % 3.51/3.74 20243[13:MRR:20223.1,20242.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 20245[13:MRR:200.0,20243.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20246[13:MRR:20222.0,20245.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20250[13:MRR:68.0,68.1,20246.0,20241.0] || -> . % 3.51/3.74 20251[12:Spt:20250.0,20214.0,20215.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 20252[12:Spt:20250.0,20214.1] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20253[12:MRR:85.1,20252.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 20254[12:MRR:20171.2,20253.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.51/3.74 20255[12:MRR:83.1,20252.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 20256[12:MRR:20173.2,20255.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.51/3.74 20257[12:MRR:67.0,20252.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 20258[12:MRR:20172.2,20257.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.51/3.74 20261[13:Spt:20254.0] || -> pigeon_7_in_hole_7*. % 3.51/3.74 20262[13:MRR:182.0,20261.0] || pigeon_1_in_hole_7* -> . % 3.51/3.74 20263[13:MRR:200.0,20261.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20265[13:MRR:20258.0,20262.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 20269[13:MRR:96.1,20265.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 20270[13:MRR:20256.0,20263.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20274[13:MRR:20269.0,20270.0] || -> . % 3.51/3.74 20275[13:Spt:20274.0,20254.0,20261.0] || pigeon_7_in_hole_7* -> . % 3.51/3.74 20276[13:Spt:20274.0,20254.1] || -> pigeon_7_in_hole_4*. % 3.51/3.74 20277[13:MRR:98.0,20276.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20278[13:MRR:20258.1,20277.0] || -> pigeon_1_in_hole_7*. % 3.51/3.74 20279[13:MRR:180.1,20278.0] || pigeon_5_in_hole_7* -> . % 3.51/3.74 20281[13:MRR:20256.0,20279.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20282[13:MRR:116.0,116.1,20276.0,20281.0] || -> . % 3.51/3.74 20285[3:Spt:20282.0,17312.1,17319.0] || pigeon_6_in_hole_5*+ -> . % 3.51/3.74 20286[3:Spt:20282.0,17312.0,17312.2,17312.3,17312.4,17312.5] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.51/3.74 20287[4:Spt:20286.0] || -> pigeon_6_in_hole_7*. % 3.51/3.74 20288[4:MRR:202.1,20287.0] || pigeon_7_in_hole_7*+ -> . % 3.51/3.74 20289[4:MRR:181.0,20287.0] || pigeon_1_in_hole_7*+ -> . % 3.51/3.74 20290[4:MRR:199.0,20287.0] || pigeon_5_in_hole_7*+ -> . % 3.51/3.74 20291[4:MRR:196.0,20287.0] || pigeon_4_in_hole_7*+ -> . % 3.51/3.74 20292[4:MRR:192.0,20287.0] || pigeon_3_in_hole_7*+ -> . % 3.51/3.74 20293[4:MRR:187.0,20287.0] || pigeon_2_in_hole_7*+ -> . % 3.51/3.74 20294[4:MRR:17318.0,20288.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 20295[4:MRR:17315.0,20289.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20296[4:MRR:17314.0,20290.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20297[4:MRR:17316.0,20291.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20298[4:MRR:17317.0,20292.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20299[4:MRR:17313.0,20293.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20300[5:Spt:20294.1] || -> pigeon_7_in_hole_4*. % 3.51/3.74 20301[5:MRR:98.0,20300.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 20302[5:MRR:116.0,20300.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 20305[5:MRR:113.0,20300.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 20306[5:MRR:109.0,20300.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 20307[5:MRR:104.0,20300.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 20308[5:MRR:20295.1,20301.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20309[5:MRR:20296.1,20302.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20310[5:MRR:20297.1,20305.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20311[5:MRR:20298.1,20306.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20312[5:MRR:20299.1,20307.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20313[6:Spt:20308.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 20315[6:MRR:68.1,20313.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20316[6:MRR:67.1,20313.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20319[6:MRR:66.1,20313.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20320[6:MRR:65.1,20313.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 20321[6:MRR:20309.1,20315.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20322[6:MRR:20310.1,20316.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20323[6:MRR:20311.1,20319.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20324[6:MRR:20312.1,20320.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20325[7:Spt:20321.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20328[7:MRR:51.0,20325.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 20331[7:MRR:55.0,20325.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 20332[7:MRR:46.0,20325.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 20333[7:MRR:20323.1,20328.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.74 20334[7:MRR:20322.1,20331.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.74 20335[7:MRR:20324.1,20332.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.74 20336[8:Spt:20333.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20338[8:MRR:16.0,20336.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20341[8:MRR:22.1,20336.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20344[8:MRR:20335.1,20338.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 20348[8:MRR:129.1,20344.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20351[8:MRR:20334.1,20341.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20357[8:MRR:20348.0,20351.0] || -> . % 3.51/3.74 20358[8:Spt:20357.0,20333.1,20336.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 20359[8:Spt:20357.0,20333.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 20360[8:MRR:128.0,20359.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20361[8:MRR:20335.0,20360.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20363[8:MRR:17.1,20361.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20368[8:MRR:20334.1,20363.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20370[8:MRR:134.0,134.1,20368.0,20359.0] || -> . % 3.51/3.74 20374[7:Spt:20370.0,20321.1,20325.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 20375[7:Spt:20370.0,20321.0,20321.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.51/3.74 20376[8:Spt:20375.0] || -> pigeon_5_in_hole_5*. % 3.51/3.74 20377[8:MRR:130.0,20376.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 20378[8:MRR:139.0,20376.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 20381[8:MRR:135.0,20376.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 20383[8:MRR:20324.0,20377.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20384[8:MRR:20322.0,20378.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20385[8:MRR:20323.0,20381.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20386[9:Spt:20383.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20389[9:MRR:44.1,20386.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 20392[9:MRR:45.1,20386.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20393[9:MRR:20385.0,20389.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20396[9:MRR:22.1,20393.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20401[9:MRR:20384.0,20392.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20408[9:MRR:20396.0,20401.0] || -> . % 3.51/3.74 20409[9:Spt:20408.0,20383.0,20386.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20410[9:Spt:20408.0,20383.1] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20411[9:MRR:16.1,20410.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 20412[9:MRR:20385.1,20411.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20415[9:MRR:50.1,20412.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20418[9:MRR:20384.0,20415.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20424[9:MRR:17.0,17.1,20418.0,20410.0] || -> . % 3.51/3.74 20425[8:Spt:20424.0,20375.0,20376.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 20426[8:Spt:20424.0,20375.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 20427[8:MRR:23.0,20426.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 20428[8:MRR:20323.2,20427.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.74 20429[8:MRR:27.0,20426.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20430[8:MRR:20322.2,20429.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.74 20435[8:MRR:18.0,20426.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20436[8:MRR:20324.2,20435.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.74 20437[9:Spt:20428.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 20438[9:MRR:128.0,20437.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20439[9:MRR:134.1,20437.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20443[9:MRR:20436.0,20438.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20444[9:MRR:45.1,20443.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20450[9:MRR:20430.0,20439.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20456[9:MRR:20444.0,20450.0] || -> . % 3.51/3.74 20457[9:Spt:20456.0,20428.0,20437.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20458[9:Spt:20456.0,20428.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20459[9:MRR:44.0,20458.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20460[9:MRR:20436.1,20459.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 20462[9:MRR:129.1,20460.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20465[9:MRR:20430.0,20462.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20470[9:MRR:50.0,50.1,20465.0,20458.0] || -> . % 3.51/3.74 20471[6:Spt:20470.0,20308.1,20313.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 20472[6:Spt:20470.0,20308.0,20308.2,20308.3] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20473[7:Spt:20472.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 20474[7:MRR:122.1,20473.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 20475[7:MRR:121.1,20473.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 20476[7:MRR:123.1,20473.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 20479[7:MRR:124.1,20473.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 20480[7:MRR:20311.0,20474.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20481[7:MRR:20312.0,20475.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20482[7:MRR:20310.0,20476.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20483[7:MRR:20309.0,20479.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20484[8:Spt:20480.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20486[8:MRR:79.1,20484.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20487[8:MRR:78.1,20484.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20490[8:MRR:72.0,20484.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 20491[8:MRR:20483.0,20486.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20492[8:MRR:20482.0,20487.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20493[8:MRR:20481.0,20490.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20494[9:Spt:20491.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20495[9:MRR:46.0,20494.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20496[9:MRR:55.0,20494.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20502[9:MRR:20493.0,20495.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20504[9:MRR:17.1,20502.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20510[9:MRR:20492.0,20496.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20517[9:MRR:20504.0,20510.0] || -> . % 3.51/3.74 20518[9:Spt:20517.0,20491.0,20494.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 20519[9:Spt:20517.0,20491.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 20520[9:MRR:18.0,20519.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20521[9:MRR:20493.1,20520.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20527[9:MRR:45.1,20521.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20528[9:MRR:20492.0,20527.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20533[9:MRR:27.0,27.1,20519.0,20528.0] || -> . % 3.51/3.74 20535[8:Spt:20533.0,20480.0,20484.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20536[8:Spt:20533.0,20480.1,20480.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20537[9:Spt:20536.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20538[9:MRR:51.1,20537.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 20539[9:MRR:44.0,20537.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 20540[9:MRR:50.1,20537.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 20545[9:MRR:20483.1,20538.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 20546[9:MRR:20481.1,20539.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 20547[9:MRR:20482.1,20540.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 20548[10:Spt:20545.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20550[10:MRR:83.0,20548.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20553[10:MRR:74.0,20548.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20554[10:MRR:20547.0,20550.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20555[10:MRR:17.0,20554.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20562[10:MRR:20546.0,20553.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20569[10:MRR:20555.0,20562.0] || -> . % 3.51/3.74 20570[10:Spt:20569.0,20545.0,20548.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 20571[10:Spt:20569.0,20545.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 20572[10:MRR:27.0,20571.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20573[10:MRR:20547.1,20572.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20577[10:MRR:73.0,20573.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20578[10:MRR:20546.0,20577.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20584[10:MRR:18.0,18.1,20571.0,20578.0] || -> . % 3.51/3.74 20585[9:Spt:20584.0,20536.0,20537.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 20586[9:Spt:20584.0,20536.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20587[9:MRR:22.1,20586.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 20588[9:MRR:20482.2,20587.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 20589[9:MRR:16.0,20586.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20590[9:MRR:20481.2,20589.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.74 20595[9:MRR:23.1,20586.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 20596[9:MRR:20483.2,20595.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 20597[10:Spt:20588.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20598[10:MRR:83.1,20597.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 20599[10:MRR:73.0,20597.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20603[10:MRR:20596.0,20598.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20609[10:MRR:46.0,20603.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20610[10:MRR:20590.0,20599.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20616[10:MRR:20609.0,20610.0] || -> . % 3.51/3.74 20617[10:Spt:20616.0,20588.0,20597.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20618[10:Spt:20616.0,20588.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20619[10:MRR:55.1,20618.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 20620[10:MRR:20596.1,20619.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20621[10:MRR:74.0,20620.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20625[10:MRR:20590.0,20621.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20630[10:MRR:45.0,45.1,20618.0,20625.0] || -> . % 3.51/3.74 20631[7:Spt:20630.0,20472.0,20473.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 20632[7:Spt:20630.0,20472.1,20472.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20633[8:Spt:20632.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 20634[8:MRR:40.1,20633.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 20635[8:MRR:37.1,20633.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 20636[8:MRR:39.1,20633.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 20640[8:MRR:38.1,20633.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 20641[8:MRR:20309.2,20634.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 20642[8:MRR:20312.2,20635.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 20643[8:MRR:20310.2,20636.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 20644[8:MRR:20311.2,20640.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 20645[9:Spt:20641.0] || -> pigeon_5_in_hole_5*. % 3.51/3.74 20646[9:MRR:135.0,20645.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 20647[9:MRR:130.0,20645.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 20648[9:MRR:139.0,20645.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 20651[9:MRR:20644.0,20646.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 20652[9:MRR:20642.0,20647.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 20653[9:MRR:20643.0,20648.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 20654[10:Spt:20651.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20655[10:MRR:72.0,20654.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20658[10:MRR:78.1,20654.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20661[10:MRR:20652.0,20655.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20662[10:MRR:17.1,20661.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20669[10:MRR:20653.0,20658.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20676[10:MRR:20662.0,20669.0] || -> . % 3.51/3.74 20677[10:Spt:20676.0,20651.0,20654.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 20678[10:Spt:20676.0,20651.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20679[10:MRR:16.0,20678.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20680[10:MRR:20652.1,20679.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 20681[10:MRR:73.1,20680.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20686[10:MRR:20653.0,20681.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20692[10:MRR:22.0,22.1,20686.0,20678.0] || -> . % 3.51/3.74 20693[9:Spt:20692.0,20641.0,20645.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 20694[9:Spt:20692.0,20641.1,20641.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 20695[10:Spt:20694.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20696[10:MRR:79.0,20695.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20697[10:MRR:74.0,20695.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 20700[10:MRR:83.0,20695.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20702[10:MRR:20644.1,20696.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.74 20703[10:MRR:20642.1,20697.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.74 20704[10:MRR:20643.1,20700.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.74 20705[11:Spt:20702.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 20708[11:MRR:134.1,20705.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20709[11:MRR:128.0,20705.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20710[11:MRR:20704.0,20708.0] || -> pigeon_4_in_hole_1*. % 3.51/3.74 20711[11:MRR:17.0,20710.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20718[11:MRR:20703.0,20709.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20725[11:MRR:20711.0,20718.0] || -> . % 3.51/3.74 20726[11:Spt:20725.0,20702.0,20705.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20727[11:Spt:20725.0,20702.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20728[11:MRR:22.1,20727.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 20729[11:MRR:20704.1,20728.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20732[11:MRR:129.0,20729.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20733[11:MRR:20703.0,20732.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 20739[11:MRR:16.0,16.1,20727.0,20733.0] || -> . % 3.51/3.74 20740[10:Spt:20739.0,20694.0,20695.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20741[10:Spt:20739.0,20694.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 20742[10:MRR:27.0,20741.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 20743[10:MRR:20643.2,20742.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.74 20744[10:MRR:18.0,20741.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 20745[10:MRR:20642.2,20744.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.74 20750[10:MRR:23.0,20741.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 20751[10:MRR:20644.2,20750.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.74 20752[11:Spt:20743.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20753[11:MRR:134.0,20752.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20754[11:MRR:129.0,20752.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20757[11:MRR:20751.0,20753.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20762[11:MRR:72.0,20757.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20763[11:MRR:20745.0,20754.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 20768[11:MRR:20762.0,20763.0] || -> . % 3.51/3.74 20769[11:Spt:20768.0,20743.0,20752.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20770[11:Spt:20768.0,20743.1] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20771[11:MRR:78.0,20770.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 20772[11:MRR:20751.1,20771.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 20773[11:MRR:128.0,20772.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20776[11:MRR:20745.0,20773.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 20777[11:MRR:73.0,73.1,20770.0,20776.0] || -> . % 3.51/3.74 20781[8:Spt:20777.0,20632.0,20633.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 20782[8:Spt:20777.0,20632.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 20783[8:MRR:11.1,20782.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 20784[8:MRR:9.1,20782.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 20788[8:MRR:12.1,20782.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 20789[8:MRR:10.1,20782.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 20790[8:MRR:20309.3,20788.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 20791[8:MRR:20312.3,20784.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.74 20792[8:MRR:20310.3,20783.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 20793[8:MRR:20311.3,20789.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 20794[9:Spt:20790.0] || -> pigeon_5_in_hole_5*. % 3.51/3.74 20797[9:MRR:139.0,20794.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 20798[9:MRR:130.0,20794.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 20799[9:MRR:135.0,20794.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 20800[9:MRR:20792.0,20797.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 20801[9:MRR:20791.0,20798.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.51/3.74 20802[9:MRR:20793.0,20799.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 20803[10:Spt:20800.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20804[10:MRR:78.0,20803.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 20805[10:MRR:73.0,20803.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20810[10:MRR:20802.0,20804.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20812[10:MRR:44.0,20810.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20817[10:MRR:20801.0,20805.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20823[10:MRR:20812.0,20817.0] || -> . % 3.51/3.74 20824[10:Spt:20823.0,20800.0,20803.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20825[10:Spt:20823.0,20800.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20826[10:MRR:50.0,20825.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 20827[10:MRR:20802.1,20826.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20828[10:MRR:72.0,20827.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 20833[10:MRR:20801.0,20828.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20834[10:MRR:45.0,45.1,20825.0,20833.0] || -> . % 3.51/3.74 20839[9:Spt:20834.0,20790.0,20794.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 20840[9:Spt:20834.0,20790.1,20790.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 20841[10:Spt:20840.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 20842[10:MRR:83.0,20841.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20843[10:MRR:79.0,20841.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20844[10:MRR:74.0,20841.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 20848[10:MRR:20792.1,20842.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.74 20849[10:MRR:20793.1,20843.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.74 20850[10:MRR:20791.1,20844.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.51/3.74 20851[11:Spt:20848.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20854[11:MRR:129.0,20851.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20855[11:MRR:134.0,20851.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20856[11:MRR:20850.0,20854.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 20857[11:MRR:44.1,20856.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 20863[11:MRR:20849.0,20855.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20869[11:MRR:20857.0,20863.0] || -> . % 3.51/3.74 20870[11:Spt:20869.0,20848.0,20851.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20871[11:Spt:20869.0,20848.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20872[11:MRR:45.0,20871.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 20873[11:MRR:20850.1,20872.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 20876[11:MRR:128.1,20873.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20877[11:MRR:20849.0,20876.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 20882[11:MRR:50.0,50.1,20871.0,20877.0] || -> . % 3.51/3.74 20883[10:Spt:20882.0,20840.0,20841.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20884[10:Spt:20882.0,20840.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 20885[10:MRR:46.0,20884.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 20886[10:MRR:20791.2,20885.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.74 20887[10:MRR:51.0,20884.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 20888[10:MRR:20793.2,20887.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.51/3.74 20889[10:MRR:55.0,20884.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 20890[10:MRR:20792.2,20889.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.74 20894[11:Spt:20886.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 20895[11:MRR:129.1,20894.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 20896[11:MRR:128.1,20894.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20899[11:MRR:20890.0,20895.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 20904[11:MRR:78.0,20899.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 20905[11:MRR:20888.0,20896.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20910[11:MRR:20904.0,20905.0] || -> . % 3.51/3.74 20911[11:Spt:20910.0,20886.0,20894.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 20912[11:Spt:20910.0,20886.1] || -> pigeon_2_in_hole_3*. % 3.51/3.74 20913[11:MRR:73.1,20912.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 20914[11:MRR:20890.1,20913.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 20915[11:MRR:134.0,20914.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 20918[11:MRR:20888.0,20915.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 20919[11:MRR:72.0,72.1,20918.0,20912.0] || -> . % 3.51/3.74 20923[5:Spt:20919.0,20294.1,20300.0] || pigeon_7_in_hole_4*+ -> . % 3.51/3.74 20924[5:Spt:20919.0,20294.0,20294.2,20294.3,20294.4] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 20925[6:Spt:20924.0] || -> pigeon_7_in_hole_5*. % 3.51/3.74 20926[6:MRR:132.0,20925.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 20927[6:MRR:141.0,20925.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 20928[6:MRR:137.0,20925.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 20930[6:MRR:144.0,20925.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 20931[6:MRR:126.0,20925.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 20932[6:MRR:20299.0,20926.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 20933[6:MRR:20297.0,20927.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20934[6:MRR:20298.0,20928.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20935[6:MRR:20296.0,20930.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20936[6:MRR:20295.0,20931.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20937[7:Spt:20932.1] || -> pigeon_2_in_hole_3*. % 3.51/3.74 20938[7:MRR:73.1,20937.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 20939[7:MRR:72.1,20937.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 20943[7:MRR:74.1,20937.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 20944[7:MRR:65.0,20937.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 20945[7:MRR:20933.1,20938.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 20946[7:MRR:20934.1,20939.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 20947[7:MRR:20935.1,20943.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 20948[7:MRR:20936.1,20944.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 20949[8:Spt:20945.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 20951[8:MRR:50.0,20949.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 20952[8:MRR:55.1,20949.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 20956[8:MRR:39.0,20949.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 20957[8:MRR:20946.1,20951.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 20958[8:MRR:20947.1,20952.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 20959[8:MRR:20948.1,20956.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 20960[9:Spt:20957.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 20966[9:MRR:10.0,20960.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 20967[9:MRR:23.1,20960.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 20968[9:MRR:20959.1,20966.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 20969[9:MRR:96.1,20968.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 20975[9:MRR:20958.1,20967.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20981[9:MRR:20969.0,20975.0] || -> . % 3.51/3.74 20982[9:Spt:20981.0,20957.1,20960.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 20983[9:Spt:20981.0,20957.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 20984[9:MRR:94.0,20983.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 20985[9:MRR:20959.0,20984.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 20991[9:MRR:12.1,20985.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 20992[9:MRR:20958.1,20991.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 20994[9:MRR:107.0,107.1,20992.0,20983.0] || -> . % 3.51/3.74 20998[8:Spt:20994.0,20945.1,20949.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 20999[8:Spt:20994.0,20945.0,20945.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 21000[9:Spt:20999.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21001[9:MRR:95.0,21000.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21002[9:MRR:111.1,21000.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 21005[9:MRR:106.0,21000.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21007[9:MRR:20948.0,21001.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21008[9:MRR:20947.0,21002.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 21009[9:MRR:20946.0,21005.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21010[10:Spt:21007.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21012[10:MRR:38.1,21010.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21013[10:MRR:40.1,21010.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21017[10:MRR:21009.0,21012.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21018[10:MRR:23.1,21017.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21025[10:MRR:21008.0,21013.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21032[10:MRR:21018.0,21025.0] || -> . % 3.51/3.74 21033[10:Spt:21032.0,21007.0,21010.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21034[10:Spt:21032.0,21007.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21035[10:MRR:10.1,21034.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21036[10:MRR:21009.1,21035.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21038[10:MRR:51.1,21036.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21042[10:MRR:21008.0,21038.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21048[10:MRR:12.0,12.1,21042.0,21034.0] || -> . % 3.51/3.74 21049[9:Spt:21048.0,20999.0,21000.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21050[9:Spt:21048.0,20999.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21051[9:MRR:22.0,21050.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 21052[9:MRR:20946.2,21051.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 21053[9:MRR:27.1,21050.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21054[9:MRR:20947.2,21053.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 21055[9:MRR:11.0,21050.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21056[9:MRR:20948.2,21055.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 21061[10:Spt:21052.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 21062[10:MRR:94.0,21061.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21063[10:MRR:107.1,21061.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21067[10:MRR:21056.0,21062.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21071[10:MRR:40.1,21067.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21074[10:MRR:21054.0,21063.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21080[10:MRR:21071.0,21074.0] || -> . % 3.51/3.74 21081[10:Spt:21080.0,21052.0,21061.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21082[10:Spt:21080.0,21052.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21083[10:MRR:38.0,21082.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21084[10:MRR:21056.1,21083.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21088[10:MRR:96.1,21084.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21089[10:MRR:21054.0,21088.0] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21094[10:MRR:51.0,51.1,21089.0,21082.0] || -> . % 3.51/3.74 21095[7:Spt:21094.0,20932.1,20937.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 21096[7:Spt:21094.0,20932.0,20932.2,20932.3] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21097[8:Spt:21096.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 21098[8:MRR:100.1,21097.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21099[8:MRR:93.0,21097.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21100[8:MRR:102.1,21097.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 21103[8:MRR:101.1,21097.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21104[8:MRR:20934.0,21098.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21105[8:MRR:20936.0,21099.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21106[8:MRR:20935.0,21100.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 21107[8:MRR:20933.0,21103.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21108[9:Spt:21104.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21109[9:MRR:78.1,21108.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 21113[9:MRR:79.1,21108.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 21114[9:MRR:66.0,21108.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 21115[9:MRR:21107.0,21109.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21116[9:MRR:21106.0,21113.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 21117[9:MRR:21105.0,21114.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21118[10:Spt:21115.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21119[10:MRR:39.0,21118.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21123[10:MRR:55.1,21118.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21126[10:MRR:21117.0,21119.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21128[10:MRR:12.1,21126.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21134[10:MRR:21116.0,21123.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21141[10:MRR:21128.0,21134.0] || -> . % 3.51/3.74 21142[10:Spt:21141.0,21115.0,21118.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 21143[10:Spt:21141.0,21115.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21144[10:MRR:11.0,21143.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21145[10:MRR:21117.1,21144.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21148[10:MRR:40.1,21145.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21152[10:MRR:21116.0,21148.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21157[10:MRR:27.0,27.1,21152.0,21143.0] || -> . % 3.51/3.74 21159[9:Spt:21157.0,21104.0,21108.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 21160[9:Spt:21157.0,21104.1,21104.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21161[10:Spt:21160.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21162[10:MRR:50.1,21161.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 21163[10:MRR:38.0,21161.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21167[10:MRR:51.1,21161.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 21169[10:MRR:21107.1,21162.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 21170[10:MRR:21105.1,21163.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 21171[10:MRR:21106.1,21167.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 21172[11:Spt:21169.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 21176[11:MRR:83.1,21172.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21177[11:MRR:67.0,21172.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21178[11:MRR:21171.0,21176.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21179[11:MRR:12.0,21178.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21186[11:MRR:21170.0,21177.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21193[11:MRR:21179.0,21186.0] || -> . % 3.51/3.74 21194[11:Spt:21193.0,21169.0,21172.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 21195[11:Spt:21193.0,21169.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21196[11:MRR:27.1,21195.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21197[11:MRR:21171.1,21196.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 21201[11:MRR:68.0,21197.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21202[11:MRR:21170.0,21201.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21208[11:MRR:11.0,11.1,21195.0,21202.0] || -> . % 3.51/3.74 21209[10:Spt:21208.0,21160.0,21161.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 21210[10:Spt:21208.0,21160.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21211[10:MRR:23.1,21210.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 21212[10:MRR:21106.2,21211.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 21213[10:MRR:10.0,21210.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21214[10:MRR:21105.2,21213.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 21219[10:MRR:22.1,21210.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 21220[10:MRR:21107.2,21219.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 21221[11:Spt:21212.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 21222[11:MRR:83.0,21221.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 21223[11:MRR:68.0,21221.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21227[11:MRR:21220.0,21222.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21233[11:MRR:39.0,21227.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21234[11:MRR:21214.0,21223.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21240[11:MRR:21233.0,21234.0] || -> . % 3.51/3.74 21241[11:Spt:21240.0,21212.0,21221.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21242[11:Spt:21240.0,21212.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21243[11:MRR:55.0,21242.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 21244[11:MRR:21220.1,21243.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 21245[11:MRR:67.0,21244.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21249[11:MRR:21214.0,21245.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21251[11:MRR:40.0,40.1,21242.0,21249.0] || -> . % 3.51/3.74 21255[8:Spt:21251.0,21096.0,21097.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 21256[8:Spt:21251.0,21096.1,21096.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21257[9:Spt:21256.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 21258[9:MRR:45.1,21257.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 21259[9:MRR:37.0,21257.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21263[9:MRR:46.1,21257.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 21264[9:MRR:44.1,21257.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 21265[9:MRR:20933.2,21258.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 21266[9:MRR:20936.2,21259.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 21267[9:MRR:20935.2,21263.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 21268[9:MRR:20934.2,21264.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 21269[10:Spt:21265.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21270[10:MRR:106.0,21269.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21271[10:MRR:95.0,21269.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21272[10:MRR:111.1,21269.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 21275[10:MRR:21268.0,21270.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 21276[10:MRR:21266.0,21271.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 21277[10:MRR:21267.0,21272.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 21278[11:Spt:21275.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21279[11:MRR:66.0,21278.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21280[11:MRR:79.1,21278.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21285[11:MRR:21276.0,21279.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21286[11:MRR:12.1,21285.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21293[11:MRR:21277.0,21280.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21300[11:MRR:21286.0,21293.0] || -> . % 3.51/3.74 21301[11:Spt:21300.0,21275.0,21278.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 21302[11:Spt:21300.0,21275.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21303[11:MRR:10.0,21302.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21304[11:MRR:21276.1,21303.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 21305[11:MRR:68.1,21304.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21310[11:MRR:21277.0,21305.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21316[11:MRR:23.0,23.1,21310.0,21302.0] || -> . % 3.51/3.74 21317[10:Spt:21316.0,21265.0,21269.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21318[10:Spt:21316.0,21265.1,21265.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 21319[11:Spt:21318.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 21320[11:MRR:78.0,21319.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 21321[11:MRR:67.0,21319.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 21322[11:MRR:83.1,21319.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 21326[11:MRR:21268.1,21320.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 21327[11:MRR:21266.1,21321.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 21328[11:MRR:21267.1,21322.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 21329[12:Spt:21326.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 21332[12:MRR:107.1,21329.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21333[12:MRR:94.0,21329.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21334[12:MRR:21328.0,21332.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 21335[12:MRR:12.0,21334.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21342[12:MRR:21327.0,21333.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21349[12:MRR:21335.0,21342.0] || -> . % 3.51/3.74 21350[12:Spt:21349.0,21326.0,21329.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21351[12:Spt:21349.0,21326.1] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21352[12:MRR:23.1,21351.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 21353[12:MRR:21328.1,21352.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 21356[12:MRR:96.0,21353.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21357[12:MRR:21327.0,21356.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21363[12:MRR:10.0,10.1,21351.0,21357.0] || -> . % 3.51/3.74 21364[11:Spt:21363.0,21318.0,21319.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 21365[11:Spt:21363.0,21318.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21366[11:MRR:27.1,21365.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 21367[11:MRR:21267.2,21366.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 21368[11:MRR:11.0,21365.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21369[11:MRR:21266.2,21368.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 21374[11:MRR:22.0,21365.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21375[11:MRR:21268.2,21374.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 21376[12:Spt:21367.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 21377[12:MRR:107.0,21376.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21378[12:MRR:96.0,21376.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21381[12:MRR:21375.0,21377.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21386[12:MRR:66.0,21381.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21387[12:MRR:21369.0,21378.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 21392[12:MRR:21386.0,21387.0] || -> . % 3.51/3.74 21393[12:Spt:21392.0,21367.0,21376.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21394[12:Spt:21392.0,21367.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 21395[12:MRR:79.0,21394.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 21396[12:MRR:21375.1,21395.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 21397[12:MRR:94.0,21396.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21400[12:MRR:21369.0,21397.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 21401[12:MRR:68.0,68.1,21394.0,21400.0] || -> . % 3.51/3.74 21405[9:Spt:21401.0,21256.0,21257.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 21406[9:Spt:21401.0,21256.1] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21407[9:MRR:18.1,21406.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 21408[9:MRR:9.0,21406.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 21409[9:MRR:17.1,21406.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 21410[9:MRR:16.1,21406.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 21414[9:MRR:20933.3,21409.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 21415[9:MRR:20936.3,21408.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 21416[9:MRR:20935.3,21407.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 21417[9:MRR:20934.3,21410.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 21418[10:Spt:21414.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21421[10:MRR:111.1,21418.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 21422[10:MRR:95.0,21418.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21423[10:MRR:106.0,21418.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21424[10:MRR:21416.0,21421.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.51/3.74 21425[10:MRR:21415.0,21422.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.51/3.74 21426[10:MRR:21417.0,21423.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.51/3.74 21427[11:Spt:21424.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 21428[11:MRR:79.0,21427.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 21429[11:MRR:68.0,21427.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21434[11:MRR:21426.0,21428.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21436[11:MRR:38.0,21434.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21441[11:MRR:21425.0,21429.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21447[11:MRR:21436.0,21441.0] || -> . % 3.51/3.74 21448[11:Spt:21447.0,21424.0,21427.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21449[11:Spt:21447.0,21424.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21450[11:MRR:51.0,21449.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21451[11:MRR:21426.1,21450.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21452[11:MRR:66.0,21451.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 21457[11:MRR:21425.0,21452.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21461[11:MRR:40.0,40.1,21449.0,21457.0] || -> . % 3.51/3.74 21463[10:Spt:21461.0,21414.0,21418.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21464[10:Spt:21461.0,21414.1,21414.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.51/3.74 21465[11:Spt:21464.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 21466[11:MRR:83.1,21465.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 21467[11:MRR:78.0,21465.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 21468[11:MRR:67.0,21465.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 21472[11:MRR:21416.1,21466.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.51/3.74 21473[11:MRR:21417.1,21467.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 21474[11:MRR:21415.1,21468.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 21475[12:Spt:21472.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 21478[12:MRR:96.0,21475.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21479[12:MRR:107.0,21475.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21480[12:MRR:21474.0,21478.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21481[12:MRR:38.1,21480.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21487[12:MRR:21473.0,21479.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21493[12:MRR:21481.0,21487.0] || -> . % 3.51/3.74 21494[12:Spt:21493.0,21472.0,21475.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21495[12:Spt:21493.0,21472.1] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21496[12:MRR:40.0,21495.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21497[12:MRR:21474.1,21496.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21500[12:MRR:94.1,21497.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21501[12:MRR:21473.0,21500.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21506[12:MRR:51.0,51.1,21495.0,21501.0] || -> . % 3.51/3.74 21507[11:Spt:21506.0,21464.0,21465.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 21508[11:Spt:21506.0,21464.1] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21509[11:MRR:39.0,21508.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21510[11:MRR:21415.2,21509.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 21511[11:MRR:50.0,21508.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21512[11:MRR:21417.2,21511.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 21516[11:MRR:55.1,21508.0] || pigeon_5_in_hole_2* -> . % 3.51/3.74 21517[11:MRR:21416.2,21516.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 21518[12:Spt:21510.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21519[12:MRR:96.1,21518.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 21520[12:MRR:94.1,21518.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21523[12:MRR:21517.0,21519.0] || -> pigeon_5_in_hole_3*. % 3.51/3.74 21528[12:MRR:79.0,21523.0] || pigeon_3_in_hole_3* -> . % 3.51/3.74 21529[12:MRR:21512.0,21520.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21534[12:MRR:21528.0,21529.0] || -> . % 3.51/3.74 21535[12:Spt:21534.0,21510.0,21518.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21536[12:Spt:21534.0,21510.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 21537[12:MRR:68.1,21536.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 21538[12:MRR:21517.1,21537.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 21539[12:MRR:107.0,21538.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21542[12:MRR:21512.0,21539.0] || -> pigeon_3_in_hole_3*. % 3.51/3.74 21543[12:MRR:66.0,66.1,21542.0,21536.0] || -> . % 3.51/3.74 21547[6:Spt:21543.0,20924.0,20925.0] || pigeon_7_in_hole_5*+ -> . % 3.51/3.74 21548[6:Spt:21543.0,20924.1,20924.2,20924.3] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 21549[7:Spt:21548.0] || -> pigeon_7_in_hole_3*. % 3.51/3.74 21550[7:MRR:88.0,21549.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 21551[7:MRR:81.0,21549.0] || pigeon_3_in_hole_3*+ -> . % 3.51/3.74 21552[7:MRR:70.0,21549.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 21555[7:MRR:85.0,21549.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 21556[7:MRR:76.0,21549.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 21557[7:MRR:20296.2,21550.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.51/3.74 21558[7:MRR:20298.2,21551.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21559[7:MRR:20295.2,21552.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21560[7:MRR:20297.2,21555.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21561[7:MRR:20299.2,21556.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21562[8:Spt:21557.2] || -> pigeon_5_in_hole_2*. % 3.51/3.74 21563[8:MRR:40.0,21562.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21564[8:MRR:51.0,21562.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 21568[8:MRR:55.0,21562.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 21569[8:MRR:46.0,21562.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 21570[8:MRR:21559.2,21563.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 21571[8:MRR:21558.2,21564.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 21572[8:MRR:21560.2,21568.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 21573[8:MRR:21561.2,21569.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.74 21574[9:Spt:21570.2] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21576[9:MRR:9.1,21574.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 21577[9:MRR:11.1,21574.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 21581[9:MRR:10.1,21574.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 21582[9:MRR:21573.2,21576.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.74 21583[9:MRR:21572.2,21577.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.74 21584[9:MRR:21571.2,21581.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.74 21585[10:Spt:21582.1] || -> pigeon_2_in_hole_4*. % 3.51/3.74 21586[10:MRR:101.1,21585.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 21591[10:MRR:100.1,21585.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21592[10:MRR:21583.1,21586.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 21595[10:MRR:134.0,21592.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 21598[10:MRR:21584.1,21591.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 21603[10:MRR:21595.0,21598.0] || -> . % 3.51/3.74 21604[10:Spt:21603.0,21582.1,21585.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 21605[10:Spt:21603.0,21582.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 21606[10:MRR:129.1,21605.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 21607[10:MRR:21583.0,21606.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21608[10:MRR:106.0,21607.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21613[10:MRR:21584.1,21608.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 21617[10:MRR:128.0,128.1,21613.0,21605.0] || -> . % 3.51/3.74 21618[9:Spt:21617.0,21570.2,21574.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 21619[9:Spt:21617.0,21570.0,21570.1] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.74 21620[10:Spt:21619.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 21621[10:MRR:123.1,21620.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 21622[10:MRR:122.1,21620.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 21623[10:MRR:121.1,21620.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 21626[10:MRR:21572.0,21621.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.51/3.74 21627[10:MRR:21571.0,21622.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 21628[10:MRR:21573.0,21623.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.74 21629[11:Spt:21626.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21630[11:MRR:101.0,21629.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 21635[11:MRR:106.0,21629.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21636[11:MRR:21628.0,21630.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21639[11:MRR:16.1,21636.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21643[11:MRR:21627.0,21635.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21649[11:MRR:21639.0,21643.0] || -> . % 3.51/3.74 21650[11:Spt:21649.0,21626.0,21629.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 21651[11:Spt:21649.0,21626.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21652[11:MRR:17.0,21651.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 21653[11:MRR:21628.1,21652.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 21654[11:MRR:100.1,21653.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21659[11:MRR:21627.0,21654.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21663[11:MRR:22.0,22.1,21651.0,21659.0] || -> . % 3.51/3.74 21665[10:Spt:21663.0,21619.0,21620.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 21666[10:Spt:21663.0,21619.1] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21667[10:MRR:95.1,21666.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21668[10:MRR:21572.1,21667.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.74 21669[10:MRR:93.1,21666.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 21670[10:MRR:21573.1,21669.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.51/3.74 21674[10:MRR:94.1,21666.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21675[10:MRR:21571.1,21674.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.74 21676[11:Spt:21668.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 21677[11:MRR:129.0,21676.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 21679[11:MRR:134.0,21676.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 21681[11:MRR:21670.0,21677.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21686[11:MRR:16.1,21681.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21688[11:MRR:21675.0,21679.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21694[11:MRR:21686.0,21688.0] || -> . % 3.51/3.74 21695[11:Spt:21694.0,21668.0,21676.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 21696[11:Spt:21694.0,21668.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21697[11:MRR:17.0,21696.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 21698[11:MRR:21670.1,21697.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 21699[11:MRR:128.1,21698.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 21702[11:MRR:21675.0,21699.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21704[11:MRR:22.0,22.1,21696.0,21702.0] || -> . % 3.51/3.74 21708[8:Spt:21704.0,21557.2,21562.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 21709[8:Spt:21704.0,21557.0,21557.1,21557.3] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 21710[9:Spt:21709.0] || -> pigeon_5_in_hole_5*. % 3.51/3.74 21711[9:MRR:139.0,21710.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 21712[9:MRR:130.0,21710.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 21713[9:MRR:135.0,21710.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 21715[9:MRR:124.0,21710.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 21716[9:MRR:21560.0,21711.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21717[9:MRR:21561.0,21712.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21718[9:MRR:21558.0,21713.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21719[9:MRR:21559.0,21715.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21720[10:Spt:21716.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 21721[10:MRR:95.0,21720.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21722[10:MRR:106.0,21720.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21726[10:MRR:101.0,21720.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 21727[10:MRR:21719.0,21721.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21728[10:MRR:21718.0,21722.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21729[10:MRR:21717.0,21726.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21730[11:Spt:21727.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21735[11:MRR:38.1,21730.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21736[11:MRR:37.1,21730.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 21737[11:MRR:21728.0,21735.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21738[11:MRR:16.0,21737.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 21745[11:MRR:21729.0,21736.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21752[11:MRR:21738.0,21745.0] || -> . % 3.51/3.74 21753[11:Spt:21752.0,21727.0,21730.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21754[11:Spt:21752.0,21727.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21755[11:MRR:10.1,21754.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21756[11:MRR:21728.1,21755.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21761[11:MRR:44.0,21756.0] || pigeon_2_in_hole_2* -> . % 3.51/3.74 21762[11:MRR:21729.0,21761.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21763[11:MRR:9.0,9.1,21762.0,21754.0] || -> . % 3.51/3.74 21769[10:Spt:21763.0,21716.0,21720.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21770[10:Spt:21763.0,21716.1,21716.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21771[11:Spt:21770.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21772[11:MRR:39.0,21771.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21773[11:MRR:50.0,21771.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 21777[11:MRR:45.0,21771.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 21778[11:MRR:21719.1,21772.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 21779[11:MRR:21718.1,21773.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.51/3.74 21780[11:MRR:21717.1,21777.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.74 21781[12:Spt:21778.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21782[12:MRR:93.1,21781.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 21786[12:MRR:94.1,21781.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21787[12:MRR:21780.0,21782.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21788[12:MRR:16.1,21787.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21795[12:MRR:21779.0,21786.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21802[12:MRR:21788.0,21795.0] || -> . % 3.51/3.74 21803[12:Spt:21802.0,21778.0,21781.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21804[12:Spt:21802.0,21778.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21805[12:MRR:9.1,21804.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 21806[12:MRR:21780.1,21805.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 21807[12:MRR:100.1,21806.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21811[12:MRR:21779.0,21807.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21817[12:MRR:10.0,10.1,21811.0,21804.0] || -> . % 3.51/3.74 21818[11:Spt:21817.0,21770.0,21771.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 21819[11:Spt:21817.0,21770.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21820[11:MRR:17.0,21819.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 21821[11:MRR:21717.2,21820.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.74 21822[11:MRR:22.0,21819.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21823[11:MRR:21718.2,21822.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 21824[11:MRR:11.0,21819.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21825[11:MRR:21719.2,21824.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 21830[12:Spt:21821.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 21831[12:MRR:93.0,21830.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 21835[12:MRR:100.1,21830.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21836[12:MRR:21825.0,21831.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21838[12:MRR:38.1,21836.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21842[12:MRR:21823.0,21835.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21847[12:MRR:21838.0,21842.0] || -> . % 3.51/3.74 21848[12:Spt:21847.0,21821.0,21830.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 21849[12:Spt:21847.0,21821.1] || -> pigeon_2_in_hole_2*. % 3.51/3.74 21850[12:MRR:37.0,21849.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21851[12:MRR:21825.1,21850.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 21852[12:MRR:94.1,21851.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 21856[12:MRR:21823.0,21852.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21860[12:MRR:44.0,44.1,21856.0,21849.0] || -> . % 3.51/3.74 21861[9:Spt:21860.0,21709.0,21710.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 21862[9:Spt:21860.0,21709.1,21709.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 21863[10:Spt:21862.0] || -> pigeon_5_in_hole_4*. % 3.51/3.74 21864[10:MRR:102.0,21863.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 21865[10:MRR:96.0,21863.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 21868[10:MRR:107.0,21863.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 21869[10:MRR:111.0,21863.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 21870[10:MRR:21561.1,21864.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21871[10:MRR:21559.1,21865.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21872[10:MRR:21558.1,21868.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21873[10:MRR:21560.1,21869.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21874[11:Spt:21870.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 21875[11:MRR:129.1,21874.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 21877[11:MRR:128.1,21874.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 21878[11:MRR:121.0,21874.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 21879[11:MRR:21873.0,21875.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.51/3.74 21880[11:MRR:21872.0,21877.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.51/3.74 21881[11:MRR:21871.0,21878.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.51/3.74 21882[12:Spt:21879.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21887[12:MRR:50.0,21882.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 21888[12:MRR:39.0,21882.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21889[12:MRR:21880.0,21887.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21896[12:MRR:10.0,21889.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21897[12:MRR:21881.0,21888.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21904[12:MRR:21896.0,21897.0] || -> . % 3.51/3.74 21905[12:Spt:21904.0,21879.0,21882.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 21906[12:Spt:21904.0,21879.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21907[12:MRR:22.0,21906.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21908[12:MRR:21880.1,21907.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21913[12:MRR:38.0,21908.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21914[12:MRR:21881.0,21913.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21919[12:MRR:11.0,11.1,21906.0,21914.0] || -> . % 3.51/3.74 21921[11:Spt:21919.0,21870.0,21874.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 21922[11:Spt:21919.0,21870.1,21870.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.51/3.74 21923[12:Spt:21922.0] || -> pigeon_2_in_hole_2*. % 3.51/3.74 21924[12:MRR:45.1,21923.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 21925[12:MRR:44.1,21923.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 21926[12:MRR:37.0,21923.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 21930[12:MRR:21873.1,21924.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.51/3.74 21931[12:MRR:21872.1,21925.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.51/3.74 21932[12:MRR:21871.1,21926.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.51/3.74 21933[13:Spt:21930.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 21935[13:MRR:134.0,21933.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 21936[13:MRR:123.0,21933.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 21937[13:MRR:21931.0,21935.0] || -> pigeon_3_in_hole_1*. % 3.51/3.74 21939[13:MRR:10.0,21937.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21945[13:MRR:21932.0,21936.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21952[13:MRR:21939.0,21945.0] || -> . % 3.51/3.74 21953[13:Spt:21952.0,21930.0,21933.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 21954[13:Spt:21952.0,21930.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 21955[13:MRR:22.0,21954.0] || pigeon_3_in_hole_1* -> . % 3.51/3.74 21956[13:MRR:21931.1,21955.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 21958[13:MRR:122.0,21956.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 21959[13:MRR:21932.0,21958.0] || -> pigeon_1_in_hole_1*. % 3.51/3.74 21961[13:MRR:11.0,11.1,21954.0,21959.0] || -> . % 3.51/3.74 21966[12:Spt:21961.0,21922.0,21923.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 21967[12:Spt:21961.0,21922.1] || -> pigeon_2_in_hole_1*. % 3.51/3.74 21968[12:MRR:16.1,21967.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 21969[12:MRR:21872.2,21968.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.74 21970[12:MRR:9.0,21967.0] || pigeon_1_in_hole_1* -> . % 3.51/3.74 21971[12:MRR:21871.2,21970.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.74 21972[12:MRR:17.1,21967.0] || pigeon_4_in_hole_1* -> . % 3.51/3.74 21973[12:MRR:21873.2,21972.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.74 21978[13:Spt:21969.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 21979[13:MRR:134.1,21978.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 21980[13:MRR:122.0,21978.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 21982[13:MRR:21973.0,21979.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 21983[13:MRR:39.0,21982.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 21988[13:MRR:21971.0,21980.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 21993[13:MRR:21983.0,21988.0] || -> . % 3.51/3.74 21994[13:Spt:21993.0,21969.0,21978.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 21995[13:Spt:21993.0,21969.1] || -> pigeon_3_in_hole_2*. % 3.51/3.74 21996[13:MRR:50.1,21995.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 21997[13:MRR:21973.1,21996.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 21998[13:MRR:123.0,21997.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 22000[13:MRR:21971.0,21998.0] || -> pigeon_1_in_hole_2*. % 3.51/3.74 22004[13:MRR:38.0,38.1,21995.0,22000.0] || -> . % 3.51/3.74 22005[10:Spt:22004.0,21862.0,21863.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 22006[10:Spt:22004.0,21862.1] || -> pigeon_5_in_hole_1*. % 3.51/3.74 22007[10:MRR:23.0,22006.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 22008[10:MRR:12.0,22006.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 22009[10:MRR:27.0,22006.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 22013[10:MRR:18.0,22006.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 22014[10:MRR:21561.3,22013.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.74 22015[10:MRR:21559.3,22008.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 22016[10:MRR:21558.3,22007.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 22017[10:MRR:21560.3,22009.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 22018[11:Spt:22014.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 22019[11:MRR:121.0,22018.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 22020[11:MRR:128.1,22018.0] || pigeon_3_in_hole_5*+ -> . % 3.51/3.74 22022[11:MRR:129.1,22018.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 22023[11:MRR:22015.0,22019.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.51/3.74 22024[11:MRR:22016.0,22020.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.51/3.74 22025[11:MRR:22017.0,22022.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.51/3.74 22026[12:Spt:22023.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 22030[12:MRR:94.1,22026.0] || pigeon_3_in_hole_4* -> . % 3.51/3.74 22031[12:MRR:95.1,22026.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 22032[12:MRR:22024.0,22030.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 22033[12:MRR:50.1,22032.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 22039[12:MRR:22025.0,22031.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 22045[12:MRR:22033.0,22039.0] || -> . % 3.51/3.74 22046[12:Spt:22045.0,22023.0,22026.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 22047[12:Spt:22045.0,22023.1] || -> pigeon_1_in_hole_2*. % 3.51/3.74 22048[12:MRR:38.1,22047.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 22049[12:MRR:22024.1,22048.0] || -> pigeon_3_in_hole_4*. % 3.51/3.74 22053[12:MRR:106.1,22049.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 22054[12:MRR:22025.0,22053.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 22056[12:MRR:39.0,39.1,22054.0,22047.0] || -> . % 3.51/3.74 22060[11:Spt:22056.0,22014.0,22018.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 22061[11:Spt:22056.0,22014.1,22014.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.51/3.74 22062[12:Spt:22061.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 22063[12:MRR:93.0,22062.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 22064[12:MRR:100.1,22062.0] || pigeon_3_in_hole_4*+ -> . % 3.51/3.74 22067[12:MRR:101.1,22062.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 22068[12:MRR:22015.1,22063.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.51/3.74 22069[12:MRR:22016.1,22064.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.51/3.74 22070[12:MRR:22017.1,22067.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.51/3.74 22071[13:Spt:22068.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 22072[13:MRR:122.1,22071.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 22073[13:MRR:123.1,22071.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 22075[13:MRR:22069.0,22072.0] || -> pigeon_3_in_hole_2*. % 3.51/3.74 22081[13:MRR:50.1,22075.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 22082[13:MRR:22070.0,22073.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 22088[13:MRR:22081.0,22082.0] || -> . % 3.51/3.74 22089[13:Spt:22088.0,22068.0,22071.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 22090[13:Spt:22088.0,22068.1] || -> pigeon_1_in_hole_2*. % 3.51/3.74 22091[13:MRR:38.1,22090.0] || pigeon_3_in_hole_2* -> . % 3.51/3.74 22092[13:MRR:22069.1,22091.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 22094[13:MRR:134.1,22092.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 22095[13:MRR:22070.0,22094.0] || -> pigeon_4_in_hole_2*. % 3.51/3.74 22099[13:MRR:39.0,39.1,22095.0,22090.0] || -> . % 3.51/3.74 22101[12:Spt:22099.0,22061.0,22062.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 22102[12:Spt:22099.0,22061.1] || -> pigeon_2_in_hole_2*. % 3.51/3.74 22103[12:MRR:44.1,22102.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 22104[12:MRR:22016.2,22103.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.51/3.74 22105[12:MRR:45.1,22102.0] || pigeon_4_in_hole_2* -> . % 3.51/3.74 22106[12:MRR:22017.2,22105.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.74 22107[12:MRR:37.0,22102.0] || pigeon_1_in_hole_2* -> . % 3.51/3.74 22108[12:MRR:22015.2,22107.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.74 22112[13:Spt:22104.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 22113[13:MRR:122.0,22112.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 22114[13:MRR:134.1,22112.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 22116[13:MRR:22108.0,22113.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 22117[13:MRR:95.1,22116.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 22121[13:MRR:22106.0,22114.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 22125[13:MRR:22117.0,22121.0] || -> . % 3.51/3.74 22126[13:Spt:22125.0,22104.0,22112.0] || pigeon_3_in_hole_5* -> . % 3.51/3.74 22127[13:Spt:22125.0,22104.1] || -> pigeon_3_in_hole_4*. % 3.51/3.74 22128[13:MRR:94.0,22127.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 22129[13:MRR:22108.1,22128.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 22131[13:MRR:123.1,22129.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 22132[13:MRR:22106.0,22131.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 22135[13:MRR:106.0,106.1,22132.0,22127.0] || -> . % 3.51/3.74 22136[7:Spt:22135.0,21548.0,21549.0] || pigeon_7_in_hole_3*+ -> . % 3.51/3.74 22137[7:Spt:22135.0,21548.1,21548.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.51/3.74 22138[8:Spt:22137.0] || -> pigeon_7_in_hole_2*. % 3.51/3.74 22139[8:MRR:53.0,22138.0] || pigeon_3_in_hole_2*+ -> . % 3.51/3.74 22140[8:MRR:57.0,22138.0] || pigeon_4_in_hole_2*+ -> . % 3.51/3.74 22141[8:MRR:42.0,22138.0] || pigeon_1_in_hole_2*+ -> . % 3.51/3.74 22142[8:MRR:48.0,22138.0] || pigeon_2_in_hole_2*+ -> . % 3.51/3.74 22145[8:MRR:60.0,22138.0] || pigeon_5_in_hole_2*+ -> . % 3.51/3.74 22146[8:MRR:20298.3,22139.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.51/3.74 22147[8:MRR:20297.3,22140.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 22148[8:MRR:20295.3,22141.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 22149[8:MRR:20299.3,22142.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 22150[8:MRR:20296.3,22145.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 22151[9:Spt:22146.3] || -> pigeon_3_in_hole_1*. % 3.51/3.74 22152[9:MRR:23.1,22151.0] || pigeon_5_in_hole_1*+ -> . % 3.51/3.74 22153[9:MRR:16.0,22151.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 22154[9:MRR:22.1,22151.0] || pigeon_4_in_hole_1*+ -> . % 3.51/3.74 22158[9:MRR:10.0,22151.0] || pigeon_1_in_hole_1*+ -> . % 3.51/3.74 22159[9:MRR:22150.3,22152.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.51/3.74 22160[9:MRR:22149.3,22153.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.74 22161[9:MRR:22147.3,22154.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 22162[9:MRR:22148.3,22158.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 22163[10:Spt:22159.1] || -> pigeon_5_in_hole_4*. % 3.51/3.74 22164[10:MRR:111.0,22163.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 22168[10:MRR:96.0,22163.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 22169[10:MRR:102.0,22163.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 22170[10:MRR:22161.1,22164.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.51/3.74 22171[10:MRR:22162.1,22168.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.51/3.74 22172[10:MRR:22160.1,22169.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.51/3.74 22173[11:Spt:22170.1] || -> pigeon_4_in_hole_3*. % 3.51/3.74 22176[11:MRR:67.0,22173.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 22179[11:MRR:73.0,22173.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 22180[11:MRR:22171.1,22176.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 22184[11:MRR:121.1,22180.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 22186[11:MRR:22172.1,22179.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 22191[11:MRR:22184.0,22186.0] || -> . % 3.51/3.74 22192[11:Spt:22191.0,22170.1,22173.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 22193[11:Spt:22191.0,22170.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 22194[11:MRR:123.0,22193.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 22195[11:MRR:22171.0,22194.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 22200[11:MRR:65.1,22195.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 22201[11:MRR:22172.1,22200.0] || -> pigeon_2_in_hole_5*. % 3.51/3.74 22205[11:MRR:129.0,129.1,22193.0,22201.0] || -> . % 3.51/3.74 22206[10:Spt:22205.0,22159.1,22163.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 22207[10:Spt:22205.0,22159.0,22159.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.51/3.74 22208[11:Spt:22207.0] || -> pigeon_5_in_hole_5*. % 3.51/3.74 22209[11:MRR:124.0,22208.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 22210[11:MRR:130.0,22208.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 22212[11:MRR:139.0,22208.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 22214[11:MRR:22162.0,22209.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.51/3.74 22215[11:MRR:22160.0,22210.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.74 22216[11:MRR:22161.0,22212.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.51/3.74 22217[12:Spt:22214.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 22218[12:MRR:95.1,22217.0] || pigeon_4_in_hole_4* -> . % 3.51/3.74 22222[12:MRR:93.1,22217.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 22223[12:MRR:22216.0,22218.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 22224[12:MRR:73.0,22223.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 22230[12:MRR:22215.0,22222.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 22236[12:MRR:22224.0,22230.0] || -> . % 3.51/3.74 22237[12:Spt:22236.0,22214.0,22217.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 22238[12:Spt:22236.0,22214.1] || -> pigeon_1_in_hole_3*. % 3.51/3.74 22239[12:MRR:67.1,22238.0] || pigeon_4_in_hole_3* -> . % 3.51/3.74 22240[12:MRR:22216.1,22239.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 22244[12:MRR:101.0,22240.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 22245[12:MRR:22215.0,22244.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 22250[12:MRR:65.0,65.1,22245.0,22238.0] || -> . % 3.51/3.74 22251[11:Spt:22250.0,22207.0,22208.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 22252[11:Spt:22250.0,22207.1] || -> pigeon_5_in_hole_3*. % 3.51/3.74 22253[11:MRR:83.0,22252.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 22254[11:MRR:22161.2,22253.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.51/3.74 22255[11:MRR:74.0,22252.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 22256[11:MRR:22160.2,22255.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.51/3.74 22259[11:MRR:68.0,22252.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 22260[11:MRR:22162.2,22259.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.51/3.74 22262[12:Spt:22254.0] || -> pigeon_4_in_hole_5*. % 3.51/3.74 22263[12:MRR:123.0,22262.0] || pigeon_1_in_hole_5* -> . % 3.51/3.74 22264[12:MRR:129.0,22262.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 22267[12:MRR:22260.0,22263.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 22268[12:MRR:93.1,22267.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 22273[12:MRR:22256.0,22264.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 22278[12:MRR:22268.0,22273.0] || -> . % 3.51/3.74 22279[12:Spt:22278.0,22254.0,22262.0] || pigeon_4_in_hole_5* -> . % 3.51/3.74 22280[12:Spt:22278.0,22254.1] || -> pigeon_4_in_hole_4*. % 3.51/3.74 22281[12:MRR:95.0,22280.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 22282[12:MRR:22260.1,22281.0] || -> pigeon_1_in_hole_5*. % 3.51/3.74 22283[12:MRR:121.1,22282.0] || pigeon_2_in_hole_5* -> . % 3.51/3.74 22286[12:MRR:22256.0,22283.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 22290[12:MRR:101.0,101.1,22280.0,22286.0] || -> . % 3.51/3.74 22291[9:Spt:22290.0,22146.3,22151.0] || pigeon_3_in_hole_1*+ -> . % 3.51/3.74 22292[9:Spt:22290.0,22146.0,22146.1,22146.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.51/3.74 22293[10:Spt:22292.0] || -> pigeon_3_in_hole_5*. % 3.51/3.74 22294[10:MRR:134.1,22293.0] || pigeon_4_in_hole_5*+ -> . % 3.51/3.74 22295[10:MRR:122.0,22293.0] || pigeon_1_in_hole_5*+ -> . % 3.51/3.74 22296[10:MRR:128.0,22293.0] || pigeon_2_in_hole_5*+ -> . % 3.51/3.74 22298[10:MRR:135.1,22293.0] || pigeon_5_in_hole_5*+ -> . % 3.51/3.74 22299[10:MRR:22147.0,22294.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 22300[10:MRR:22148.0,22295.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 22301[10:MRR:22149.0,22296.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 22302[10:MRR:22150.0,22298.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 22303[11:Spt:22299.0] || -> pigeon_4_in_hole_4*. % 3.51/3.74 22304[11:MRR:95.0,22303.0] || pigeon_1_in_hole_4*+ -> . % 3.51/3.74 22305[11:MRR:101.0,22303.0] || pigeon_2_in_hole_4*+ -> . % 3.51/3.74 22309[11:MRR:111.1,22303.0] || pigeon_5_in_hole_4*+ -> . % 3.51/3.74 22310[11:MRR:22300.0,22304.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.51/3.74 22311[11:MRR:22301.0,22305.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.51/3.74 22312[11:MRR:22302.0,22309.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.51/3.74 22313[12:Spt:22310.0] || -> pigeon_1_in_hole_3*. % 3.51/3.74 22315[12:MRR:65.1,22313.0] || pigeon_2_in_hole_3* -> . % 3.51/3.74 22318[12:MRR:68.1,22313.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 22320[12:MRR:22311.0,22315.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 22321[12:MRR:18.1,22320.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 22327[12:MRR:22312.0,22318.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 22333[12:MRR:22321.0,22327.0] || -> . % 3.51/3.74 22334[12:Spt:22333.0,22310.0,22313.0] || pigeon_1_in_hole_3* -> . % 3.51/3.74 22335[12:Spt:22333.0,22310.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 22336[12:MRR:9.1,22335.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 22337[12:MRR:22311.1,22336.0] || -> pigeon_2_in_hole_3*. % 3.51/3.74 22339[12:MRR:74.1,22337.0] || pigeon_5_in_hole_3* -> . % 3.51/3.74 22343[12:MRR:22312.0,22339.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 22348[12:MRR:12.0,12.1,22343.0,22335.0] || -> . % 3.51/3.74 22349[11:Spt:22348.0,22299.0,22303.0] || pigeon_4_in_hole_4*+ -> . % 3.51/3.74 22350[11:Spt:22348.0,22299.1,22299.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.51/3.74 22351[12:Spt:22350.0] || -> pigeon_4_in_hole_3*. % 3.51/3.74 22352[12:MRR:67.0,22351.0] || pigeon_1_in_hole_3*+ -> . % 3.51/3.74 22353[12:MRR:73.0,22351.0] || pigeon_2_in_hole_3*+ -> . % 3.51/3.74 22354[12:MRR:83.1,22351.0] || pigeon_5_in_hole_3*+ -> . % 3.51/3.74 22358[12:MRR:22300.1,22352.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.51/3.74 22359[12:MRR:22301.1,22353.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.51/3.74 22360[12:MRR:22302.1,22354.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.51/3.74 22361[13:Spt:22358.0] || -> pigeon_1_in_hole_4*. % 3.51/3.74 22365[13:MRR:93.1,22361.0] || pigeon_2_in_hole_4* -> . % 3.51/3.74 22366[13:MRR:96.1,22361.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 22367[13:MRR:22359.0,22365.0] || -> pigeon_2_in_hole_1*. % 3.51/3.74 22373[13:MRR:18.1,22367.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 22374[13:MRR:22360.0,22366.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 22380[13:MRR:22373.0,22374.0] || -> . % 3.51/3.74 22381[13:Spt:22380.0,22358.0,22361.0] || pigeon_1_in_hole_4* -> . % 3.51/3.74 22382[13:Spt:22380.0,22358.1] || -> pigeon_1_in_hole_1*. % 3.51/3.74 22383[13:MRR:9.1,22382.0] || pigeon_2_in_hole_1* -> . % 3.51/3.74 22384[13:MRR:22359.1,22383.0] || -> pigeon_2_in_hole_4*. % 3.51/3.74 22388[13:MRR:102.1,22384.0] || pigeon_5_in_hole_4* -> . % 3.51/3.74 22389[13:MRR:22360.0,22388.0] || -> pigeon_5_in_hole_1*. % 3.51/3.74 22390[13:MRR:12.0,12.1,22389.0,22382.0] || -> . % 3.51/3.74 22395[12:Spt:22390.0,22350.0,22351.0] || pigeon_4_in_hole_3*+ -> . % 3.51/3.74 22396[12:Spt:22390.0,22350.1] || -> pigeon_4_in_hole_1*. % 3.51/3.74 22397[12:MRR:17.0,22396.0] || pigeon_2_in_hole_1*+ -> . % 3.51/3.74 22398[12:MRR:22301.2,22397.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.51/3.74 22399[12:MRR:27.1,22396.0] || pigeon_5_in_hole_1* -> . % 3.51/3.74 22400[12:MRR:22302.2,22399.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.74 22401[12:MRR:11.0,22396.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 22402[12:MRR:22300.2,22401.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.74 22406[13:Spt:22398.0] || -> pigeon_2_in_hole_4*. % 3.55/3.74 22407[13:MRR:93.0,22406.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 22408[13:MRR:102.1,22406.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22412[13:MRR:22402.0,22407.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 22414[13:MRR:68.1,22412.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22418[13:MRR:22400.0,22408.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22423[13:MRR:22414.0,22418.0] || -> . % 3.55/3.74 22424[13:Spt:22423.0,22398.0,22406.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 22425[13:Spt:22423.0,22398.1] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22426[13:MRR:65.0,22425.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 22427[13:MRR:22402.1,22426.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 22428[13:MRR:96.1,22427.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22432[13:MRR:22400.0,22428.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22436[13:MRR:74.0,74.1,22432.0,22425.0] || -> . % 3.55/3.74 22437[10:Spt:22436.0,22292.0,22293.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.74 22438[10:Spt:22436.0,22292.1,22292.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.55/3.74 22439[11:Spt:22438.0] || -> pigeon_3_in_hole_4*. % 3.55/3.74 22440[11:MRR:100.0,22439.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 22441[11:MRR:94.0,22439.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 22442[11:MRR:107.1,22439.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 22445[11:MRR:106.1,22439.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 22446[11:MRR:22149.1,22440.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.74 22447[11:MRR:22148.1,22441.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.74 22448[11:MRR:22150.1,22442.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.74 22449[11:MRR:22147.1,22445.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.74 22450[12:Spt:22446.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 22451[12:MRR:129.1,22450.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 22452[12:MRR:121.0,22450.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 22454[12:MRR:130.1,22450.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 22455[12:MRR:22449.0,22451.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.74 22456[12:MRR:22447.0,22452.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.74 22457[12:MRR:22448.0,22454.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.74 22458[13:Spt:22455.0] || -> pigeon_4_in_hole_3*. % 3.55/3.74 22462[13:MRR:83.1,22458.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22464[13:MRR:67.0,22458.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 22465[13:MRR:22457.0,22462.0] || -> pigeon_5_in_hole_1*. % 3.55/3.74 22468[13:MRR:12.0,22465.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 22472[13:MRR:22456.0,22464.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 22478[13:MRR:22468.0,22472.0] || -> . % 3.55/3.74 22479[13:Spt:22478.0,22455.0,22458.0] || pigeon_4_in_hole_3* -> . % 3.55/3.74 22480[13:Spt:22478.0,22455.1] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22481[13:MRR:27.1,22480.0] || pigeon_5_in_hole_1* -> . % 3.55/3.74 22482[13:MRR:22457.1,22481.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22486[13:MRR:68.0,22482.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 22488[13:MRR:22456.0,22486.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 22492[13:MRR:11.0,11.1,22480.0,22488.0] || -> . % 3.55/3.74 22494[12:Spt:22492.0,22446.0,22450.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 22495[12:Spt:22492.0,22446.1,22446.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.74 22496[13:Spt:22495.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22497[13:MRR:73.1,22496.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 22498[13:MRR:74.1,22496.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.74 22502[13:MRR:65.0,22496.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 22503[13:MRR:22449.1,22497.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.74 22504[13:MRR:22448.1,22498.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.74 22505[13:MRR:22447.1,22502.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.74 22506[14:Spt:22503.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 22508[14:MRR:123.0,22506.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 22509[14:MRR:139.1,22506.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22510[14:MRR:22505.0,22508.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 22511[14:MRR:12.1,22510.0] || pigeon_5_in_hole_1* -> . % 3.55/3.74 22517[14:MRR:22504.0,22509.0] || -> pigeon_5_in_hole_1*. % 3.55/3.74 22523[14:MRR:22511.0,22517.0] || -> . % 3.55/3.74 22524[14:Spt:22523.0,22503.0,22506.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22525[14:Spt:22523.0,22503.1] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22526[14:MRR:11.0,22525.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 22527[14:MRR:22505.1,22526.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22529[14:MRR:124.1,22527.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22530[14:MRR:22504.0,22529.0] || -> pigeon_5_in_hole_1*. % 3.55/3.74 22535[14:MRR:27.0,27.1,22530.0,22525.0] || -> . % 3.55/3.74 22536[13:Spt:22535.0,22495.0,22496.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 22537[13:Spt:22535.0,22495.1] || -> pigeon_2_in_hole_1*. % 3.55/3.74 22538[13:MRR:9.0,22537.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.74 22539[13:MRR:22447.2,22538.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.74 22540[13:MRR:18.1,22537.0] || pigeon_5_in_hole_1* -> . % 3.55/3.74 22541[13:MRR:22448.2,22540.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.74 22545[13:MRR:17.1,22537.0] || pigeon_4_in_hole_1* -> . % 3.55/3.74 22546[13:MRR:22449.2,22545.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.74 22547[14:Spt:22539.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22548[14:MRR:123.1,22547.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22549[14:MRR:124.1,22547.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22551[14:MRR:22546.0,22548.0] || -> pigeon_4_in_hole_3*. % 3.55/3.74 22553[14:MRR:83.1,22551.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22557[14:MRR:22541.0,22549.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22562[14:MRR:22553.0,22557.0] || -> . % 3.55/3.74 22563[14:Spt:22562.0,22539.0,22547.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 22564[14:Spt:22562.0,22539.1] || -> pigeon_1_in_hole_3*. % 3.55/3.74 22565[14:MRR:67.1,22564.0] || pigeon_4_in_hole_3* -> . % 3.55/3.74 22566[14:MRR:22546.1,22565.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 22567[14:MRR:139.1,22566.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22569[14:MRR:22541.0,22567.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22573[14:MRR:68.0,68.1,22569.0,22564.0] || -> . % 3.55/3.74 22574[11:Spt:22573.0,22438.0,22439.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.74 22575[11:Spt:22573.0,22438.1] || -> pigeon_3_in_hole_3*. % 3.55/3.74 22576[11:MRR:78.1,22575.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 22577[11:MRR:79.1,22575.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.74 22578[11:MRR:66.0,22575.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 22581[11:MRR:72.0,22575.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 22582[11:MRR:22149.2,22581.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.55/3.74 22583[11:MRR:22148.2,22578.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.74 22584[11:MRR:22150.2,22577.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.74 22585[11:MRR:22147.2,22576.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.74 22586[12:Spt:22582.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 22587[12:MRR:130.1,22586.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 22589[12:MRR:121.0,22586.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 22590[12:MRR:129.1,22586.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 22591[12:MRR:22584.0,22587.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.74 22592[12:MRR:22583.0,22589.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.74 22593[12:MRR:22585.0,22590.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.74 22594[13:Spt:22591.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 22596[13:MRR:96.0,22594.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 22599[13:MRR:111.0,22594.0] || pigeon_4_in_hole_4* -> . % 3.55/3.74 22600[13:MRR:22592.0,22596.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 22602[13:MRR:11.1,22600.0] || pigeon_4_in_hole_1* -> . % 3.55/3.74 22607[13:MRR:22593.0,22599.0] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22613[13:MRR:22602.0,22607.0] || -> . % 3.55/3.74 22614[13:Spt:22613.0,22591.0,22594.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22615[13:Spt:22613.0,22591.1] || -> pigeon_5_in_hole_1*. % 3.55/3.74 22616[13:MRR:12.0,22615.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 22617[13:MRR:22592.1,22616.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 22621[13:MRR:95.1,22617.0] || pigeon_4_in_hole_4* -> . % 3.55/3.74 22622[13:MRR:22593.0,22621.0] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22627[13:MRR:27.0,27.1,22615.0,22622.0] || -> . % 3.55/3.74 22628[12:Spt:22627.0,22582.0,22586.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 22629[12:Spt:22627.0,22582.1,22582.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.55/3.74 22630[13:Spt:22629.0] || -> pigeon_2_in_hole_4*. % 3.55/3.74 22631[13:MRR:102.1,22630.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 22632[13:MRR:93.0,22630.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 22635[13:MRR:101.1,22630.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 22636[13:MRR:22584.1,22631.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.74 22637[13:MRR:22583.1,22632.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.74 22638[13:MRR:22585.1,22635.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.74 22639[14:Spt:22636.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 22640[14:MRR:124.0,22639.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 22641[14:MRR:139.0,22639.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22643[14:MRR:22637.0,22640.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 22648[14:MRR:11.1,22643.0] || pigeon_4_in_hole_1* -> . % 3.55/3.74 22650[14:MRR:22638.0,22641.0] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22656[14:MRR:22648.0,22650.0] || -> . % 3.55/3.74 22657[14:Spt:22656.0,22636.0,22639.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22658[14:Spt:22656.0,22636.1] || -> pigeon_5_in_hole_1*. % 3.55/3.74 22659[14:MRR:12.0,22658.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 22660[14:MRR:22637.1,22659.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22662[14:MRR:123.1,22660.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22663[14:MRR:22638.0,22662.0] || -> pigeon_4_in_hole_1*. % 3.55/3.74 22664[14:MRR:27.0,27.1,22658.0,22663.0] || -> . % 3.55/3.74 22669[13:Spt:22664.0,22629.0,22630.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 22670[13:Spt:22664.0,22629.1] || -> pigeon_2_in_hole_1*. % 3.55/3.74 22671[13:MRR:9.0,22670.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.74 22672[13:MRR:22583.2,22671.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.74 22673[13:MRR:17.1,22670.0] || pigeon_4_in_hole_1* -> . % 3.55/3.74 22674[13:MRR:22585.2,22673.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.74 22675[13:MRR:18.1,22670.0] || pigeon_5_in_hole_1* -> . % 3.55/3.74 22676[13:MRR:22584.2,22675.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.74 22680[14:Spt:22672.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22681[14:MRR:124.1,22680.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22682[14:MRR:123.1,22680.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22684[14:MRR:22676.0,22681.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 22685[14:MRR:111.0,22684.0] || pigeon_4_in_hole_4* -> . % 3.55/3.74 22689[14:MRR:22674.0,22682.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 22693[14:MRR:22685.0,22689.0] || -> . % 3.55/3.74 22694[14:Spt:22693.0,22672.0,22680.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 22695[14:Spt:22693.0,22672.1] || -> pigeon_1_in_hole_4*. % 3.55/3.74 22696[14:MRR:96.1,22695.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22697[14:MRR:22676.1,22696.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 22699[14:MRR:139.0,22697.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 22700[14:MRR:22674.0,22699.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 22703[14:MRR:95.0,95.1,22700.0,22695.0] || -> . % 3.55/3.74 22704[8:Spt:22703.0,22137.0,22138.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.74 22705[8:Spt:22703.0,22137.1] || -> pigeon_7_in_hole_1*. % 3.55/3.74 22706[8:MRR:14.0,22705.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.74 22707[8:MRR:29.0,22705.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.74 22708[8:MRR:32.0,22705.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.74 22711[8:MRR:20.0,22705.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.74 22712[8:MRR:25.0,22705.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.74 22713[8:MRR:20298.4,22712.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.74 22714[8:MRR:20297.4,22707.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.74 22715[8:MRR:20295.4,22706.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.74 22716[8:MRR:20299.4,22711.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.74 22717[8:MRR:20296.4,22708.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.55/3.74 22718[9:Spt:22713.1] || -> pigeon_3_in_hole_4*. % 3.55/3.74 22719[9:MRR:106.1,22718.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 22722[9:MRR:107.1,22718.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 22723[9:MRR:94.0,22718.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 22724[9:MRR:100.0,22718.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 22725[9:MRR:22714.1,22719.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.74 22726[9:MRR:22717.1,22722.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.55/3.74 22727[9:MRR:22715.1,22723.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.74 22728[9:MRR:22716.1,22724.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.74 22729[10:Spt:22725.1] || -> pigeon_4_in_hole_3*. % 3.55/3.74 22731[10:MRR:67.0,22729.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 22734[10:MRR:83.1,22729.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.74 22735[10:MRR:73.0,22729.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 22736[10:MRR:22727.1,22731.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.74 22737[10:MRR:22726.1,22734.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.74 22738[10:MRR:22728.1,22735.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.74 22739[11:Spt:22736.1] || -> pigeon_1_in_hole_2*. % 3.55/3.74 22742[11:MRR:37.1,22739.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 22745[11:MRR:40.1,22739.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22746[11:MRR:22738.1,22742.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 22750[11:MRR:130.1,22746.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22752[11:MRR:22737.1,22745.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 22757[11:MRR:22750.0,22752.0] || -> . % 3.55/3.74 22758[11:Spt:22757.0,22736.1,22739.0] || pigeon_1_in_hole_2* -> . % 3.55/3.74 22759[11:Spt:22757.0,22736.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22760[11:MRR:121.1,22759.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 22761[11:MRR:22738.0,22760.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 22766[11:MRR:46.1,22761.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22767[11:MRR:22737.1,22766.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 22771[11:MRR:124.0,124.1,22767.0,22759.0] || -> . % 3.55/3.74 22772[10:Spt:22771.0,22725.1,22729.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 22773[10:Spt:22771.0,22725.0,22725.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.74 22774[11:Spt:22773.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 22775[11:MRR:129.0,22774.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 22776[11:MRR:139.1,22774.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 22777[11:MRR:123.0,22774.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 22780[11:MRR:22728.0,22775.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.74 22781[11:MRR:22726.0,22776.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.55/3.74 22782[11:MRR:22727.0,22777.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.74 22783[12:Spt:22780.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22785[12:MRR:65.0,22783.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 22788[12:MRR:74.1,22783.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22789[12:MRR:22782.0,22785.0] || -> pigeon_1_in_hole_2*. % 3.55/3.74 22790[12:MRR:40.1,22789.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22796[12:MRR:22781.0,22788.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 22802[12:MRR:22790.0,22796.0] || -> . % 3.55/3.74 22803[12:Spt:22802.0,22780.0,22783.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 22804[12:Spt:22802.0,22780.1] || -> pigeon_2_in_hole_2*. % 3.55/3.74 22805[12:MRR:37.0,22804.0] || pigeon_1_in_hole_2* -> . % 3.55/3.74 22806[12:MRR:22782.1,22805.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 22808[12:MRR:68.1,22806.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22811[12:MRR:22781.0,22808.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 22816[12:MRR:46.0,46.1,22811.0,22804.0] || -> . % 3.55/3.74 22817[11:Spt:22816.0,22773.0,22774.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 22818[11:Spt:22816.0,22773.1] || -> pigeon_4_in_hole_2*. % 3.55/3.74 22819[11:MRR:39.0,22818.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.74 22820[11:MRR:22727.2,22819.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.74 22821[11:MRR:55.1,22818.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22822[11:MRR:22726.2,22821.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.74 22825[11:MRR:45.0,22818.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 22826[11:MRR:22728.2,22825.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.74 22828[12:Spt:22820.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 22829[12:MRR:121.1,22828.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 22830[12:MRR:124.1,22828.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22833[12:MRR:22826.0,22829.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22834[12:MRR:74.1,22833.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22839[12:MRR:22822.0,22830.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22844[12:MRR:22834.0,22839.0] || -> . % 3.55/3.74 22845[12:Spt:22844.0,22820.0,22828.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 22846[12:Spt:22844.0,22820.1] || -> pigeon_1_in_hole_3*. % 3.55/3.74 22847[12:MRR:65.1,22846.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 22848[12:MRR:22826.1,22847.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 22850[12:MRR:130.1,22848.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 22852[12:MRR:22822.0,22850.0] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22856[12:MRR:68.0,68.1,22852.0,22846.0] || -> . % 3.55/3.74 22857[9:Spt:22856.0,22713.1,22718.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.74 22858[9:Spt:22856.0,22713.0,22713.2,22713.3] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.74 22859[10:Spt:22858.0] || -> pigeon_3_in_hole_5*. % 3.55/3.74 22860[10:MRR:122.0,22859.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 22861[10:MRR:128.0,22859.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 22862[10:MRR:135.1,22859.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 22864[10:MRR:134.1,22859.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 22865[10:MRR:22715.0,22860.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.74 22866[10:MRR:22716.0,22861.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.74 22867[10:MRR:22717.0,22862.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.55/3.74 22868[10:MRR:22714.0,22864.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.74 22869[11:Spt:22865.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 22870[11:MRR:95.1,22869.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 22873[11:MRR:96.1,22869.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 22874[11:MRR:93.1,22869.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 22875[11:MRR:22868.0,22870.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.74 22876[11:MRR:22867.0,22873.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.55/3.74 22877[11:MRR:22866.0,22874.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.74 22878[12:Spt:22875.0] || -> pigeon_4_in_hole_3*. % 3.55/3.74 22879[12:MRR:73.0,22878.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 22880[12:MRR:83.1,22878.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22885[12:MRR:22877.0,22879.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 22887[12:MRR:46.1,22885.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22892[12:MRR:22876.0,22880.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 22898[12:MRR:22887.0,22892.0] || -> . % 3.55/3.74 22899[12:Spt:22898.0,22875.0,22878.0] || pigeon_4_in_hole_3* -> . % 3.55/3.74 22900[12:Spt:22898.0,22875.1] || -> pigeon_4_in_hole_2*. % 3.55/3.74 22901[12:MRR:45.0,22900.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 22902[12:MRR:22877.1,22901.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22907[12:MRR:74.1,22902.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 22908[12:MRR:22876.0,22907.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 22912[12:MRR:55.0,55.1,22908.0,22900.0] || -> . % 3.55/3.74 22914[11:Spt:22912.0,22865.0,22869.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 22915[11:Spt:22912.0,22865.1,22865.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.74 22916[12:Spt:22915.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 22917[12:MRR:67.1,22916.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 22918[12:MRR:65.1,22916.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 22919[12:MRR:68.1,22916.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.74 22923[12:MRR:22868.1,22917.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.74 22924[12:MRR:22866.1,22918.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.55/3.74 22925[12:MRR:22867.1,22919.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.74 22926[13:Spt:22923.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 22927[13:MRR:111.1,22926.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22930[13:MRR:101.0,22926.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 22931[13:MRR:22925.0,22927.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 22932[13:MRR:46.0,22931.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 22938[13:MRR:22924.0,22930.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 22944[13:MRR:22932.0,22938.0] || -> . % 3.55/3.74 22945[13:Spt:22944.0,22923.0,22926.0] || pigeon_4_in_hole_4* -> . % 3.55/3.74 22946[13:Spt:22944.0,22923.1] || -> pigeon_4_in_hole_2*. % 3.55/3.74 22947[13:MRR:55.1,22946.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 22948[13:MRR:22925.1,22947.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 22951[13:MRR:102.0,22948.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 22952[13:MRR:22924.0,22951.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 22957[13:MRR:45.0,45.1,22946.0,22952.0] || -> . % 3.55/3.74 22958[12:Spt:22957.0,22915.0,22916.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 22959[12:Spt:22957.0,22915.1] || -> pigeon_1_in_hole_2*. % 3.55/3.74 22960[12:MRR:40.1,22959.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.74 22961[12:MRR:22867.2,22960.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.74 22962[12:MRR:37.1,22959.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 22963[12:MRR:22866.2,22962.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.74 22967[12:MRR:39.1,22959.0] || pigeon_4_in_hole_2* -> . % 3.55/3.74 22968[12:MRR:22868.2,22967.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.55/3.74 22969[13:Spt:22961.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 22970[13:MRR:111.0,22969.0] || pigeon_4_in_hole_4* -> . % 3.55/3.74 22971[13:MRR:102.0,22969.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 22974[13:MRR:22968.0,22970.0] || -> pigeon_4_in_hole_3*. % 3.55/3.74 22979[13:MRR:73.0,22974.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 22980[13:MRR:22963.0,22971.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22985[13:MRR:22979.0,22980.0] || -> . % 3.55/3.74 22986[13:Spt:22985.0,22961.0,22969.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 22987[13:Spt:22985.0,22961.1] || -> pigeon_5_in_hole_3*. % 3.55/3.74 22988[13:MRR:83.0,22987.0] || pigeon_4_in_hole_3* -> . % 3.55/3.74 22989[13:MRR:22968.1,22988.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 22990[13:MRR:101.0,22989.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 22993[13:MRR:22963.0,22990.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 22997[13:MRR:74.0,74.1,22987.0,22993.0] || -> . % 3.55/3.74 22998[10:Spt:22997.0,22858.0,22859.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.74 22999[10:Spt:22997.0,22858.1,22858.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.74 23000[11:Spt:22999.0] || -> pigeon_3_in_hole_3*. % 3.55/3.74 23001[11:MRR:78.1,23000.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 23002[11:MRR:72.0,23000.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 23003[11:MRR:79.1,23000.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.74 23006[11:MRR:66.0,23000.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 23007[11:MRR:22714.2,23001.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.74 23008[11:MRR:22716.2,23002.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.55/3.74 23009[11:MRR:22717.2,23003.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.74 23010[11:MRR:22715.2,23006.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.74 23011[12:Spt:23007.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 23012[12:MRR:123.0,23011.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 23013[12:MRR:129.0,23011.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 23014[12:MRR:139.1,23011.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 23016[12:MRR:23010.0,23012.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.74 23017[12:MRR:23008.0,23013.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.55/3.74 23018[12:MRR:23009.0,23014.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.74 23019[13:Spt:23016.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 23020[13:MRR:93.1,23019.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 23021[13:MRR:96.1,23019.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 23025[13:MRR:23017.0,23020.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 23026[13:MRR:46.1,23025.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 23032[13:MRR:23018.0,23021.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 23038[13:MRR:23026.0,23032.0] || -> . % 3.55/3.74 23039[13:Spt:23038.0,23016.0,23019.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 23040[13:Spt:23038.0,23016.1] || -> pigeon_1_in_hole_2*. % 3.55/3.74 23041[13:MRR:37.1,23040.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 23042[13:MRR:23017.1,23041.0] || -> pigeon_2_in_hole_4*. % 3.55/3.74 23043[13:MRR:102.1,23042.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 23047[13:MRR:23018.0,23043.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 23052[13:MRR:40.0,40.1,23047.0,23040.0] || -> . % 3.55/3.74 23053[12:Spt:23052.0,23007.0,23011.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 23054[12:Spt:23052.0,23007.1,23007.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.74 23055[13:Spt:23054.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 23056[13:MRR:95.0,23055.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 23057[13:MRR:101.0,23055.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 23058[13:MRR:111.1,23055.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 23061[13:MRR:23010.1,23056.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.74 23062[13:MRR:23008.1,23057.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.74 23063[13:MRR:23009.1,23058.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.74 23064[14:Spt:23061.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23066[14:MRR:124.1,23064.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 23067[14:MRR:121.1,23064.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23068[14:MRR:23063.0,23066.0] || -> pigeon_5_in_hole_2*. % 3.55/3.74 23069[14:MRR:46.0,23068.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 23075[14:MRR:23062.0,23067.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 23081[14:MRR:23069.0,23075.0] || -> . % 3.55/3.74 23082[14:Spt:23081.0,23061.0,23064.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23083[14:Spt:23081.0,23061.1] || -> pigeon_1_in_hole_2*. % 3.55/3.74 23084[14:MRR:40.1,23083.0] || pigeon_5_in_hole_2* -> . % 3.55/3.74 23085[14:MRR:23063.1,23084.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 23087[14:MRR:130.0,23085.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23088[14:MRR:23062.0,23087.0] || -> pigeon_2_in_hole_2*. % 3.55/3.74 23093[14:MRR:37.0,37.1,23088.0,23083.0] || -> . % 3.55/3.74 23094[13:Spt:23093.0,23054.0,23055.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 23095[13:Spt:23093.0,23054.1] || -> pigeon_4_in_hole_2*. % 3.55/3.74 23096[13:MRR:55.1,23095.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.74 23097[13:MRR:23009.2,23096.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.74 23098[13:MRR:45.0,23095.0] || pigeon_2_in_hole_2* -> . % 3.55/3.74 23099[13:MRR:23008.2,23098.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.55/3.74 23103[13:MRR:39.0,23095.0] || pigeon_1_in_hole_2* -> . % 3.55/3.74 23104[13:MRR:23010.2,23103.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.74 23105[14:Spt:23097.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 23106[14:MRR:124.0,23105.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23107[14:MRR:130.0,23105.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23109[14:MRR:23104.0,23106.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 23113[14:MRR:93.1,23109.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 23114[14:MRR:23099.0,23107.0] || -> pigeon_2_in_hole_4*. % 3.55/3.74 23118[14:MRR:23113.0,23114.0] || -> . % 3.55/3.74 23119[14:Spt:23118.0,23097.0,23105.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 23120[14:Spt:23118.0,23097.1] || -> pigeon_5_in_hole_4*. % 3.55/3.74 23121[14:MRR:96.0,23120.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 23122[14:MRR:23104.1,23121.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23123[14:MRR:121.1,23122.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23125[14:MRR:23099.0,23123.0] || -> pigeon_2_in_hole_4*. % 3.55/3.74 23126[14:MRR:102.0,102.1,23120.0,23125.0] || -> . % 3.55/3.74 23129[11:Spt:23126.0,22999.0,23000.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.74 23130[11:Spt:23126.0,22999.1] || -> pigeon_3_in_hole_2*. % 3.55/3.74 23131[11:MRR:51.1,23130.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.74 23132[11:MRR:44.0,23130.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.74 23133[11:MRR:50.1,23130.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.74 23134[11:MRR:38.0,23130.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.74 23137[11:MRR:22714.3,23133.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.55/3.74 23138[11:MRR:22716.3,23132.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.74 23139[11:MRR:22717.3,23131.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.74 23140[11:MRR:22715.3,23134.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.74 23141[12:Spt:23137.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 23143[12:MRR:139.1,23141.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.74 23144[12:MRR:129.0,23141.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.74 23145[12:MRR:123.0,23141.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 23146[12:MRR:23139.0,23143.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.74 23147[12:MRR:23138.0,23144.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.74 23148[12:MRR:23140.0,23145.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.74 23149[13:Spt:23146.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 23150[13:MRR:96.0,23149.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 23151[13:MRR:102.0,23149.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 23155[13:MRR:23148.0,23150.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 23157[13:MRR:65.1,23155.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 23161[13:MRR:23147.0,23151.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 23166[13:MRR:23157.0,23161.0] || -> . % 3.55/3.74 23167[13:Spt:23166.0,23146.0,23149.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 23168[13:Spt:23166.0,23146.1] || -> pigeon_5_in_hole_3*. % 3.55/3.74 23169[13:MRR:68.0,23168.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 23170[13:MRR:23148.1,23169.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 23171[13:MRR:93.1,23170.0] || pigeon_2_in_hole_4* -> . % 3.55/3.74 23175[13:MRR:23147.0,23171.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 23176[13:MRR:74.0,74.1,23168.0,23175.0] || -> . % 3.55/3.74 23180[12:Spt:23176.0,23137.0,23141.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 23181[12:Spt:23176.0,23137.1,23137.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.55/3.74 23182[13:Spt:23181.0] || -> pigeon_4_in_hole_4*. % 3.55/3.74 23183[13:MRR:111.1,23182.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 23184[13:MRR:95.0,23182.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 23185[13:MRR:101.0,23182.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 23188[13:MRR:23139.1,23183.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.74 23189[13:MRR:23140.1,23184.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.74 23190[13:MRR:23138.1,23185.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.74 23191[14:Spt:23188.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 23193[14:MRR:130.0,23191.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23194[14:MRR:124.0,23191.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23195[14:MRR:23190.0,23193.0] || -> pigeon_2_in_hole_3*. % 3.55/3.74 23196[14:MRR:65.0,23195.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 23201[14:MRR:23189.0,23194.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 23206[14:MRR:23196.0,23201.0] || -> . % 3.55/3.74 23207[14:Spt:23206.0,23188.0,23191.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 23208[14:Spt:23206.0,23188.1] || -> pigeon_5_in_hole_3*. % 3.55/3.74 23209[14:MRR:74.0,23208.0] || pigeon_2_in_hole_3* -> . % 3.55/3.74 23210[14:MRR:23190.1,23209.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 23212[14:MRR:121.0,23210.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23213[14:MRR:23189.0,23212.0] || -> pigeon_1_in_hole_3*. % 3.55/3.74 23217[14:MRR:68.0,68.1,23208.0,23213.0] || -> . % 3.55/3.74 23218[13:Spt:23217.0,23181.0,23182.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 23219[13:Spt:23217.0,23181.1] || -> pigeon_4_in_hole_3*. % 3.55/3.74 23220[13:MRR:73.0,23219.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 23221[13:MRR:23138.2,23220.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.55/3.74 23222[13:MRR:67.0,23219.0] || pigeon_1_in_hole_3* -> . % 3.55/3.74 23223[13:MRR:23140.2,23222.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.74 23224[13:MRR:83.1,23219.0] || pigeon_5_in_hole_3* -> . % 3.55/3.74 23225[13:MRR:23139.2,23224.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.74 23228[14:Spt:23221.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 23229[14:MRR:130.1,23228.0] || pigeon_5_in_hole_5* -> . % 3.55/3.74 23230[14:MRR:121.0,23228.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23232[14:MRR:23225.0,23229.0] || -> pigeon_5_in_hole_4*. % 3.55/3.74 23236[14:MRR:96.0,23232.0] || pigeon_1_in_hole_4* -> . % 3.55/3.74 23237[14:MRR:23223.0,23230.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 23241[14:MRR:23236.0,23237.0] || -> . % 3.55/3.74 23242[14:Spt:23241.0,23221.0,23228.0] || pigeon_2_in_hole_5* -> . % 3.55/3.74 23243[14:Spt:23241.0,23221.1] || -> pigeon_2_in_hole_4*. % 3.55/3.74 23244[14:MRR:102.1,23243.0] || pigeon_5_in_hole_4* -> . % 3.55/3.74 23245[14:MRR:23225.1,23244.0] || -> pigeon_5_in_hole_5*. % 3.55/3.74 23246[14:MRR:124.0,23245.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23248[14:MRR:23223.0,23246.0] || -> pigeon_1_in_hole_4*. % 3.55/3.74 23249[14:MRR:93.0,93.1,23243.0,23248.0] || -> . % 3.55/3.74 23252[4:Spt:23249.0,20286.0,20287.0] || pigeon_6_in_hole_7*+ -> . % 3.55/3.74 23253[4:Spt:23249.0,20286.1,20286.2,20286.3,20286.4] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.55/3.74 23254[5:Spt:23253.0] || -> pigeon_6_in_hole_4*. % 3.55/3.74 23255[5:MRR:115.0,23254.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.74 23256[5:MRR:97.0,23254.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.74 23258[5:MRR:103.0,23254.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.74 23259[5:MRR:112.0,23254.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.74 23260[5:MRR:108.0,23254.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.74 23261[5:MRR:118.1,23254.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.74 23262[5:MRR:17314.2,23255.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.74 23263[5:MRR:17315.2,23256.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.74 23264[5:MRR:17313.2,23258.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.74 23265[5:MRR:17316.2,23259.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.74 23266[5:MRR:17317.2,23260.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.74 23267[5:MRR:17318.2,23261.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.74 23268[6:Spt:23262.2] || -> pigeon_5_in_hole_3*. % 3.55/3.74 23269[6:MRR:74.0,23268.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.74 23270[6:MRR:68.0,23268.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.74 23271[6:MRR:83.0,23268.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.74 23274[6:MRR:79.0,23268.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.74 23275[6:MRR:88.1,23268.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.74 23276[6:MRR:23264.2,23269.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.74 23277[6:MRR:23263.2,23270.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.74 23278[6:MRR:23265.2,23271.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.74 23279[6:MRR:23266.2,23274.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.74 23280[6:MRR:23267.2,23275.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.74 23281[7:Spt:23276.2] || -> pigeon_2_in_hole_2*. % 3.55/3.74 23283[7:MRR:44.1,23281.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.74 23284[7:MRR:45.1,23281.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.74 23287[7:MRR:37.0,23281.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.74 23288[7:MRR:48.1,23281.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.74 23289[7:MRR:23279.2,23283.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.74 23290[7:MRR:23278.2,23284.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.74 23291[7:MRR:23277.2,23287.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.74 23292[7:MRR:23280.2,23288.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.55/3.74 23293[8:Spt:23289.2] || -> pigeon_3_in_hole_1*. % 3.55/3.74 23294[8:MRR:10.0,23293.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.74 23297[8:MRR:25.1,23293.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.74 23298[8:MRR:22.1,23293.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.74 23301[8:MRR:23291.2,23294.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.74 23302[8:MRR:23292.2,23297.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.55/3.74 23303[8:MRR:23290.2,23298.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.74 23304[9:Spt:23301.1] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23308[9:MRR:123.1,23304.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 23310[9:MRR:126.1,23304.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23311[9:MRR:23303.1,23308.0] || -> pigeon_4_in_hole_7*. % 3.55/3.74 23312[9:MRR:197.1,23311.0] || pigeon_7_in_hole_7* -> . % 3.55/3.74 23317[9:MRR:23302.1,23310.0] || -> pigeon_7_in_hole_7*. % 3.55/3.74 23322[9:MRR:23312.0,23317.0] || -> . % 3.55/3.74 23323[9:Spt:23322.0,23301.1,23304.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23324[9:Spt:23322.0,23301.0] || -> pigeon_1_in_hole_7*. % 3.55/3.74 23325[9:MRR:179.1,23324.0] || pigeon_4_in_hole_7* -> . % 3.55/3.74 23326[9:MRR:23303.0,23325.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 23331[9:MRR:141.1,23326.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23332[9:MRR:23302.1,23331.0] || -> pigeon_7_in_hole_7*. % 3.55/3.74 23335[9:MRR:182.0,182.1,23332.0,23324.0] || -> . % 3.55/3.74 23337[8:Spt:23335.0,23289.2,23293.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.74 23338[8:Spt:23335.0,23289.0,23289.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.74 23339[9:Spt:23338.0] || -> pigeon_3_in_hole_7*. % 3.55/3.74 23340[9:MRR:190.1,23339.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.74 23341[9:MRR:193.1,23339.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.74 23342[9:MRR:178.0,23339.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.74 23345[9:MRR:23290.0,23340.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.74 23346[9:MRR:23292.0,23341.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.55/3.74 23347[9:MRR:23291.0,23342.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.74 23348[10:Spt:23345.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 23349[10:MRR:123.0,23348.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23350[10:MRR:141.1,23348.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23355[10:MRR:23347.0,23349.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 23356[10:MRR:14.1,23355.0] || pigeon_7_in_hole_1* -> . % 3.55/3.74 23362[10:MRR:23346.0,23350.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23368[10:MRR:23356.0,23362.0] || -> . % 3.55/3.74 23369[10:Spt:23368.0,23345.0,23348.0] || pigeon_4_in_hole_5* -> . % 3.55/3.74 23370[10:Spt:23368.0,23345.1] || -> pigeon_4_in_hole_1*. % 3.55/3.74 23371[10:MRR:11.0,23370.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 23372[10:MRR:23347.1,23371.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23373[10:MRR:126.1,23372.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23378[10:MRR:23346.0,23373.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23381[10:MRR:29.0,29.1,23378.0,23370.0] || -> . % 3.55/3.74 23384[9:Spt:23381.0,23338.0,23339.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.74 23385[9:Spt:23381.0,23338.1] || -> pigeon_3_in_hole_5*. % 3.55/3.74 23386[9:MRR:134.1,23385.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 23387[9:MRR:23290.1,23386.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.74 23388[9:MRR:122.0,23385.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23389[9:MRR:23291.1,23388.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.74 23390[9:MRR:137.1,23385.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23391[9:MRR:23292.1,23390.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.74 23395[10:Spt:23387.0] || -> pigeon_4_in_hole_7*. % 3.55/3.74 23396[10:MRR:179.0,23395.0] || pigeon_1_in_hole_7* -> . % 3.55/3.74 23399[10:MRR:197.1,23395.0] || pigeon_7_in_hole_7* -> . % 3.55/3.74 23400[10:MRR:23389.0,23396.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 23406[10:MRR:14.1,23400.0] || pigeon_7_in_hole_1* -> . % 3.55/3.74 23407[10:MRR:23391.0,23399.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23413[10:MRR:23406.0,23407.0] || -> . % 3.55/3.74 23414[10:Spt:23413.0,23387.0,23395.0] || pigeon_4_in_hole_7* -> . % 3.55/3.74 23415[10:Spt:23413.0,23387.1] || -> pigeon_4_in_hole_1*. % 3.55/3.74 23416[10:MRR:11.0,23415.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 23417[10:MRR:23389.1,23416.0] || -> pigeon_1_in_hole_7*. % 3.55/3.74 23418[10:MRR:182.1,23417.0] || pigeon_7_in_hole_7* -> . % 3.55/3.74 23421[10:MRR:23391.0,23418.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23424[10:MRR:29.0,29.1,23421.0,23415.0] || -> . % 3.55/3.74 23427[7:Spt:23424.0,23276.2,23281.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.74 23428[7:Spt:23424.0,23276.0,23276.1,23276.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.74 23429[8:Spt:23428.0] || -> pigeon_2_in_hole_7*. % 3.55/3.74 23430[8:MRR:185.1,23429.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.74 23431[8:MRR:177.0,23429.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.74 23432[8:MRR:188.1,23429.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.74 23434[8:MRR:184.1,23429.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.74 23435[8:MRR:23278.0,23430.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.74 23436[8:MRR:23277.0,23431.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.74 23437[8:MRR:23280.0,23432.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.74 23438[8:MRR:23279.0,23434.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.74 23439[9:Spt:23435.0] || -> pigeon_4_in_hole_5*. % 3.55/3.74 23440[9:MRR:134.0,23439.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.74 23444[9:MRR:141.1,23439.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.74 23445[9:MRR:123.0,23439.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 23446[9:MRR:23438.0,23440.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.74 23447[9:MRR:23437.0,23444.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.74 23448[9:MRR:23436.0,23445.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.74 23449[10:Spt:23446.0] || -> pigeon_3_in_hole_2*. % 3.55/3.74 23452[10:MRR:38.0,23449.0] || pigeon_1_in_hole_2* -> . % 3.55/3.74 23455[10:MRR:53.1,23449.0] || pigeon_7_in_hole_2* -> . % 3.55/3.74 23456[10:MRR:23448.0,23452.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 23458[10:MRR:14.1,23456.0] || pigeon_7_in_hole_1* -> . % 3.55/3.74 23464[10:MRR:23447.0,23455.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23471[10:MRR:23458.0,23464.0] || -> . % 3.55/3.74 23472[10:Spt:23471.0,23446.0,23449.0] || pigeon_3_in_hole_2* -> . % 3.55/3.74 23473[10:Spt:23471.0,23446.1] || -> pigeon_3_in_hole_1*. % 3.55/3.74 23474[10:MRR:10.0,23473.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 23475[10:MRR:23448.1,23474.0] || -> pigeon_1_in_hole_2*. % 3.55/3.74 23480[10:MRR:42.1,23475.0] || pigeon_7_in_hole_2* -> . % 3.55/3.74 23481[10:MRR:23447.0,23480.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23482[10:MRR:25.0,25.1,23481.0,23473.0] || -> . % 3.55/3.74 23488[9:Spt:23482.0,23435.0,23439.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 23489[9:Spt:23482.0,23435.1,23435.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.74 23490[10:Spt:23489.0] || -> pigeon_4_in_hole_2*. % 3.55/3.74 23491[10:MRR:50.0,23490.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.74 23492[10:MRR:39.0,23490.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.74 23496[10:MRR:57.1,23490.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.74 23497[10:MRR:23438.1,23491.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.74 23498[10:MRR:23436.1,23492.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.74 23499[10:MRR:23437.1,23496.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.55/3.74 23500[11:Spt:23497.0] || -> pigeon_3_in_hole_5*. % 3.55/3.74 23501[11:MRR:122.0,23500.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23502[11:MRR:137.1,23500.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23506[11:MRR:23498.0,23501.0] || -> pigeon_1_in_hole_1*. % 3.55/3.74 23512[11:MRR:14.1,23506.0] || pigeon_7_in_hole_1* -> . % 3.55/3.74 23514[11:MRR:23499.0,23502.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23521[11:MRR:23512.0,23514.0] || -> . % 3.55/3.74 23522[11:Spt:23521.0,23497.0,23500.0] || pigeon_3_in_hole_5* -> . % 3.55/3.74 23523[11:Spt:23521.0,23497.1] || -> pigeon_3_in_hole_1*. % 3.55/3.74 23524[11:MRR:10.0,23523.0] || pigeon_1_in_hole_1* -> . % 3.55/3.74 23525[11:MRR:23498.1,23524.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23529[11:MRR:126.1,23525.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23530[11:MRR:23499.0,23529.0] || -> pigeon_7_in_hole_1*. % 3.55/3.74 23536[11:MRR:25.0,25.1,23530.0,23523.0] || -> . % 3.55/3.74 23537[10:Spt:23536.0,23489.0,23490.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.74 23538[10:Spt:23536.0,23489.1] || -> pigeon_4_in_hole_1*. % 3.55/3.74 23539[10:MRR:11.0,23538.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.74 23540[10:MRR:23436.2,23539.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.74 23541[10:MRR:29.1,23538.0] || pigeon_7_in_hole_1* -> . % 3.55/3.74 23542[10:MRR:23437.2,23541.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.74 23543[10:MRR:22.0,23538.0] || pigeon_3_in_hole_1* -> . % 3.55/3.74 23544[10:MRR:23438.2,23543.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.74 23549[11:Spt:23540.0] || -> pigeon_1_in_hole_5*. % 3.55/3.74 23550[11:MRR:122.1,23549.0] || pigeon_3_in_hole_5* -> . % 3.55/3.74 23551[11:MRR:126.1,23549.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23555[11:MRR:23544.0,23550.0] || -> pigeon_3_in_hole_2*. % 3.55/3.74 23556[11:MRR:53.1,23555.0] || pigeon_7_in_hole_2* -> . % 3.55/3.74 23561[11:MRR:23542.0,23551.0] || -> pigeon_7_in_hole_2*. % 3.55/3.74 23566[11:MRR:23556.0,23561.0] || -> . % 3.55/3.74 23567[11:Spt:23566.0,23540.0,23549.0] || pigeon_1_in_hole_5* -> . % 3.55/3.74 23568[11:Spt:23566.0,23540.1] || -> pigeon_1_in_hole_2*. % 3.55/3.74 23569[11:MRR:38.1,23568.0] || pigeon_3_in_hole_2* -> . % 3.55/3.74 23570[11:MRR:23544.1,23569.0] || -> pigeon_3_in_hole_5*. % 3.55/3.74 23574[11:MRR:137.1,23570.0] || pigeon_7_in_hole_5* -> . % 3.55/3.74 23575[11:MRR:23542.0,23574.0] || -> pigeon_7_in_hole_2*. % 3.55/3.74 23579[11:MRR:42.0,42.1,23575.0,23568.0] || -> . % 3.55/3.74 23580[8:Spt:23579.0,23428.0,23429.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.74 23581[8:Spt:23579.0,23428.1,23428.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.74 23582[9:Spt:23581.0] || -> pigeon_2_in_hole_5*. % 3.55/3.74 23583[9:MRR:121.0,23582.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.74 23584[9:MRR:128.1,23582.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.74 23585[9:MRR:132.1,23582.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.74 23588[9:MRR:129.1,23582.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.74 23589[9:MRR:23277.1,23583.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.74 23590[9:MRR:23279.1,23584.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.74 23591[9:MRR:23280.1,23585.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 23592[9:MRR:23278.1,23588.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 23593[10:Spt:23589.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 23594[10:MRR:179.1,23593.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 23596[10:MRR:182.1,23593.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 23597[10:MRR:178.1,23593.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 23598[10:MRR:23592.0,23594.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 23599[10:MRR:23591.0,23596.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 23600[10:MRR:23590.0,23597.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 23601[11:Spt:23598.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23602[11:MRR:57.1,23601.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 23607[11:MRR:50.0,23601.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 23608[11:MRR:23599.0,23602.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 23615[11:MRR:25.0,23608.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 23616[11:MRR:23600.0,23607.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 23623[11:MRR:23615.0,23616.0] || -> . % 3.55/3.75 23624[11:Spt:23623.0,23598.0,23601.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 23625[11:Spt:23623.0,23598.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 23626[11:MRR:29.1,23625.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 23627[11:MRR:23599.1,23626.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 23628[11:MRR:53.0,23627.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 23633[11:MRR:23600.0,23628.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 23638[11:MRR:22.0,22.1,23625.0,23633.0] || -> . % 3.55/3.75 23640[10:Spt:23638.0,23589.0,23593.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 23641[10:Spt:23638.0,23589.1,23589.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 23642[11:Spt:23641.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 23643[11:MRR:39.1,23642.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 23644[11:MRR:42.1,23642.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 23648[11:MRR:38.1,23642.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 23649[11:MRR:23592.1,23643.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 23650[11:MRR:23591.1,23644.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.75 23651[11:MRR:23590.1,23648.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.55/3.75 23652[12:Spt:23649.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 23653[12:MRR:197.1,23652.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 23655[12:MRR:190.0,23652.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23656[12:MRR:23650.0,23653.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 23658[12:MRR:25.0,23656.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 23664[12:MRR:23651.0,23655.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 23671[12:MRR:23658.0,23664.0] || -> . % 3.55/3.75 23672[12:Spt:23671.0,23649.0,23652.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23673[12:Spt:23671.0,23649.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 23674[12:MRR:29.1,23673.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 23675[12:MRR:23650.1,23674.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 23677[12:MRR:193.0,23675.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23678[12:MRR:23651.0,23677.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 23680[12:MRR:22.0,22.1,23673.0,23678.0] || -> . % 3.55/3.75 23685[11:Spt:23680.0,23641.0,23642.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 23686[11:Spt:23680.0,23641.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 23687[11:MRR:14.1,23686.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 23688[11:MRR:23591.2,23687.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 23689[11:MRR:10.1,23686.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 23690[11:MRR:23590.2,23689.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 23691[11:MRR:11.1,23686.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 23692[11:MRR:23592.2,23691.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 23697[12:Spt:23688.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 23698[12:MRR:197.0,23697.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23699[12:MRR:193.0,23697.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23701[12:MRR:23692.0,23698.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23702[12:MRR:50.0,23701.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 23707[12:MRR:23690.0,23699.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 23712[12:MRR:23702.0,23707.0] || -> . % 3.55/3.75 23713[12:Spt:23712.0,23688.0,23697.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 23714[12:Spt:23712.0,23688.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 23715[12:MRR:57.0,23714.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 23716[12:MRR:23692.1,23715.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 23717[12:MRR:190.0,23716.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23719[12:MRR:23690.0,23717.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 23723[12:MRR:53.0,53.1,23714.0,23719.0] || -> . % 3.55/3.75 23724[9:Spt:23723.0,23581.0,23582.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 23725[9:Spt:23723.0,23581.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 23726[9:MRR:20.1,23725.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 23727[9:MRR:16.1,23725.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 23728[9:MRR:17.1,23725.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 23729[9:MRR:9.0,23725.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 23733[9:MRR:23277.3,23729.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 23734[9:MRR:23279.3,23727.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 23735[9:MRR:23280.3,23726.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 23736[9:MRR:23278.3,23728.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 23737[10:Spt:23733.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 23738[10:MRR:178.1,23737.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 23739[10:MRR:182.1,23737.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 23741[10:MRR:179.1,23737.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 23742[10:MRR:23734.0,23738.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 23743[10:MRR:23735.0,23739.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 23744[10:MRR:23736.0,23741.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 23745[11:Spt:23742.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 23747[11:MRR:137.1,23745.0] || pigeon_7_in_hole_5* -> . % 3.55/3.75 23750[11:MRR:134.1,23745.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 23751[11:MRR:23743.0,23747.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 23752[11:MRR:57.0,23751.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 23758[11:MRR:23744.0,23750.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23764[11:MRR:23752.0,23758.0] || -> . % 3.55/3.75 23765[11:Spt:23764.0,23742.0,23745.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 23766[11:Spt:23764.0,23742.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 23767[11:MRR:53.1,23766.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 23768[11:MRR:23743.1,23767.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 23772[11:MRR:141.0,23768.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 23773[11:MRR:23744.0,23772.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23775[11:MRR:50.0,50.1,23773.0,23766.0] || -> . % 3.55/3.75 23779[10:Spt:23775.0,23733.0,23737.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 23780[10:Spt:23775.0,23733.1,23733.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 23781[11:Spt:23780.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 23782[11:MRR:122.1,23781.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 23783[11:MRR:126.1,23781.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 23786[11:MRR:123.1,23781.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 23787[11:MRR:23734.1,23782.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 23788[11:MRR:23735.1,23783.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 23789[11:MRR:23736.1,23786.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 23790[12:Spt:23787.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 23791[12:MRR:193.1,23790.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 23792[12:MRR:190.1,23790.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23794[12:MRR:23788.0,23791.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 23800[12:MRR:57.0,23794.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 23801[12:MRR:23789.0,23792.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23807[12:MRR:23800.0,23801.0] || -> . % 3.55/3.75 23808[12:Spt:23807.0,23787.0,23790.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23809[12:Spt:23807.0,23787.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 23810[12:MRR:53.1,23809.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 23811[12:MRR:23788.1,23810.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 23813[12:MRR:197.0,23811.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23814[12:MRR:23789.0,23813.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 23818[12:MRR:50.0,50.1,23814.0,23809.0] || -> . % 3.55/3.75 23820[11:Spt:23818.0,23780.0,23781.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 23821[11:Spt:23818.0,23780.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 23822[11:MRR:42.1,23821.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 23823[11:MRR:23735.2,23822.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.55/3.75 23824[11:MRR:39.1,23821.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 23825[11:MRR:23736.2,23824.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 23826[11:MRR:38.1,23821.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 23827[11:MRR:23734.2,23826.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 23831[12:Spt:23823.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 23832[12:MRR:193.0,23831.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 23833[12:MRR:197.0,23831.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23835[12:MRR:23827.0,23832.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 23836[12:MRR:134.1,23835.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 23840[12:MRR:23825.0,23833.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 23844[12:MRR:23836.0,23840.0] || -> . % 3.55/3.75 23845[12:Spt:23844.0,23823.0,23831.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 23846[12:Spt:23844.0,23823.1] || -> pigeon_7_in_hole_5*. % 3.55/3.75 23847[12:MRR:137.0,23846.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 23848[12:MRR:23827.1,23847.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 23850[12:MRR:190.1,23848.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 23851[12:MRR:23825.0,23850.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 23854[12:MRR:141.0,141.1,23846.0,23851.0] || -> . % 3.55/3.75 23855[6:Spt:23854.0,23262.2,23268.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.75 23856[6:Spt:23854.0,23262.0,23262.1,23262.3,23262.4] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 23857[7:Spt:23856.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 23858[7:MRR:200.1,23857.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 23859[7:MRR:191.0,23857.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 23860[7:MRR:195.0,23857.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 23861[7:MRR:180.0,23857.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 23862[7:MRR:186.0,23857.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 23863[7:MRR:23267.0,23858.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 23864[7:MRR:23266.0,23859.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 23865[7:MRR:23265.0,23860.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 23866[7:MRR:23263.0,23861.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 23867[7:MRR:23264.0,23862.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 23868[8:Spt:23863.2] || -> pigeon_7_in_hole_2*. % 3.55/3.75 23869[8:MRR:42.0,23868.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 23870[8:MRR:53.0,23868.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 23871[8:MRR:57.0,23868.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 23875[8:MRR:48.0,23868.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 23876[8:MRR:23866.2,23869.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 23877[8:MRR:23864.2,23870.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 23878[8:MRR:23865.2,23871.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 23879[8:MRR:23867.2,23875.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 23880[9:Spt:23876.2] || -> pigeon_1_in_hole_1*. % 3.55/3.75 23882[9:MRR:10.1,23880.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 23883[9:MRR:11.1,23880.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 23884[9:MRR:9.1,23880.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.75 23888[9:MRR:23877.2,23882.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 23889[9:MRR:23878.2,23883.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 23890[9:MRR:23879.2,23884.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 23891[10:Spt:23888.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 23895[10:MRR:134.1,23891.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 23897[10:MRR:128.0,23891.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 23898[10:MRR:23889.0,23895.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 23899[10:MRR:73.0,23898.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 23905[10:MRR:23890.0,23897.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 23911[10:MRR:23899.0,23905.0] || -> . % 3.55/3.75 23912[10:Spt:23911.0,23888.0,23891.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 23913[10:Spt:23911.0,23888.1] || -> pigeon_3_in_hole_3*. % 3.55/3.75 23914[10:MRR:78.1,23913.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 23915[10:MRR:23889.1,23914.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 23920[10:MRR:129.0,23915.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 23921[10:MRR:23890.0,23920.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 23923[10:MRR:72.0,72.1,23913.0,23921.0] || -> . % 3.55/3.75 23927[9:Spt:23923.0,23876.2,23880.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 23928[9:Spt:23923.0,23876.0,23876.1] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 23929[10:Spt:23928.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 23930[10:MRR:122.1,23929.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 23931[10:MRR:123.1,23929.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 23935[10:MRR:121.1,23929.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 23936[10:MRR:23877.0,23930.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 23937[10:MRR:23878.0,23931.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 23938[10:MRR:23879.0,23935.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 23939[11:Spt:23936.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 23940[11:MRR:78.1,23939.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 23941[11:MRR:72.0,23939.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 23946[11:MRR:23937.0,23940.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 23949[11:MRR:17.0,23946.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 23953[11:MRR:23938.0,23941.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 23959[11:MRR:23949.0,23953.0] || -> . % 3.55/3.75 23960[11:Spt:23959.0,23936.0,23939.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 23961[11:Spt:23959.0,23936.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 23962[11:MRR:22.1,23961.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 23963[11:MRR:23937.1,23962.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 23968[11:MRR:73.0,23963.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 23969[11:MRR:23938.0,23968.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 23973[11:MRR:16.0,16.1,23961.0,23969.0] || -> . % 3.55/3.75 23975[10:Spt:23973.0,23928.0,23929.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 23976[10:Spt:23973.0,23928.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 23977[10:MRR:66.1,23976.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 23978[10:MRR:23877.1,23977.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 23979[10:MRR:67.1,23976.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 23980[10:MRR:23878.1,23979.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 23981[10:MRR:65.1,23976.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 23982[10:MRR:23879.1,23981.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.75 23986[11:Spt:23978.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 23987[11:MRR:128.0,23986.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 23988[11:MRR:134.1,23986.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 23992[11:MRR:23982.0,23987.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 23993[11:MRR:17.1,23992.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 23999[11:MRR:23980.0,23988.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24005[11:MRR:23993.0,23999.0] || -> . % 3.55/3.75 24006[11:Spt:24005.0,23978.0,23986.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24007[11:Spt:24005.0,23978.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24008[11:MRR:16.0,24007.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24009[11:MRR:23982.1,24008.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 24010[11:MRR:129.1,24009.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 24014[11:MRR:23980.0,24010.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24019[11:MRR:22.0,22.1,24014.0,24007.0] || -> . % 3.55/3.75 24020[8:Spt:24019.0,23863.2,23868.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 24021[8:Spt:24019.0,23863.0,23863.1,23863.3] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 24022[9:Spt:24021.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 24023[9:MRR:137.0,24022.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 24024[9:MRR:132.0,24022.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 24025[9:MRR:141.0,24022.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 24028[9:MRR:126.0,24022.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 24029[9:MRR:23864.0,24023.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24030[9:MRR:23867.0,24024.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 24031[9:MRR:23865.0,24025.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24032[9:MRR:23866.0,24028.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24033[10:Spt:24029.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24034[10:MRR:66.0,24033.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24038[10:MRR:72.0,24033.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 24039[10:MRR:78.1,24033.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24040[10:MRR:24032.0,24034.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24041[10:MRR:24030.0,24038.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 24042[10:MRR:24031.0,24039.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24043[11:Spt:24040.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24044[11:MRR:39.1,24043.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24049[11:MRR:37.1,24043.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24050[11:MRR:24042.0,24044.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24051[11:MRR:17.0,24050.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24058[11:MRR:24041.0,24049.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24065[11:MRR:24051.0,24058.0] || -> . % 3.55/3.75 24066[11:Spt:24065.0,24040.0,24043.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24067[11:Spt:24065.0,24040.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24068[11:MRR:11.1,24067.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24069[11:MRR:24042.1,24068.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24074[11:MRR:45.0,24069.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24075[11:MRR:24041.0,24074.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24076[11:MRR:9.0,9.1,24075.0,24067.0] || -> . % 3.55/3.75 24082[10:Spt:24076.0,24029.0,24033.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24083[10:Spt:24076.0,24029.1,24029.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24084[11:Spt:24083.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24085[11:MRR:38.0,24084.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 24086[11:MRR:50.1,24084.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 24090[11:MRR:44.0,24084.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 24091[11:MRR:24032.1,24085.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 24092[11:MRR:24031.1,24086.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 24093[11:MRR:24030.1,24090.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 24094[12:Spt:24091.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24095[12:MRR:67.1,24094.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 24096[12:MRR:65.1,24094.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 24100[12:MRR:24092.0,24095.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24107[12:MRR:17.0,24100.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24108[12:MRR:24093.0,24096.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24115[12:MRR:24107.0,24108.0] || -> . % 3.55/3.75 24116[12:Spt:24115.0,24091.0,24094.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24117[12:Spt:24115.0,24091.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24118[12:MRR:11.1,24117.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24119[12:MRR:24092.1,24118.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24123[12:MRR:73.0,24119.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 24124[12:MRR:24093.0,24123.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24130[12:MRR:9.0,9.1,24124.0,24117.0] || -> . % 3.55/3.75 24131[11:Spt:24130.0,24083.0,24084.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 24132[11:Spt:24130.0,24083.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24133[11:MRR:22.1,24132.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 24134[11:MRR:24031.2,24133.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24135[11:MRR:16.0,24132.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24136[11:MRR:24030.2,24135.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 24137[11:MRR:10.0,24132.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24138[11:MRR:24032.2,24137.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24143[12:Spt:24134.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24144[12:MRR:67.0,24143.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24145[12:MRR:73.0,24143.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 24149[12:MRR:24138.0,24144.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24150[12:MRR:37.1,24149.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24155[12:MRR:24136.0,24145.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24160[12:MRR:24150.0,24155.0] || -> . % 3.55/3.75 24161[12:Spt:24160.0,24134.0,24143.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 24162[12:Spt:24160.0,24134.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24163[12:MRR:39.0,24162.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24164[12:MRR:24138.1,24163.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24168[12:MRR:65.1,24164.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 24169[12:MRR:24136.0,24168.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24173[12:MRR:45.0,45.1,24162.0,24169.0] || -> . % 3.55/3.75 24174[9:Spt:24173.0,24021.0,24022.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 24175[9:Spt:24173.0,24021.1,24021.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 24176[10:Spt:24175.0] || -> pigeon_7_in_hole_3*. % 3.55/3.75 24177[10:MRR:85.0,24176.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24178[10:MRR:70.0,24176.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24179[10:MRR:76.0,24176.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 24182[10:MRR:81.0,24176.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24183[10:MRR:23865.1,24177.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24184[10:MRR:23866.1,24178.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24185[10:MRR:23867.1,24179.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 24186[10:MRR:23864.1,24182.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24187[11:Spt:24183.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 24188[11:MRR:134.0,24187.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 24189[11:MRR:129.0,24187.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 24192[11:MRR:123.0,24187.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 24193[11:MRR:24186.0,24188.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24194[11:MRR:24185.0,24189.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 24195[11:MRR:24184.0,24192.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24196[12:Spt:24193.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24197[12:MRR:44.0,24196.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24202[12:MRR:38.0,24196.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24203[12:MRR:24194.0,24197.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24210[12:MRR:9.0,24203.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24211[12:MRR:24195.0,24202.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24218[12:MRR:24210.0,24211.0] || -> . % 3.55/3.75 24219[12:Spt:24218.0,24193.0,24196.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24220[12:Spt:24218.0,24193.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24221[12:MRR:16.0,24220.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24222[12:MRR:24194.1,24221.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24223[12:MRR:37.0,24222.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24228[12:MRR:24195.0,24223.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24233[12:MRR:10.0,10.1,24220.0,24228.0] || -> . % 3.55/3.75 24235[11:Spt:24233.0,24183.0,24187.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 24236[11:Spt:24233.0,24183.1,24183.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24237[12:Spt:24236.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24238[12:MRR:50.0,24237.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 24239[12:MRR:45.0,24237.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 24243[12:MRR:39.0,24237.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 24244[12:MRR:24186.1,24238.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 24245[12:MRR:24185.1,24239.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.75 24246[12:MRR:24184.1,24243.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 24247[13:Spt:24244.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 24250[13:MRR:128.0,24247.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 24251[13:MRR:122.0,24247.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24252[13:MRR:24245.0,24250.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24254[13:MRR:9.0,24252.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24260[13:MRR:24246.0,24251.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24267[13:MRR:24254.0,24260.0] || -> . % 3.55/3.75 24268[13:Spt:24267.0,24244.0,24247.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24269[13:Spt:24267.0,24244.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24270[13:MRR:16.0,24269.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 24271[13:MRR:24245.1,24270.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 24274[13:MRR:121.0,24271.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24275[13:MRR:24246.0,24274.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24277[13:MRR:10.0,10.1,24269.0,24275.0] || -> . % 3.55/3.75 24282[12:Spt:24277.0,24236.0,24237.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 24283[12:Spt:24277.0,24236.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24284[12:MRR:17.0,24283.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.75 24285[12:MRR:24185.2,24284.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.75 24286[12:MRR:11.0,24283.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24287[12:MRR:24184.2,24286.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 24288[12:MRR:22.0,24283.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 24289[12:MRR:24186.2,24288.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 24294[13:Spt:24285.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 24295[13:MRR:128.1,24294.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24296[13:MRR:121.0,24294.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24299[13:MRR:24289.0,24295.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24300[13:MRR:38.0,24299.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24305[13:MRR:24287.0,24296.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24310[13:MRR:24300.0,24305.0] || -> . % 3.55/3.75 24311[13:Spt:24310.0,24285.0,24294.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 24312[13:Spt:24310.0,24285.1] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24313[13:MRR:44.1,24312.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24314[13:MRR:24289.1,24313.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 24315[13:MRR:122.0,24314.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24318[13:MRR:24287.0,24315.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24322[13:MRR:37.0,37.1,24312.0,24318.0] || -> . % 3.55/3.75 24323[10:Spt:24322.0,24175.0,24176.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 24324[10:Spt:24322.0,24175.1] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24325[10:MRR:20.0,24324.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.75 24326[10:MRR:14.0,24324.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 24327[10:MRR:25.0,24324.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 24331[10:MRR:29.0,24324.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 24332[10:MRR:23865.3,24331.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24333[10:MRR:23866.3,24326.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24334[10:MRR:23867.3,24325.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 24335[10:MRR:23864.3,24327.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 24336[11:Spt:24332.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 24337[11:MRR:123.0,24336.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 24340[11:MRR:129.0,24336.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 24341[11:MRR:134.0,24336.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 24342[11:MRR:24333.0,24337.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24343[11:MRR:24334.0,24340.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 24344[11:MRR:24335.0,24341.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 24345[12:Spt:24342.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24347[12:MRR:65.1,24345.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 24350[12:MRR:66.1,24345.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24351[12:MRR:24343.0,24347.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24352[12:MRR:44.1,24351.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24358[12:MRR:24344.0,24350.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24364[12:MRR:24352.0,24358.0] || -> . % 3.55/3.75 24365[12:Spt:24364.0,24342.0,24345.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24366[12:Spt:24364.0,24342.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24367[12:MRR:37.1,24366.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24368[12:MRR:24343.1,24367.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 24372[12:MRR:72.1,24368.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24373[12:MRR:24344.0,24372.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24375[12:MRR:38.0,38.1,24373.0,24366.0] || -> . % 3.55/3.75 24379[11:Spt:24375.0,24332.0,24336.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 24380[11:Spt:24375.0,24332.1,24332.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24381[12:Spt:24380.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24382[12:MRR:67.0,24381.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24383[12:MRR:73.0,24381.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 24386[12:MRR:78.0,24381.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24387[12:MRR:24333.1,24382.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 24388[12:MRR:24334.1,24383.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.75 24389[12:MRR:24335.1,24386.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 24390[13:Spt:24387.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 24391[13:MRR:121.1,24390.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 24392[13:MRR:122.1,24390.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24395[13:MRR:24388.0,24391.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24401[13:MRR:44.1,24395.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24402[13:MRR:24389.0,24392.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24408[13:MRR:24401.0,24402.0] || -> . % 3.55/3.75 24409[13:Spt:24408.0,24387.0,24390.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24410[13:Spt:24408.0,24387.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24411[13:MRR:37.1,24410.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 24412[13:MRR:24388.1,24411.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 24415[13:MRR:128.1,24412.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24416[13:MRR:24389.0,24415.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24420[13:MRR:38.0,38.1,24416.0,24410.0] || -> . % 3.55/3.75 24422[12:Spt:24420.0,24380.0,24381.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24423[12:Spt:24420.0,24380.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24424[12:MRR:45.0,24423.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 24425[12:MRR:24334.2,24424.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 24426[12:MRR:50.0,24423.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24427[12:MRR:24335.2,24426.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 24428[12:MRR:39.0,24423.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24429[12:MRR:24333.2,24428.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 24433[13:Spt:24425.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 24434[13:MRR:121.0,24433.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 24435[13:MRR:128.1,24433.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24438[13:MRR:24429.0,24434.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24439[13:MRR:66.1,24438.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24443[13:MRR:24427.0,24435.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24447[13:MRR:24439.0,24443.0] || -> . % 3.55/3.75 24448[13:Spt:24447.0,24425.0,24433.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 24449[13:Spt:24447.0,24425.1] || -> pigeon_2_in_hole_3*. % 3.55/3.75 24450[13:MRR:65.0,24449.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24451[13:MRR:24429.1,24450.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 24454[13:MRR:122.1,24451.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 24455[13:MRR:24427.0,24454.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24458[13:MRR:72.0,72.1,24455.0,24449.0] || -> . % 3.55/3.75 24459[7:Spt:24458.0,23856.0,23857.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 24460[7:Spt:24458.0,23856.1,23856.2,23856.3] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 24461[8:Spt:24460.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 24462[8:MRR:130.0,24461.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 24463[8:MRR:124.0,24461.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 24464[8:MRR:135.0,24461.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 24466[8:MRR:139.0,24461.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 24467[8:MRR:144.1,24461.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 24468[8:MRR:23264.1,24462.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 24469[8:MRR:23263.1,24463.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24470[8:MRR:23266.1,24464.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24471[8:MRR:23265.1,24466.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24472[8:MRR:23267.1,24467.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 24473[9:Spt:24468.2] || -> pigeon_2_in_hole_2*. % 3.55/3.75 24474[9:MRR:45.1,24473.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 24475[9:MRR:37.0,24473.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 24476[9:MRR:44.1,24473.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 24480[9:MRR:48.1,24473.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 24481[9:MRR:24471.2,24474.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 24482[9:MRR:24469.2,24475.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 24483[9:MRR:24470.2,24476.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 24484[9:MRR:24472.2,24480.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 24485[10:Spt:24481.2] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24487[10:MRR:11.0,24485.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 24488[10:MRR:22.0,24485.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 24492[10:MRR:29.1,24485.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 24493[10:MRR:24482.2,24487.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.75 24494[10:MRR:24483.2,24488.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.55/3.75 24495[10:MRR:24484.2,24492.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.55/3.75 24496[11:Spt:24493.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24500[11:MRR:66.1,24496.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24502[11:MRR:70.1,24496.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24503[11:MRR:24494.1,24500.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 24504[11:MRR:193.1,24503.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24508[11:MRR:24495.1,24502.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 24512[11:MRR:24504.0,24508.0] || -> . % 3.55/3.75 24513[11:Spt:24512.0,24493.1,24496.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24514[11:Spt:24512.0,24493.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 24515[11:MRR:178.1,24514.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24516[11:MRR:24494.0,24515.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24521[11:MRR:81.1,24516.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24522[11:MRR:24495.1,24521.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 24524[11:MRR:182.0,182.1,24522.0,24514.0] || -> . % 3.55/3.75 24526[10:Spt:24524.0,24481.2,24485.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 24527[10:Spt:24524.0,24481.0,24481.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 24528[11:Spt:24527.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 24529[11:MRR:190.0,24528.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 24530[11:MRR:197.1,24528.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 24531[11:MRR:179.0,24528.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 24533[11:MRR:24483.0,24529.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 24534[11:MRR:24484.0,24530.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 24535[11:MRR:24482.0,24531.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 24536[12:Spt:24533.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24537[12:MRR:66.0,24536.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24538[12:MRR:81.1,24536.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24543[12:MRR:24535.0,24537.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24545[12:MRR:14.1,24543.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24550[12:MRR:24534.0,24538.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24556[12:MRR:24545.0,24550.0] || -> . % 3.55/3.75 24557[12:Spt:24556.0,24533.0,24536.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24558[12:Spt:24556.0,24533.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24559[12:MRR:10.0,24558.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24560[12:MRR:24535.1,24559.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24561[12:MRR:70.1,24560.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24566[12:MRR:24534.0,24561.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24570[12:MRR:25.0,25.1,24566.0,24558.0] || -> . % 3.55/3.75 24572[11:Spt:24570.0,24527.0,24528.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 24573[11:Spt:24570.0,24527.1] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24574[11:MRR:78.0,24573.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24575[11:MRR:24483.1,24574.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.55/3.75 24576[11:MRR:67.0,24573.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24577[11:MRR:24482.1,24576.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 24578[11:MRR:85.1,24573.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24579[11:MRR:24484.1,24578.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.75 24583[12:Spt:24575.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 24584[12:MRR:178.0,24583.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 24586[12:MRR:193.1,24583.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24587[12:MRR:24577.0,24584.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24592[12:MRR:14.1,24587.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24594[12:MRR:24579.0,24586.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24600[12:MRR:24592.0,24594.0] || -> . % 3.55/3.75 24601[12:Spt:24600.0,24575.0,24583.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24602[12:Spt:24600.0,24575.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24603[12:MRR:10.0,24602.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24604[12:MRR:24577.1,24603.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 24605[12:MRR:182.1,24604.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24607[12:MRR:24579.0,24605.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24609[12:MRR:25.0,25.1,24607.0,24602.0] || -> . % 3.55/3.75 24613[9:Spt:24609.0,24468.2,24473.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 24614[9:Spt:24609.0,24468.0,24468.1,24468.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 24615[10:Spt:24614.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 24616[10:MRR:184.1,24615.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 24617[10:MRR:177.0,24615.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 24618[10:MRR:188.1,24615.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 24619[10:MRR:185.1,24615.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 24620[10:MRR:24470.0,24616.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24621[10:MRR:24469.0,24617.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24622[10:MRR:24472.0,24618.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 24623[10:MRR:24471.0,24619.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24624[11:Spt:24620.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 24625[11:MRR:78.1,24624.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24629[11:MRR:81.1,24624.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 24630[11:MRR:66.0,24624.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24631[11:MRR:24623.0,24625.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24632[11:MRR:24622.0,24629.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 24633[11:MRR:24621.0,24630.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24634[12:Spt:24631.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24636[12:MRR:39.0,24634.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 24640[12:MRR:57.1,24634.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24641[12:MRR:24633.0,24636.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24644[12:MRR:14.1,24641.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24649[12:MRR:24632.0,24640.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24656[12:MRR:24644.0,24649.0] || -> . % 3.55/3.75 24657[12:Spt:24656.0,24631.0,24634.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24658[12:Spt:24656.0,24631.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24659[12:MRR:11.0,24658.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24660[12:MRR:24633.1,24659.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24665[12:MRR:42.1,24660.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24666[12:MRR:24632.0,24665.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24667[12:MRR:29.0,29.1,24666.0,24658.0] || -> . % 3.55/3.75 24673[11:Spt:24667.0,24620.0,24624.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24674[11:Spt:24667.0,24620.1,24620.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24675[12:Spt:24674.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24676[12:MRR:50.1,24675.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 24677[12:MRR:38.0,24675.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 24681[12:MRR:53.1,24675.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 24682[12:MRR:24623.1,24676.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 24683[12:MRR:24621.1,24677.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 24684[12:MRR:24622.1,24681.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 24685[13:Spt:24682.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24686[13:MRR:67.0,24685.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24687[13:MRR:85.1,24685.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24691[13:MRR:24683.0,24686.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24696[13:MRR:14.1,24691.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24699[13:MRR:24684.0,24687.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24706[13:MRR:24696.0,24699.0] || -> . % 3.55/3.75 24707[13:Spt:24706.0,24682.0,24685.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 24708[13:Spt:24706.0,24682.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24709[13:MRR:11.0,24708.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 24710[13:MRR:24683.1,24709.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24714[13:MRR:70.1,24710.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24715[13:MRR:24684.0,24714.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24721[13:MRR:29.0,29.1,24715.0,24708.0] || -> . % 3.55/3.75 24722[12:Spt:24721.0,24674.0,24675.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 24723[12:Spt:24721.0,24674.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24724[12:MRR:10.0,24723.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 24725[12:MRR:24621.2,24724.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24726[12:MRR:25.1,24723.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24727[12:MRR:24622.2,24726.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.55/3.75 24728[12:MRR:22.1,24723.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24729[12:MRR:24623.2,24728.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24734[13:Spt:24725.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24735[13:MRR:67.1,24734.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 24736[13:MRR:70.1,24734.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24740[13:MRR:24729.0,24735.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24741[13:MRR:57.1,24740.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24746[13:MRR:24727.0,24736.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24751[13:MRR:24741.0,24746.0] || -> . % 3.55/3.75 24752[13:Spt:24751.0,24725.0,24734.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 24753[13:Spt:24751.0,24725.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24754[13:MRR:39.1,24753.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24755[13:MRR:24729.1,24754.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24759[13:MRR:85.1,24755.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24760[13:MRR:24727.0,24759.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24764[13:MRR:42.0,42.1,24760.0,24753.0] || -> . % 3.55/3.75 24765[10:Spt:24764.0,24614.0,24615.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 24766[10:Spt:24764.0,24614.1,24614.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 24767[11:Spt:24766.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 24768[11:MRR:65.0,24767.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24769[11:MRR:73.1,24767.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24770[11:MRR:76.1,24767.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 24773[11:MRR:72.1,24767.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24774[11:MRR:24469.1,24768.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24775[11:MRR:24471.1,24769.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24776[11:MRR:24472.1,24770.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 24777[11:MRR:24470.1,24773.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24778[12:Spt:24774.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 24779[12:MRR:178.1,24778.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 24780[12:MRR:182.1,24778.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 24781[12:MRR:179.1,24778.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 24782[12:MRR:24777.0,24779.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 24783[12:MRR:24776.0,24780.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 24784[12:MRR:24775.0,24781.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 24785[13:Spt:24782.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24786[13:MRR:53.1,24785.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24791[13:MRR:50.1,24785.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24792[13:MRR:24783.0,24786.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24799[13:MRR:29.0,24792.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24800[13:MRR:24784.0,24791.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24807[13:MRR:24799.0,24800.0] || -> . % 3.55/3.75 24808[13:Spt:24807.0,24782.0,24785.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24809[13:Spt:24807.0,24782.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24810[13:MRR:25.1,24809.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24811[13:MRR:24783.1,24810.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24812[13:MRR:57.0,24811.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24817[13:MRR:24784.0,24812.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24822[13:MRR:22.0,22.1,24817.0,24809.0] || -> . % 3.55/3.75 24824[12:Spt:24822.0,24774.0,24778.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 24825[12:Spt:24822.0,24774.1,24774.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 24826[13:Spt:24825.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24827[13:MRR:38.1,24826.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 24828[13:MRR:42.1,24826.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 24832[13:MRR:39.1,24826.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 24833[13:MRR:24777.1,24827.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.55/3.75 24834[13:MRR:24776.1,24828.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.75 24835[13:MRR:24775.1,24832.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 24836[14:Spt:24833.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 24837[14:MRR:193.1,24836.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24838[14:MRR:190.1,24836.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 24839[14:MRR:24834.0,24837.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 24841[14:MRR:29.0,24839.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24847[14:MRR:24835.0,24838.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24854[14:MRR:24841.0,24847.0] || -> . % 3.55/3.75 24855[14:Spt:24854.0,24833.0,24836.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24856[14:Spt:24854.0,24833.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 24857[14:MRR:25.1,24856.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 24858[14:MRR:24834.1,24857.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 24859[14:MRR:197.0,24858.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 24860[14:MRR:24835.0,24859.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 24862[14:MRR:22.0,22.1,24860.0,24856.0] || -> . % 3.55/3.75 24867[13:Spt:24862.0,24825.0,24826.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 24868[13:Spt:24862.0,24825.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 24869[13:MRR:14.1,24868.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 24870[13:MRR:24776.2,24869.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 24871[13:MRR:11.1,24868.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 24872[13:MRR:24775.2,24871.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 24873[13:MRR:10.1,24868.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 24874[13:MRR:24777.2,24873.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 24879[14:Spt:24870.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 24880[14:MRR:193.0,24879.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24881[14:MRR:197.0,24879.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 24882[14:MRR:24874.0,24880.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24883[14:MRR:50.1,24882.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 24888[14:MRR:24872.0,24881.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24893[14:MRR:24883.0,24888.0] || -> . % 3.55/3.75 24894[14:Spt:24893.0,24870.0,24879.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24895[14:Spt:24893.0,24870.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24896[14:MRR:53.0,24895.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24897[14:MRR:24874.1,24896.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 24898[14:MRR:190.1,24897.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 24899[14:MRR:24872.0,24898.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24903[14:MRR:57.0,57.1,24895.0,24899.0] || -> . % 3.55/3.75 24904[11:Spt:24903.0,24766.0,24767.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 24905[11:Spt:24903.0,24766.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 24906[11:MRR:20.1,24905.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 24907[11:MRR:17.1,24905.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 24908[11:MRR:16.1,24905.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 24912[11:MRR:9.0,24905.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 24913[11:MRR:24469.3,24912.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24914[11:MRR:24471.3,24907.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24915[11:MRR:24472.3,24906.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.55/3.75 24916[11:MRR:24470.3,24908.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 24917[12:Spt:24913.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 24918[12:MRR:179.1,24917.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 24919[12:MRR:182.1,24917.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 24920[12:MRR:178.1,24917.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 24921[12:MRR:24914.0,24918.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 24922[12:MRR:24915.0,24919.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.55/3.75 24923[12:MRR:24916.0,24920.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 24924[13:Spt:24921.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 24926[13:MRR:85.1,24924.0] || pigeon_7_in_hole_3* -> . % 3.55/3.75 24929[13:MRR:78.0,24924.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24930[13:MRR:24922.0,24926.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24931[13:MRR:53.0,24930.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24937[13:MRR:24923.0,24929.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24943[13:MRR:24931.0,24937.0] || -> . % 3.55/3.75 24944[13:Spt:24943.0,24921.0,24924.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 24945[13:Spt:24943.0,24921.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24946[13:MRR:57.1,24945.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24947[13:MRR:24922.1,24946.0] || -> pigeon_7_in_hole_3*. % 3.55/3.75 24951[13:MRR:81.0,24947.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 24952[13:MRR:24923.0,24951.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24954[13:MRR:50.0,50.1,24945.0,24952.0] || -> . % 3.55/3.75 24958[12:Spt:24954.0,24913.0,24917.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 24959[12:Spt:24954.0,24913.1,24913.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 24960[13:Spt:24959.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 24961[13:MRR:67.1,24960.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 24962[13:MRR:70.1,24960.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 24965[13:MRR:66.1,24960.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 24966[13:MRR:24914.1,24961.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 24967[13:MRR:24915.1,24962.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 24968[13:MRR:24916.1,24965.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 24969[14:Spt:24966.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 24970[14:MRR:197.1,24969.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 24971[14:MRR:190.0,24969.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24972[14:MRR:24967.0,24970.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 24978[14:MRR:53.0,24972.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 24979[14:MRR:24968.0,24971.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24985[14:MRR:24978.0,24979.0] || -> . % 3.55/3.75 24986[14:Spt:24985.0,24966.0,24969.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 24987[14:Spt:24985.0,24966.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 24988[14:MRR:57.1,24987.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 24989[14:MRR:24967.1,24988.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 24990[14:MRR:193.0,24989.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 24991[14:MRR:24968.0,24990.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 24995[14:MRR:50.0,50.1,24987.0,24991.0] || -> . % 3.55/3.75 24997[13:Spt:24995.0,24959.0,24960.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 24998[13:Spt:24995.0,24959.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 24999[13:MRR:42.1,24998.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 25000[13:MRR:24915.2,24999.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.55/3.75 25001[13:MRR:38.1,24998.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 25002[13:MRR:24916.2,25001.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.55/3.75 25003[13:MRR:39.1,24998.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 25004[13:MRR:24914.2,25003.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 25008[14:Spt:25000.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 25009[14:MRR:197.0,25008.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25010[14:MRR:193.0,25008.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 25011[14:MRR:25004.0,25009.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25012[14:MRR:78.0,25011.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25016[14:MRR:25002.0,25010.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25020[14:MRR:25012.0,25016.0] || -> . % 3.55/3.75 25021[14:Spt:25020.0,25000.0,25008.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 25022[14:Spt:25020.0,25000.1] || -> pigeon_7_in_hole_3*. % 3.55/3.75 25023[14:MRR:85.0,25022.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25024[14:MRR:25004.1,25023.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25025[14:MRR:190.0,25024.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 25026[14:MRR:25002.0,25025.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25029[14:MRR:81.0,81.1,25022.0,25026.0] || -> . % 3.55/3.75 25030[8:Spt:25029.0,24460.0,24461.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 25031[8:Spt:25029.0,24460.1,24460.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 25032[9:Spt:25031.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 25033[9:MRR:60.1,25032.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 25034[9:MRR:51.0,25032.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 25035[9:MRR:55.0,25032.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 25036[9:MRR:40.0,25032.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 25039[9:MRR:46.0,25032.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 25040[9:MRR:23267.3,25033.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.75 25041[9:MRR:23266.3,25034.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 25042[9:MRR:23265.3,25035.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 25043[9:MRR:23263.3,25036.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 25044[9:MRR:23264.3,25039.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 25045[10:Spt:25040.3] || -> pigeon_7_in_hole_1*. % 3.55/3.75 25046[10:MRR:20.0,25045.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.75 25047[10:MRR:14.0,25045.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 25048[10:MRR:25.0,25045.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 25052[10:MRR:29.0,25045.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 25053[10:MRR:25044.3,25046.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 25054[10:MRR:25043.3,25047.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 25055[10:MRR:25041.3,25048.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 25056[10:MRR:25042.3,25052.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 25057[11:Spt:25053.2] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25058[11:MRR:72.1,25057.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25062[11:MRR:73.1,25057.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25063[11:MRR:65.0,25057.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25064[11:MRR:25055.2,25058.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 25065[11:MRR:25056.2,25062.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 25066[11:MRR:25054.2,25063.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 25067[12:Spt:25064.1] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25069[12:MRR:122.0,25067.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25071[12:MRR:134.1,25067.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25073[12:MRR:25066.1,25069.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 25076[12:MRR:179.1,25073.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25078[12:MRR:25065.1,25071.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25082[12:MRR:25076.0,25078.0] || -> . % 3.55/3.75 25083[12:Spt:25082.0,25064.1,25067.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25084[12:Spt:25082.0,25064.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25085[12:MRR:178.0,25084.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25086[12:MRR:25066.0,25085.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25089[12:MRR:123.1,25086.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25091[12:MRR:25065.1,25089.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25093[12:MRR:190.0,190.1,25091.0,25084.0] || -> . % 3.55/3.75 25095[11:Spt:25093.0,25053.2,25057.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25096[11:Spt:25093.0,25053.0,25053.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.75 25097[12:Spt:25096.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25098[12:MRR:177.0,25097.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25099[12:MRR:185.1,25097.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25100[12:MRR:184.1,25097.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25102[12:MRR:25054.0,25098.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 25103[12:MRR:25056.0,25099.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 25104[12:MRR:25055.0,25100.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 25105[13:Spt:25102.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25106[13:MRR:122.1,25105.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25108[13:MRR:123.1,25105.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25111[13:MRR:25104.0,25106.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25112[13:MRR:78.1,25111.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25117[13:MRR:25103.0,25108.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25122[13:MRR:25112.0,25117.0] || -> . % 3.55/3.75 25123[13:Spt:25122.0,25102.0,25105.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25124[13:Spt:25122.0,25102.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25125[13:MRR:66.1,25124.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25126[13:MRR:25104.1,25125.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25128[13:MRR:134.1,25126.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25131[13:MRR:25103.0,25128.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25132[13:MRR:67.0,67.1,25131.0,25124.0] || -> . % 3.55/3.75 25136[12:Spt:25132.0,25096.0,25097.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25137[12:Spt:25132.0,25096.1] || -> pigeon_2_in_hole_5*. % 3.55/3.75 25138[12:MRR:121.0,25137.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25139[12:MRR:25054.1,25138.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.75 25140[12:MRR:128.1,25137.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25141[12:MRR:25055.1,25140.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.55/3.75 25143[12:MRR:129.1,25137.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25144[12:MRR:25056.1,25143.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 25146[13:Spt:25139.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 25147[13:MRR:178.1,25146.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 25148[13:MRR:179.1,25146.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25150[13:MRR:25141.0,25147.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25155[13:MRR:78.1,25150.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25156[13:MRR:25144.0,25148.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25161[13:MRR:25155.0,25156.0] || -> . % 3.55/3.75 25162[13:Spt:25161.0,25139.0,25146.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25163[13:Spt:25161.0,25139.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25164[13:MRR:66.1,25163.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25165[13:MRR:25141.1,25164.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25166[13:MRR:190.1,25165.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25168[13:MRR:25144.0,25166.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25172[13:MRR:67.0,67.1,25168.0,25163.0] || -> . % 3.55/3.75 25173[10:Spt:25172.0,25040.3,25045.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 25174[10:Spt:25172.0,25040.0,25040.1,25040.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.55/3.75 25175[11:Spt:25174.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 25176[11:MRR:182.0,25175.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25177[11:MRR:193.0,25175.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25178[11:MRR:197.0,25175.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25179[11:MRR:188.0,25175.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25180[11:MRR:25043.0,25176.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 25181[11:MRR:25041.0,25177.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 25182[11:MRR:25042.0,25178.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 25183[11:MRR:25044.0,25179.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 25184[12:Spt:25180.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25185[12:MRR:121.1,25184.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 25187[12:MRR:123.1,25184.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25189[12:MRR:122.1,25184.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 25190[12:MRR:25183.0,25185.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 25191[12:MRR:25182.0,25187.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 25192[12:MRR:25181.0,25189.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 25193[13:Spt:25190.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25195[13:MRR:73.1,25193.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25199[13:MRR:72.1,25193.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25200[13:MRR:25191.0,25195.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25203[13:MRR:22.0,25200.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 25207[13:MRR:25192.0,25199.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 25213[13:MRR:25203.0,25207.0] || -> . % 3.55/3.75 25214[13:Spt:25213.0,25190.0,25193.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25215[13:Spt:25213.0,25190.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25216[13:MRR:17.1,25215.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25217[13:MRR:25191.1,25216.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25219[13:MRR:78.0,25217.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25223[13:MRR:25192.0,25219.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 25228[13:MRR:16.0,16.1,25223.0,25215.0] || -> . % 3.55/3.75 25229[12:Spt:25228.0,25180.0,25184.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25230[12:Spt:25228.0,25180.1,25180.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 25231[13:Spt:25230.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25232[13:MRR:65.1,25231.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25233[13:MRR:67.1,25231.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25234[13:MRR:66.1,25231.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25238[13:MRR:25183.1,25232.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.75 25239[13:MRR:25182.1,25233.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 25240[13:MRR:25181.1,25234.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 25241[14:Spt:25238.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 25242[14:MRR:128.1,25241.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25244[14:MRR:129.1,25241.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25246[14:MRR:25240.0,25242.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 25247[14:MRR:22.1,25246.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25253[14:MRR:25239.0,25244.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25259[14:MRR:25247.0,25253.0] || -> . % 3.55/3.75 25260[14:Spt:25259.0,25238.0,25241.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25261[14:Spt:25259.0,25238.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25262[14:MRR:16.1,25261.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 25263[14:MRR:25240.1,25262.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25265[14:MRR:134.1,25263.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25267[14:MRR:25239.0,25265.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25272[14:MRR:17.0,17.1,25267.0,25261.0] || -> . % 3.55/3.75 25273[13:Spt:25272.0,25230.0,25231.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25274[13:Spt:25272.0,25230.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25275[13:MRR:10.1,25274.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 25276[13:MRR:25181.2,25275.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 25277[13:MRR:11.1,25274.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25278[13:MRR:25182.2,25277.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 25282[13:MRR:9.1,25274.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 25283[13:MRR:25183.2,25282.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 25284[14:Spt:25276.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25285[14:MRR:128.0,25284.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25287[14:MRR:134.1,25284.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25289[14:MRR:25283.0,25285.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25294[14:MRR:73.1,25289.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25295[14:MRR:25278.0,25287.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25300[14:MRR:25294.0,25295.0] || -> . % 3.55/3.75 25301[14:Spt:25300.0,25276.0,25284.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25302[14:Spt:25300.0,25276.1] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25303[14:MRR:72.0,25302.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25304[14:MRR:25283.1,25303.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 25306[14:MRR:129.1,25304.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25308[14:MRR:25278.0,25306.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25309[14:MRR:78.0,78.1,25308.0,25302.0] || -> . % 3.55/3.75 25313[11:Spt:25309.0,25174.0,25175.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 25314[11:Spt:25309.0,25174.1,25174.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.55/3.75 25315[12:Spt:25314.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 25316[12:MRR:137.0,25315.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 25317[12:MRR:132.0,25315.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 25319[12:MRR:141.0,25315.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25320[12:MRR:126.0,25315.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25321[12:MRR:25041.1,25316.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 25322[12:MRR:25044.1,25317.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 25323[12:MRR:25042.1,25319.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 25324[12:MRR:25043.1,25320.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 25325[13:Spt:25321.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25326[13:MRR:178.0,25325.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25327[13:MRR:190.1,25325.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25328[13:MRR:184.0,25325.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25329[13:MRR:25324.0,25326.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.75 25330[13:MRR:25323.0,25327.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 25331[13:MRR:25322.0,25328.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.75 25332[14:Spt:25329.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25337[14:MRR:67.1,25332.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25338[14:MRR:65.1,25332.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25339[14:MRR:25330.0,25337.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25345[14:MRR:17.0,25339.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 25346[14:MRR:25331.0,25338.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25352[14:MRR:25345.0,25346.0] || -> . % 3.55/3.75 25353[14:Spt:25352.0,25329.0,25332.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25354[14:Spt:25352.0,25329.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25355[14:MRR:11.1,25354.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25356[14:MRR:25330.1,25355.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25361[14:MRR:73.0,25356.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25362[14:MRR:25331.0,25361.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25363[14:MRR:9.0,9.1,25362.0,25354.0] || -> . % 3.55/3.75 25368[13:Spt:25363.0,25321.0,25325.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25369[13:Spt:25363.0,25321.1,25321.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.75 25370[14:Spt:25369.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25371[14:MRR:66.0,25370.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25372[14:MRR:78.1,25370.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25376[14:MRR:72.0,25370.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25377[14:MRR:25324.1,25371.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 25378[14:MRR:25323.1,25372.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 25379[14:MRR:25322.1,25376.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.55/3.75 25380[15:Spt:25377.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 25381[15:MRR:179.1,25380.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25382[15:MRR:177.1,25380.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25383[15:MRR:25378.0,25381.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25385[15:MRR:17.0,25383.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 25390[15:MRR:25379.0,25382.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25396[15:MRR:25385.0,25390.0] || -> . % 3.55/3.75 25397[15:Spt:25396.0,25377.0,25380.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25398[15:Spt:25396.0,25377.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25399[15:MRR:11.1,25398.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25400[15:MRR:25378.1,25399.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25401[15:MRR:185.0,25400.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25402[15:MRR:25379.0,25401.0] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25407[15:MRR:9.0,9.1,25402.0,25398.0] || -> . % 3.55/3.75 25408[14:Spt:25407.0,25369.0,25370.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25409[14:Spt:25407.0,25369.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 25410[14:MRR:22.1,25409.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 25411[14:MRR:25323.2,25410.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 25412[14:MRR:16.0,25409.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 25413[14:MRR:25322.2,25412.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.55/3.75 25414[14:MRR:10.0,25409.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 25415[14:MRR:25324.2,25414.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.75 25419[15:Spt:25411.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25420[15:MRR:179.0,25419.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25421[15:MRR:185.0,25419.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25422[15:MRR:25415.0,25420.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25423[15:MRR:65.1,25422.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25428[15:MRR:25413.0,25421.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25433[15:MRR:25423.0,25428.0] || -> . % 3.55/3.75 25434[15:Spt:25433.0,25411.0,25419.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25435[15:Spt:25433.0,25411.1] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25436[15:MRR:67.0,25435.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25437[15:MRR:25415.1,25436.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 25438[15:MRR:177.1,25437.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25439[15:MRR:25413.0,25438.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25443[15:MRR:73.0,73.1,25435.0,25439.0] || -> . % 3.55/3.75 25444[12:Spt:25443.0,25314.0,25315.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 25445[12:Spt:25443.0,25314.1] || -> pigeon_7_in_hole_3*. % 3.55/3.75 25446[12:MRR:70.0,25445.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25447[12:MRR:76.0,25445.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25448[12:MRR:85.0,25445.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25451[12:MRR:81.0,25445.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25452[12:MRR:25041.2,25451.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 25453[12:MRR:25044.2,25447.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.75 25454[12:MRR:25042.2,25448.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 25455[12:MRR:25043.2,25446.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 25456[13:Spt:25452.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25457[13:MRR:184.0,25456.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25458[13:MRR:190.1,25456.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25459[13:MRR:178.0,25456.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25460[13:MRR:25453.0,25457.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.55/3.75 25461[13:MRR:25454.0,25458.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 25462[13:MRR:25455.0,25459.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 25463[14:Spt:25460.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 25465[14:MRR:129.1,25463.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25467[14:MRR:121.0,25463.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25468[14:MRR:25461.0,25465.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25470[14:MRR:11.0,25468.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 25475[14:MRR:25462.0,25467.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25481[14:MRR:25470.0,25475.0] || -> . % 3.55/3.75 25482[14:Spt:25481.0,25460.0,25463.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25483[14:Spt:25481.0,25460.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25484[14:MRR:17.1,25483.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25485[14:MRR:25461.1,25484.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 25488[14:MRR:123.0,25485.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25489[14:MRR:25462.0,25488.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25494[14:MRR:9.0,9.1,25483.0,25489.0] || -> . % 3.55/3.75 25495[13:Spt:25494.0,25452.0,25456.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25496[13:Spt:25494.0,25452.1,25452.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 25497[14:Spt:25496.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25498[14:MRR:128.0,25497.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 25499[14:MRR:134.1,25497.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25501[14:MRR:122.0,25497.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25502[14:MRR:25453.1,25498.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.55/3.75 25503[14:MRR:25454.1,25499.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 25504[14:MRR:25455.1,25501.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 25505[15:Spt:25502.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25506[15:MRR:185.1,25505.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25507[15:MRR:177.0,25505.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25508[15:MRR:25503.0,25506.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 25513[15:MRR:11.0,25508.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 25515[15:MRR:25504.0,25507.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25521[15:MRR:25513.0,25515.0] || -> . % 3.55/3.75 25522[15:Spt:25521.0,25502.0,25505.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25523[15:Spt:25521.0,25502.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 25524[15:MRR:17.1,25523.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 25525[15:MRR:25503.1,25524.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25526[15:MRR:179.0,25525.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25527[15:MRR:25504.0,25526.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 25528[15:MRR:9.0,9.1,25523.0,25527.0] || -> . % 3.55/3.75 25533[14:Spt:25528.0,25496.0,25497.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 25534[14:Spt:25528.0,25496.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 25535[14:MRR:22.1,25534.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 25536[14:MRR:25454.2,25535.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 25537[14:MRR:10.0,25534.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 25538[14:MRR:25455.2,25537.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 25539[14:MRR:16.0,25534.0] || pigeon_2_in_hole_1* -> . % 3.55/3.75 25540[14:MRR:25453.2,25539.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.75 25544[15:Spt:25536.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25545[15:MRR:185.0,25544.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25546[15:MRR:179.0,25544.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25547[15:MRR:25540.0,25545.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 25548[15:MRR:121.0,25547.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25551[15:MRR:25538.0,25546.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25554[15:MRR:25548.0,25551.0] || -> . % 3.55/3.75 25555[15:Spt:25554.0,25536.0,25544.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25556[15:Spt:25554.0,25536.1] || -> pigeon_4_in_hole_5*. % 3.55/3.75 25557[15:MRR:129.0,25556.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25558[15:MRR:25540.1,25557.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25559[15:MRR:177.0,25558.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25560[15:MRR:25538.0,25559.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25562[15:MRR:123.0,123.1,25556.0,25560.0] || -> . % 3.55/3.75 25563[9:Spt:25562.0,25031.0,25032.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 25564[9:Spt:25562.0,25031.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 25565[9:MRR:27.0,25564.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 25566[9:MRR:12.0,25564.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 25567[9:MRR:18.0,25564.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.75 25570[9:MRR:23.0,25564.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 25571[9:MRR:32.1,25564.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 25572[9:MRR:23267.4,25571.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.55/3.75 25573[9:MRR:23266.4,25570.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 25574[9:MRR:23265.4,25565.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 25575[9:MRR:23263.4,25566.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 25576[9:MRR:23264.4,25567.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 25577[10:Spt:25572.2] || -> pigeon_7_in_hole_3*. % 3.55/3.75 25578[10:MRR:70.0,25577.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25579[10:MRR:76.0,25577.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25580[10:MRR:85.0,25577.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25583[10:MRR:81.0,25577.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25584[10:MRR:25575.2,25578.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 25585[10:MRR:25576.2,25579.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.75 25586[10:MRR:25574.2,25580.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 25587[10:MRR:25573.2,25583.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 25588[11:Spt:25584.2] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25590[11:MRR:38.1,25588.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 25591[11:MRR:39.1,25588.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 25594[11:MRR:37.1,25588.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 25595[11:MRR:25587.2,25590.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 25596[11:MRR:25586.2,25591.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 25597[11:MRR:25585.2,25594.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.75 25598[12:Spt:25595.1] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25601[12:MRR:134.1,25598.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25602[12:MRR:128.0,25598.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25604[12:MRR:25596.1,25601.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25606[12:MRR:185.0,25604.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25609[12:MRR:25597.1,25602.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25613[12:MRR:25606.0,25609.0] || -> . % 3.55/3.75 25614[12:Spt:25613.0,25595.1,25598.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25615[12:Spt:25613.0,25595.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25616[12:MRR:190.1,25615.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25617[12:MRR:25596.0,25616.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 25620[12:MRR:129.0,25617.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25622[12:MRR:25597.1,25620.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25624[12:MRR:184.0,184.1,25615.0,25622.0] || -> . % 3.55/3.75 25626[11:Spt:25624.0,25584.2,25588.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 25627[11:Spt:25624.0,25584.0,25584.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 25628[12:Spt:25627.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 25629[12:MRR:179.1,25628.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25630[12:MRR:177.1,25628.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25631[12:MRR:178.1,25628.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25633[12:MRR:25586.0,25629.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 25634[12:MRR:25585.0,25630.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.75 25635[12:MRR:25587.0,25631.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 25636[13:Spt:25633.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 25637[13:MRR:134.0,25636.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25639[13:MRR:129.0,25636.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25642[13:MRR:25635.0,25637.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25647[13:MRR:44.0,25642.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25648[13:MRR:25634.0,25639.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25653[13:MRR:25647.0,25648.0] || -> . % 3.55/3.75 25654[13:Spt:25653.0,25633.0,25636.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25655[13:Spt:25653.0,25633.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 25656[13:MRR:50.0,25655.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 25657[13:MRR:25635.1,25656.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25659[13:MRR:128.0,25657.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25662[13:MRR:25634.0,25659.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25665[13:MRR:45.0,45.1,25655.0,25662.0] || -> . % 3.55/3.75 25667[12:Spt:25665.0,25627.0,25628.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25668[12:Spt:25665.0,25627.1] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25669[12:MRR:123.1,25668.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25670[12:MRR:25586.1,25669.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 25671[12:MRR:122.1,25668.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25672[12:MRR:25587.1,25671.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 25674[12:MRR:121.1,25668.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25675[12:MRR:25585.1,25674.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.55/3.75 25677[13:Spt:25670.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25678[13:MRR:190.0,25677.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 25680[13:MRR:185.0,25677.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25681[13:MRR:25672.0,25678.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25683[13:MRR:44.0,25681.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25687[13:MRR:25675.0,25680.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25692[13:MRR:25683.0,25687.0] || -> . % 3.55/3.75 25693[13:Spt:25692.0,25670.0,25677.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25694[13:Spt:25692.0,25670.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 25695[13:MRR:50.0,25694.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 25696[13:MRR:25672.1,25695.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25697[13:MRR:184.0,25696.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25699[13:MRR:25675.0,25697.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25701[13:MRR:45.0,45.1,25694.0,25699.0] || -> . % 3.55/3.75 25704[10:Spt:25701.0,25572.2,25577.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 25705[10:Spt:25701.0,25572.0,25572.1,25572.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 25706[11:Spt:25705.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 25707[11:MRR:197.0,25706.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25708[11:MRR:193.0,25706.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25709[11:MRR:188.0,25706.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25710[11:MRR:182.0,25706.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25711[11:MRR:25574.0,25707.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 25712[11:MRR:25573.0,25708.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 25713[11:MRR:25576.0,25709.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 25714[11:MRR:25575.0,25710.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 25715[12:Spt:25711.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 25716[12:MRR:123.0,25715.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25718[12:MRR:129.0,25715.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 25720[12:MRR:134.0,25715.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 25721[12:MRR:25714.0,25716.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 25722[12:MRR:25713.0,25718.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 25723[12:MRR:25712.0,25720.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 25724[13:Spt:25721.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25728[13:MRR:65.1,25724.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25729[13:MRR:66.1,25724.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25730[13:MRR:25722.0,25728.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25731[13:MRR:44.1,25730.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 25737[13:MRR:25723.0,25729.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25743[13:MRR:25731.0,25737.0] || -> . % 3.55/3.75 25744[13:Spt:25743.0,25721.0,25724.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25745[13:Spt:25743.0,25721.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25746[13:MRR:37.1,25745.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25747[13:MRR:25722.1,25746.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25751[13:MRR:72.1,25747.0] || pigeon_3_in_hole_3* -> . % 3.55/3.75 25752[13:MRR:25723.0,25751.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25753[13:MRR:38.0,38.1,25752.0,25745.0] || -> . % 3.55/3.75 25758[12:Spt:25753.0,25711.0,25715.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25759[12:Spt:25753.0,25711.1,25711.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 25760[13:Spt:25759.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25761[13:MRR:67.0,25760.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25762[13:MRR:73.0,25760.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25765[13:MRR:78.0,25760.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25766[13:MRR:25714.1,25761.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 25767[13:MRR:25713.1,25762.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.55/3.75 25768[13:MRR:25712.1,25765.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 25769[14:Spt:25766.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25770[14:MRR:122.1,25769.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25772[14:MRR:121.1,25769.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25774[14:MRR:25768.0,25770.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25775[14:MRR:44.0,25774.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25781[14:MRR:25767.0,25772.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25787[14:MRR:25775.0,25781.0] || -> . % 3.55/3.75 25788[14:Spt:25787.0,25766.0,25769.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25789[14:Spt:25787.0,25766.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25790[14:MRR:38.1,25789.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 25791[14:MRR:25768.1,25790.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25793[14:MRR:128.0,25791.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25795[14:MRR:25767.0,25793.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25800[14:MRR:37.0,37.1,25795.0,25789.0] || -> . % 3.55/3.75 25801[13:Spt:25800.0,25759.0,25760.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25802[13:Spt:25800.0,25759.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 25803[13:MRR:50.0,25802.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 25804[13:MRR:25712.2,25803.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 25805[13:MRR:45.0,25802.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25806[13:MRR:25713.2,25805.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 25807[13:MRR:39.0,25802.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 25808[13:MRR:25714.2,25807.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 25812[14:Spt:25804.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 25813[14:MRR:122.0,25812.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 25815[14:MRR:128.0,25812.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25817[14:MRR:25808.0,25813.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25819[14:MRR:65.1,25817.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25822[14:MRR:25806.0,25815.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25826[14:MRR:25819.0,25822.0] || -> . % 3.55/3.75 25827[14:Spt:25826.0,25804.0,25812.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 25828[14:Spt:25826.0,25804.1] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25829[14:MRR:66.0,25828.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25830[14:MRR:25808.1,25829.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25832[14:MRR:121.1,25830.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25834[14:MRR:25806.0,25832.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25837[14:MRR:72.0,72.1,25828.0,25834.0] || -> . % 3.55/3.75 25838[11:Spt:25837.0,25705.0,25706.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 25839[11:Spt:25837.0,25705.1,25705.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 25840[12:Spt:25839.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 25841[12:MRR:137.0,25840.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 25842[12:MRR:126.0,25840.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 25844[12:MRR:132.0,25840.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 25845[12:MRR:141.0,25840.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 25846[12:MRR:25573.1,25841.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 25847[12:MRR:25575.1,25842.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 25848[12:MRR:25576.1,25844.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 25849[12:MRR:25574.1,25845.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 25850[13:Spt:25846.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25851[13:MRR:190.1,25850.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25852[13:MRR:184.0,25850.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25853[13:MRR:178.0,25850.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25854[13:MRR:25849.0,25851.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.55/3.75 25855[13:MRR:25848.0,25852.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.55/3.75 25856[13:MRR:25847.0,25853.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.55/3.75 25857[14:Spt:25854.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25861[14:MRR:73.0,25857.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 25862[14:MRR:67.0,25857.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25863[14:MRR:25855.0,25861.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25869[14:MRR:37.0,25863.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 25870[14:MRR:25856.0,25862.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25876[14:MRR:25869.0,25870.0] || -> . % 3.55/3.75 25877[14:Spt:25876.0,25854.0,25857.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25878[14:Spt:25876.0,25854.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 25879[14:MRR:45.0,25878.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25880[14:MRR:25855.1,25879.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25884[14:MRR:65.0,25880.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25885[14:MRR:25856.0,25884.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25889[14:MRR:39.0,39.1,25878.0,25885.0] || -> . % 3.55/3.75 25891[13:Spt:25889.0,25846.0,25850.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 25892[13:Spt:25889.0,25846.1,25846.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.55/3.75 25893[14:Spt:25892.0] || -> pigeon_3_in_hole_3*. % 3.55/3.75 25894[14:MRR:78.1,25893.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 25895[14:MRR:72.0,25893.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 25896[14:MRR:66.0,25893.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 25899[14:MRR:25849.1,25894.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 25900[14:MRR:25848.1,25895.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.55/3.75 25901[14:MRR:25847.1,25896.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.55/3.75 25902[15:Spt:25899.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25903[15:MRR:185.0,25902.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25904[15:MRR:179.0,25902.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25905[15:MRR:25900.0,25903.0] || -> pigeon_2_in_hole_2*. % 3.55/3.75 25907[15:MRR:37.0,25905.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 25912[15:MRR:25901.0,25904.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25918[15:MRR:25907.0,25912.0] || -> . % 3.55/3.75 25919[15:Spt:25918.0,25899.0,25902.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25920[15:Spt:25918.0,25899.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 25921[15:MRR:45.0,25920.0] || pigeon_2_in_hole_2* -> . % 3.55/3.75 25922[15:MRR:25900.1,25921.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25923[15:MRR:177.0,25922.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25924[15:MRR:25901.0,25923.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 25926[15:MRR:39.0,39.1,25920.0,25924.0] || -> . % 3.55/3.75 25930[14:Spt:25926.0,25892.0,25893.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 25931[14:Spt:25926.0,25892.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 25932[14:MRR:44.0,25931.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 25933[14:MRR:25848.2,25932.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.55/3.75 25934[14:MRR:38.0,25931.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 25935[14:MRR:25847.2,25934.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.75 25936[14:MRR:50.1,25931.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 25937[14:MRR:25849.2,25936.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 25941[15:Spt:25933.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 25942[15:MRR:185.1,25941.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 25943[15:MRR:177.0,25941.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25944[15:MRR:25937.0,25942.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25945[15:MRR:67.0,25944.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 25949[15:MRR:25935.0,25943.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25953[15:MRR:25945.0,25949.0] || -> . % 3.55/3.75 25954[15:Spt:25953.0,25933.0,25941.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 25955[15:Spt:25953.0,25933.1] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25956[15:MRR:73.1,25955.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25957[15:MRR:25937.1,25956.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 25958[15:MRR:179.0,25957.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 25959[15:MRR:25935.0,25958.0] || -> pigeon_1_in_hole_3*. % 3.55/3.75 25962[15:MRR:65.0,65.1,25955.0,25959.0] || -> . % 3.55/3.75 25963[12:Spt:25962.0,25839.0,25840.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 25964[12:Spt:25962.0,25839.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 25965[12:MRR:48.0,25964.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 25966[12:MRR:42.0,25964.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 25967[12:MRR:57.0,25964.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 25970[12:MRR:53.0,25964.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 25971[12:MRR:25573.3,25970.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 25972[12:MRR:25575.3,25966.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 25973[12:MRR:25576.3,25965.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 25974[12:MRR:25574.3,25967.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 25975[13:Spt:25971.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 25976[13:MRR:178.0,25975.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 25977[13:MRR:184.0,25975.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 25978[13:MRR:190.1,25975.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 25979[13:MRR:25972.0,25976.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.75 25980[13:MRR:25973.0,25977.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.75 25981[13:MRR:25974.0,25978.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.55/3.75 25982[14:Spt:25979.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 25984[14:MRR:121.1,25982.0] || pigeon_2_in_hole_5* -> . % 3.55/3.75 25986[14:MRR:123.1,25982.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 25987[14:MRR:25980.0,25984.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 25988[14:MRR:73.1,25987.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 25993[14:MRR:25981.0,25986.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 25998[14:MRR:25988.0,25993.0] || -> . % 3.55/3.75 25999[14:Spt:25998.0,25979.0,25982.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26000[14:Spt:25998.0,25979.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 26001[14:MRR:65.1,26000.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 26002[14:MRR:25980.1,26001.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 26005[14:MRR:129.1,26002.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26006[14:MRR:25981.0,26005.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 26008[14:MRR:67.0,67.1,26006.0,26000.0] || -> . % 3.55/3.75 26011[13:Spt:26008.0,25971.0,25975.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26012[13:Spt:26008.0,25971.1,25971.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.75 26013[14:Spt:26012.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26014[14:MRR:122.0,26013.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26015[14:MRR:128.0,26013.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 26017[14:MRR:134.1,26013.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26018[14:MRR:25972.1,26014.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.75 26019[14:MRR:25973.1,26015.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.55/3.75 26020[14:MRR:25974.1,26017.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.55/3.75 26021[15:Spt:26018.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26022[15:MRR:177.1,26021.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 26023[15:MRR:179.1,26021.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26024[15:MRR:26019.0,26022.0] || -> pigeon_2_in_hole_3*. % 3.55/3.75 26029[15:MRR:73.1,26024.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 26030[15:MRR:26020.0,26023.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 26035[15:MRR:26029.0,26030.0] || -> . % 3.55/3.75 26036[15:Spt:26035.0,26018.0,26021.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26037[15:Spt:26035.0,26018.1] || -> pigeon_1_in_hole_3*. % 3.55/3.75 26038[15:MRR:65.1,26037.0] || pigeon_2_in_hole_3* -> . % 3.55/3.75 26039[15:MRR:26019.1,26038.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 26040[15:MRR:185.1,26039.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26041[15:MRR:26020.0,26040.0] || -> pigeon_4_in_hole_3*. % 3.55/3.75 26044[15:MRR:67.0,67.1,26041.0,26037.0] || -> . % 3.55/3.75 26046[14:Spt:26044.0,26012.0,26013.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26047[14:Spt:26044.0,26012.1] || -> pigeon_3_in_hole_3*. % 3.55/3.75 26048[14:MRR:72.0,26047.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 26049[14:MRR:25973.2,26048.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.75 26050[14:MRR:78.1,26047.0] || pigeon_4_in_hole_3* -> . % 3.55/3.75 26051[14:MRR:25974.2,26050.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 26052[14:MRR:66.0,26047.0] || pigeon_1_in_hole_3* -> . % 3.55/3.75 26053[14:MRR:25972.2,26052.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 26056[15:Spt:26049.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 26057[15:MRR:177.0,26056.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26058[15:MRR:185.1,26056.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26059[15:MRR:26053.0,26057.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26060[15:MRR:123.1,26059.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26063[15:MRR:26051.0,26058.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26066[15:MRR:26060.0,26063.0] || -> . % 3.55/3.75 26067[15:Spt:26066.0,26049.0,26056.0] || pigeon_2_in_hole_7* -> . % 3.55/3.75 26068[15:Spt:26066.0,26049.1] || -> pigeon_2_in_hole_5*. % 3.55/3.75 26069[15:MRR:121.0,26068.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26070[15:MRR:26053.1,26069.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26071[15:MRR:179.1,26070.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26072[15:MRR:26051.0,26071.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26074[15:MRR:129.0,129.1,26072.0,26068.0] || -> . % 3.55/3.75 26075[5:Spt:26074.0,23253.0,23254.0] || pigeon_6_in_hole_4*+ -> . % 3.55/3.75 26076[5:Spt:26074.0,23253.1,23253.2,23253.3] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.55/3.75 26077[6:Spt:26076.0] || -> pigeon_6_in_hole_3*. % 3.55/3.75 26078[6:MRR:75.0,26077.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.75 26079[6:MRR:84.0,26077.0] || pigeon_4_in_hole_3*+ -> . % 3.55/3.75 26080[6:MRR:69.0,26077.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.75 26081[6:MRR:80.0,26077.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.75 26083[6:MRR:90.1,26077.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.75 26084[6:MRR:87.0,26077.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.75 26085[6:MRR:17313.3,26078.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.55/3.75 26086[6:MRR:17316.3,26079.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26087[6:MRR:17315.3,26080.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26088[6:MRR:17317.3,26081.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26089[6:MRR:17318.3,26083.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 26090[6:MRR:17314.3,26084.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 26091[7:Spt:26085.3] || -> pigeon_2_in_hole_2*. % 3.55/3.75 26092[7:MRR:48.1,26091.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 26093[7:MRR:44.1,26091.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 26094[7:MRR:45.1,26091.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 26097[7:MRR:37.0,26091.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 26098[7:MRR:46.1,26091.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 26099[7:MRR:26089.3,26092.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 26100[7:MRR:26088.3,26093.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26101[7:MRR:26086.3,26094.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 26102[7:MRR:26087.3,26097.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26103[7:MRR:26090.3,26098.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 26104[8:Spt:26099.3] || -> pigeon_7_in_hole_1*. % 3.55/3.75 26105[8:MRR:29.0,26104.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 26108[8:MRR:32.0,26104.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 26109[8:MRR:25.0,26104.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 26110[8:MRR:14.0,26104.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 26112[8:MRR:26101.3,26105.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 26113[8:MRR:26103.3,26108.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.75 26114[8:MRR:26100.3,26109.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 26115[8:MRR:26102.3,26110.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 26116[9:Spt:26112.1] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26117[9:MRR:123.0,26116.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26120[9:MRR:134.0,26116.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26122[9:MRR:139.1,26116.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 26123[9:MRR:26115.1,26117.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.75 26124[9:MRR:26114.1,26120.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.55/3.75 26125[9:MRR:26113.1,26122.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 26126[10:Spt:26123.1] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26127[10:MRR:96.1,26126.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26131[10:MRR:94.1,26126.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26133[10:MRR:26125.1,26127.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26137[10:MRR:191.0,26133.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 26139[10:MRR:26124.1,26131.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 26144[10:MRR:26137.0,26139.0] || -> . % 3.55/3.75 26145[10:Spt:26144.0,26123.1,26126.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26146[10:Spt:26144.0,26123.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26147[10:MRR:180.1,26146.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26148[10:MRR:26125.0,26147.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26152[10:MRR:107.0,26148.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26154[10:MRR:26124.1,26152.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 26156[10:MRR:178.0,178.1,26154.0,26146.0] || -> . % 3.55/3.75 26159[9:Spt:26156.0,26112.1,26116.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26160[9:Spt:26156.0,26112.0,26112.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 26161[10:Spt:26160.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 26162[10:MRR:195.1,26161.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 26163[10:MRR:190.0,26161.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26165[10:MRR:179.0,26161.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 26167[10:MRR:26113.0,26162.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.75 26168[10:MRR:26114.0,26163.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 26169[10:MRR:26115.0,26165.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 26170[11:Spt:26167.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26171[11:MRR:124.0,26170.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26174[11:MRR:135.0,26170.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 26176[11:MRR:26169.0,26171.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26178[11:MRR:94.1,26176.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26183[11:MRR:26168.0,26174.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26189[11:MRR:26178.0,26183.0] || -> . % 3.55/3.75 26190[11:Spt:26189.0,26167.0,26170.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 26191[11:Spt:26189.0,26167.1] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26192[11:MRR:96.0,26191.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26193[11:MRR:26169.1,26192.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26196[11:MRR:122.1,26193.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 26198[11:MRR:26168.0,26196.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26203[11:MRR:107.0,107.1,26191.0,26198.0] || -> . % 3.55/3.75 26204[10:Spt:26203.0,26160.0,26161.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 26205[10:Spt:26203.0,26160.1] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26206[10:MRR:95.0,26205.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26207[10:MRR:26115.2,26206.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 26208[10:MRR:106.0,26205.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26209[10:MRR:26114.2,26208.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 26211[10:MRR:111.1,26205.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26212[10:MRR:26113.2,26211.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 26215[11:Spt:26207.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26216[11:MRR:180.1,26215.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26217[11:MRR:178.1,26215.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 26220[11:MRR:26212.0,26216.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26222[11:MRR:135.0,26220.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 26226[11:MRR:26209.0,26217.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26231[11:MRR:26222.0,26226.0] || -> . % 3.55/3.75 26232[11:Spt:26231.0,26207.0,26215.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26233[11:Spt:26231.0,26207.1] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26234[11:MRR:124.1,26233.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 26235[11:MRR:26212.1,26234.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26237[11:MRR:191.0,26235.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 26239[11:MRR:26209.0,26237.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26243[11:MRR:122.0,122.1,26239.0,26233.0] || -> . % 3.55/3.75 26244[8:Spt:26243.0,26099.3,26104.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 26245[8:Spt:26243.0,26099.0,26099.1,26099.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.75 26246[9:Spt:26245.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 26247[9:MRR:182.0,26246.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 26248[9:MRR:200.0,26246.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 26249[9:MRR:193.0,26246.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26251[9:MRR:197.0,26246.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 26252[9:MRR:26102.0,26247.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26253[9:MRR:26103.0,26248.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 26254[9:MRR:26100.0,26249.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26255[9:MRR:26101.0,26251.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 26256[10:Spt:26252.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26257[10:MRR:124.1,26256.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 26258[10:MRR:122.1,26256.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26262[10:MRR:123.1,26256.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26263[10:MRR:26253.0,26257.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 26264[10:MRR:26254.0,26258.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26265[10:MRR:26255.0,26262.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 26266[11:Spt:26263.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26268[11:MRR:107.0,26266.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26270[11:MRR:111.0,26266.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26273[11:MRR:26264.0,26268.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26274[11:MRR:22.1,26273.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26280[11:MRR:26265.0,26270.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26286[11:MRR:26274.0,26280.0] || -> . % 3.55/3.75 26287[11:Spt:26286.0,26263.0,26266.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26288[11:Spt:26286.0,26263.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26289[11:MRR:23.0,26288.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 26290[11:MRR:26264.1,26289.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26292[11:MRR:106.1,26290.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26296[11:MRR:26265.0,26292.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26301[11:MRR:27.0,27.1,26288.0,26296.0] || -> . % 3.55/3.75 26302[10:Spt:26301.0,26252.0,26256.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26303[10:Spt:26301.0,26252.1,26252.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26304[11:Spt:26303.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26305[11:MRR:96.1,26304.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 26306[11:MRR:94.1,26304.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26307[11:MRR:95.1,26304.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26311[11:MRR:26253.1,26305.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 26312[11:MRR:26254.1,26306.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 26313[11:MRR:26255.1,26307.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 26314[12:Spt:26311.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26317[12:MRR:135.0,26314.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 26319[12:MRR:139.0,26314.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26320[12:MRR:26312.0,26317.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26326[12:MRR:22.1,26320.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26327[12:MRR:26313.0,26319.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26333[12:MRR:26326.0,26327.0] || -> . % 3.55/3.75 26334[12:Spt:26333.0,26311.0,26314.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 26335[12:Spt:26333.0,26311.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26336[12:MRR:23.0,26335.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 26337[12:MRR:26312.1,26336.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26341[12:MRR:134.1,26337.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26342[12:MRR:26313.0,26341.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26343[12:MRR:27.0,27.1,26335.0,26342.0] || -> . % 3.55/3.75 26348[11:Spt:26343.0,26303.0,26304.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26349[11:Spt:26343.0,26303.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26350[11:MRR:10.1,26349.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 26351[11:MRR:26254.2,26350.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 26352[11:MRR:11.1,26349.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26353[11:MRR:26255.2,26352.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 26354[11:MRR:12.1,26349.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 26355[11:MRR:26253.2,26354.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.75 26359[12:Spt:26351.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26360[12:MRR:135.1,26359.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 26361[12:MRR:134.1,26359.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26365[12:MRR:26355.0,26360.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26368[12:MRR:111.0,26365.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26371[12:MRR:26353.0,26361.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26376[12:MRR:26368.0,26371.0] || -> . % 3.55/3.75 26377[12:Spt:26376.0,26351.0,26359.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 26378[12:Spt:26376.0,26351.1] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26379[12:MRR:107.1,26378.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26380[12:MRR:26355.1,26379.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26381[12:MRR:139.0,26380.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26385[12:MRR:26353.0,26381.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26389[12:MRR:106.0,106.1,26385.0,26378.0] || -> . % 3.55/3.75 26390[9:Spt:26389.0,26245.0,26246.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 26391[9:Spt:26389.0,26245.1,26245.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.75 26392[10:Spt:26391.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 26393[10:MRR:137.0,26392.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26394[10:MRR:144.0,26392.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 26395[10:MRR:141.0,26392.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26398[10:MRR:126.0,26392.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26399[10:MRR:26100.1,26393.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26400[10:MRR:26103.1,26394.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 26401[10:MRR:26101.1,26395.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 26402[10:MRR:26102.1,26398.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26403[11:Spt:26399.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 26404[11:MRR:178.0,26403.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 26405[11:MRR:191.1,26403.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 26407[11:MRR:190.1,26403.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 26408[11:MRR:26402.0,26404.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26409[11:MRR:26400.0,26405.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 26410[11:MRR:26401.0,26407.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 26411[12:Spt:26408.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26415[12:MRR:95.1,26411.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26417[12:MRR:96.1,26411.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26418[12:MRR:26410.0,26415.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26421[12:MRR:27.1,26418.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 26425[12:MRR:26409.0,26417.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26431[12:MRR:26421.0,26425.0] || -> . % 3.55/3.75 26432[12:Spt:26431.0,26408.0,26411.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26433[12:Spt:26431.0,26408.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26434[12:MRR:11.1,26433.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26435[12:MRR:26410.1,26434.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26439[12:MRR:111.1,26435.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 26441[12:MRR:26409.0,26439.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26445[12:MRR:12.0,12.1,26441.0,26433.0] || -> . % 3.55/3.75 26447[11:Spt:26445.0,26399.0,26403.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26448[11:Spt:26445.0,26399.1,26399.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26449[12:Spt:26448.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26450[12:MRR:94.0,26449.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26451[12:MRR:106.1,26449.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26455[12:MRR:107.1,26449.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 26456[12:MRR:26402.1,26450.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 26457[12:MRR:26401.1,26451.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 26458[12:MRR:26400.1,26455.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 26459[13:Spt:26456.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26461[13:MRR:180.1,26459.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26462[13:MRR:179.1,26459.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26463[13:MRR:26458.0,26461.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26464[13:MRR:27.0,26463.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26470[13:MRR:26457.0,26462.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26476[13:MRR:26464.0,26470.0] || -> . % 3.55/3.75 26477[13:Spt:26476.0,26456.0,26459.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26478[13:Spt:26476.0,26456.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26479[13:MRR:12.1,26478.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 26480[13:MRR:26458.1,26479.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26482[13:MRR:195.0,26480.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26483[13:MRR:26457.0,26482.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26488[13:MRR:11.0,11.1,26483.0,26478.0] || -> . % 3.55/3.75 26489[12:Spt:26488.0,26448.0,26449.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26490[12:Spt:26488.0,26448.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26491[12:MRR:23.1,26490.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 26492[12:MRR:26400.2,26491.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 26493[12:MRR:22.1,26490.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26494[12:MRR:26401.2,26493.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 26498[12:MRR:10.0,26490.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26499[12:MRR:26402.2,26498.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.75 26500[13:Spt:26492.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26501[13:MRR:180.0,26500.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26502[13:MRR:195.0,26500.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26504[13:MRR:26499.0,26501.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26506[13:MRR:95.1,26504.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26510[13:MRR:26494.0,26502.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26515[13:MRR:26506.0,26510.0] || -> . % 3.55/3.75 26516[13:Spt:26515.0,26492.0,26500.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26517[13:Spt:26515.0,26492.1] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26518[13:MRR:96.0,26517.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26519[13:MRR:26499.1,26518.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 26520[13:MRR:179.1,26519.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26522[13:MRR:26494.0,26520.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26526[13:MRR:111.0,111.1,26517.0,26522.0] || -> . % 3.55/3.75 26527[10:Spt:26526.0,26391.0,26392.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 26528[10:Spt:26526.0,26391.1] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26529[10:MRR:98.0,26528.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26530[10:MRR:113.0,26528.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26531[10:MRR:116.0,26528.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 26534[10:MRR:109.0,26528.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26535[10:MRR:26100.2,26534.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 26536[10:MRR:26103.2,26531.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 26537[10:MRR:26101.2,26530.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 26538[10:MRR:26102.2,26529.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 26539[11:Spt:26535.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 26540[11:MRR:190.1,26539.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 26542[11:MRR:191.1,26539.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 26543[11:MRR:178.0,26539.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 26544[11:MRR:26537.0,26540.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 26545[11:MRR:26536.0,26542.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 26546[11:MRR:26538.0,26543.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 26547[12:Spt:26544.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26549[12:MRR:139.1,26547.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 26552[12:MRR:123.0,26547.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26553[12:MRR:26545.0,26549.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26555[12:MRR:12.0,26553.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26560[12:MRR:26546.0,26552.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26566[12:MRR:26555.0,26560.0] || -> . % 3.55/3.75 26567[12:Spt:26566.0,26544.0,26547.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26568[12:Spt:26566.0,26544.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26569[12:MRR:27.1,26568.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 26570[12:MRR:26545.1,26569.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26574[12:MRR:124.0,26570.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26575[12:MRR:26546.0,26574.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26580[12:MRR:11.0,11.1,26568.0,26575.0] || -> . % 3.55/3.75 26581[11:Spt:26580.0,26535.0,26539.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26582[11:Spt:26580.0,26535.1,26535.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 26583[12:Spt:26582.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26584[12:MRR:134.1,26583.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26585[12:MRR:135.1,26583.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 26588[12:MRR:122.0,26583.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26589[12:MRR:26537.1,26584.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 26590[12:MRR:26536.1,26585.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 26591[12:MRR:26538.1,26588.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 26592[13:Spt:26589.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 26593[13:MRR:195.1,26592.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26594[13:MRR:179.0,26592.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26596[13:MRR:26590.0,26593.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26601[13:MRR:12.0,26596.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26603[13:MRR:26591.0,26594.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26609[13:MRR:26601.0,26603.0] || -> . % 3.55/3.75 26610[13:Spt:26609.0,26589.0,26592.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26611[13:Spt:26609.0,26589.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26612[13:MRR:27.1,26611.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 26613[13:MRR:26590.1,26612.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26615[13:MRR:180.0,26613.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26616[13:MRR:26591.0,26615.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26617[13:MRR:11.0,11.1,26611.0,26616.0] || -> . % 3.55/3.75 26622[12:Spt:26617.0,26582.0,26583.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26623[12:Spt:26617.0,26582.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26624[12:MRR:23.1,26623.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 26625[12:MRR:26536.2,26624.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 26626[12:MRR:10.0,26623.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26627[12:MRR:26538.2,26626.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 26628[12:MRR:22.1,26623.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 26629[12:MRR:26537.2,26628.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 26633[13:Spt:26625.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 26634[13:MRR:195.0,26633.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 26635[13:MRR:180.0,26633.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26637[13:MRR:26629.0,26634.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26638[13:MRR:123.0,26637.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26642[13:MRR:26627.0,26635.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26646[13:MRR:26638.0,26642.0] || -> . % 3.55/3.75 26647[13:Spt:26646.0,26625.0,26633.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 26648[13:Spt:26646.0,26625.1] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26649[13:MRR:139.0,26648.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26650[13:MRR:26629.1,26649.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 26652[13:MRR:179.0,26650.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 26653[13:MRR:26627.0,26652.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26656[13:MRR:124.0,124.1,26648.0,26653.0] || -> . % 3.55/3.75 26657[7:Spt:26656.0,26085.3,26091.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 26658[7:Spt:26656.0,26085.0,26085.1,26085.2,26085.4] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.55/3.75 26659[8:Spt:26658.0] || -> pigeon_2_in_hole_7*. % 3.55/3.75 26660[8:MRR:186.1,26659.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 26661[8:MRR:185.1,26659.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 26662[8:MRR:177.0,26659.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 26663[8:MRR:184.1,26659.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 26664[8:MRR:188.1,26659.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 26665[8:MRR:26090.0,26660.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 26666[8:MRR:26086.0,26661.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26667[8:MRR:26087.0,26662.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26668[8:MRR:26088.0,26663.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26669[8:MRR:26089.0,26664.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 26670[9:Spt:26665.3] || -> pigeon_5_in_hole_1*. % 3.55/3.75 26671[9:MRR:23.0,26670.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 26672[9:MRR:27.0,26670.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 26673[9:MRR:12.0,26670.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 26677[9:MRR:32.1,26670.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 26678[9:MRR:26668.3,26671.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 26679[9:MRR:26666.3,26672.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 26680[9:MRR:26667.3,26673.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 26681[9:MRR:26669.3,26677.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 26682[10:Spt:26678.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 26683[10:MRR:122.0,26682.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26687[10:MRR:134.1,26682.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26688[10:MRR:137.1,26682.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 26689[10:MRR:26680.0,26683.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 26690[10:MRR:26679.0,26687.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 26691[10:MRR:26681.0,26688.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 26692[11:Spt:26689.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26693[11:MRR:98.1,26692.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 26697[11:MRR:95.1,26692.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26699[11:MRR:26691.0,26693.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 26701[11:MRR:57.0,26699.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 26706[11:MRR:26690.0,26697.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 26712[11:MRR:26701.0,26706.0] || -> . % 3.55/3.75 26713[11:Spt:26712.0,26689.0,26692.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26714[11:Spt:26712.0,26689.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 26715[11:MRR:42.1,26714.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 26716[11:MRR:26691.1,26715.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26717[11:MRR:113.0,26716.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 26722[11:MRR:26690.0,26717.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 26726[11:MRR:39.0,39.1,26722.0,26714.0] || -> . % 3.55/3.75 26728[10:Spt:26726.0,26678.0,26682.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26729[10:Spt:26726.0,26678.1,26678.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 26730[11:Spt:26729.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 26731[11:MRR:94.0,26730.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26732[11:MRR:109.1,26730.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 26736[11:MRR:106.1,26730.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26737[11:MRR:26680.1,26731.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 26738[11:MRR:26681.1,26732.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 26739[11:MRR:26679.1,26736.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 26740[12:Spt:26737.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26741[12:MRR:123.1,26740.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26745[12:MRR:126.1,26740.0] || pigeon_7_in_hole_5* -> . % 3.55/3.75 26746[12:MRR:26739.0,26741.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 26747[12:MRR:57.1,26746.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 26753[12:MRR:26738.0,26745.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 26759[12:MRR:26747.0,26753.0] || -> . % 3.55/3.75 26760[12:Spt:26759.0,26737.0,26740.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26761[12:Spt:26759.0,26737.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 26762[12:MRR:39.1,26761.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 26763[12:MRR:26739.1,26762.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26767[12:MRR:141.1,26763.0] || pigeon_7_in_hole_5* -> . % 3.55/3.75 26768[12:MRR:26738.0,26767.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 26773[12:MRR:42.0,42.1,26768.0,26761.0] || -> . % 3.55/3.75 26774[11:Spt:26773.0,26729.0,26730.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26775[11:Spt:26773.0,26729.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 26776[11:MRR:50.1,26775.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 26777[11:MRR:26679.2,26776.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 26778[11:MRR:53.1,26775.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 26779[11:MRR:26681.2,26778.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.75 26783[11:MRR:38.0,26775.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 26784[11:MRR:26680.2,26783.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 26785[12:Spt:26777.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 26786[12:MRR:123.0,26785.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 26787[12:MRR:141.1,26785.0] || pigeon_7_in_hole_5* -> . % 3.55/3.75 26791[12:MRR:26784.0,26786.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26796[12:MRR:98.1,26791.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 26797[12:MRR:26779.0,26787.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26802[12:MRR:26796.0,26797.0] || -> . % 3.55/3.75 26803[12:Spt:26802.0,26777.0,26785.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 26804[12:Spt:26802.0,26777.1] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26805[12:MRR:95.0,26804.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26806[12:MRR:26784.1,26805.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 26807[12:MRR:126.1,26806.0] || pigeon_7_in_hole_5* -> . % 3.55/3.75 26811[12:MRR:26779.0,26807.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26812[12:MRR:113.0,113.1,26811.0,26804.0] || -> . % 3.55/3.75 26816[9:Spt:26812.0,26665.3,26670.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 26817[9:Spt:26812.0,26665.0,26665.1,26665.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 26818[10:Spt:26817.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 26819[10:MRR:139.0,26818.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26820[10:MRR:124.0,26818.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26821[10:MRR:144.1,26818.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 26824[10:MRR:135.0,26818.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26825[10:MRR:26666.0,26819.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26826[10:MRR:26667.0,26820.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26827[10:MRR:26669.0,26821.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 26828[10:MRR:26668.0,26824.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26829[11:Spt:26825.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 26830[11:MRR:95.0,26829.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26831[11:MRR:113.1,26829.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 26835[11:MRR:106.0,26829.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26836[11:MRR:26826.0,26830.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26837[11:MRR:26827.0,26831.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 26838[11:MRR:26828.0,26835.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26839[12:Spt:26836.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 26841[12:MRR:42.1,26839.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 26845[12:MRR:38.1,26839.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 26846[12:MRR:26837.0,26841.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 26847[12:MRR:25.0,26846.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 26853[12:MRR:26838.0,26845.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26859[12:MRR:26847.0,26853.0] || -> . % 3.55/3.75 26860[12:Spt:26859.0,26836.0,26839.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 26861[12:Spt:26859.0,26836.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26862[12:MRR:14.1,26861.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 26863[12:MRR:26837.1,26862.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 26865[12:MRR:53.0,26863.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 26869[12:MRR:26838.0,26865.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26874[12:MRR:10.0,10.1,26869.0,26861.0] || -> . % 3.55/3.75 26875[11:Spt:26874.0,26825.0,26829.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26876[11:Spt:26874.0,26825.1,26825.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26877[12:Spt:26876.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 26878[12:MRR:39.0,26877.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 26879[12:MRR:57.1,26877.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 26880[12:MRR:50.0,26877.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 26884[12:MRR:26826.1,26878.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 26885[12:MRR:26827.1,26879.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 26886[12:MRR:26828.1,26880.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 26887[13:Spt:26884.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26888[13:MRR:98.1,26887.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 26892[13:MRR:94.1,26887.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26893[13:MRR:26885.0,26888.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 26899[13:MRR:25.0,26893.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 26900[13:MRR:26886.0,26892.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26906[13:MRR:26899.0,26900.0] || -> . % 3.55/3.75 26907[13:Spt:26906.0,26884.0,26887.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26908[13:Spt:26906.0,26884.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 26909[13:MRR:14.1,26908.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 26910[13:MRR:26885.1,26909.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26914[13:MRR:109.0,26910.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26915[13:MRR:26886.0,26914.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26916[13:MRR:10.0,10.1,26915.0,26908.0] || -> . % 3.55/3.75 26921[12:Spt:26916.0,26876.0,26877.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 26922[12:Spt:26916.0,26876.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 26923[12:MRR:29.1,26922.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 26924[12:MRR:26827.2,26923.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 26925[12:MRR:22.0,26922.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 26926[12:MRR:26828.2,26925.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 26927[12:MRR:11.0,26922.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26928[12:MRR:26826.2,26927.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 26932[13:Spt:26924.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 26933[13:MRR:98.0,26932.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 26934[13:MRR:109.0,26932.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26938[13:MRR:26928.0,26933.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 26939[13:MRR:38.1,26938.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 26944[13:MRR:26926.0,26934.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 26949[13:MRR:26939.0,26944.0] || -> . % 3.55/3.75 26950[13:Spt:26949.0,26924.0,26932.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 26951[13:Spt:26949.0,26924.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 26952[13:MRR:42.0,26951.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 26953[13:MRR:26928.1,26952.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 26954[13:MRR:94.1,26953.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 26958[13:MRR:26926.0,26954.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 26962[13:MRR:53.0,53.1,26951.0,26958.0] || -> . % 3.55/3.75 26963[10:Spt:26962.0,26817.0,26818.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 26964[10:Spt:26962.0,26817.1,26817.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 26965[11:Spt:26964.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 26966[11:MRR:116.1,26965.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 26967[11:MRR:96.0,26965.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 26968[11:MRR:107.0,26965.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 26971[11:MRR:111.0,26965.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 26972[11:MRR:26669.1,26966.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 26973[11:MRR:26667.1,26967.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26974[11:MRR:26668.1,26968.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26975[11:MRR:26666.1,26971.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26976[12:Spt:26972.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 26977[12:MRR:141.0,26976.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 26978[12:MRR:126.0,26976.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 26981[12:MRR:137.0,26976.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 26982[12:MRR:26975.0,26977.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 26983[12:MRR:26973.0,26978.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 26984[12:MRR:26974.0,26981.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 26985[13:Spt:26982.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 26989[13:MRR:50.0,26985.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 26991[13:MRR:39.0,26985.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 26992[13:MRR:26984.0,26989.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 26995[13:MRR:10.0,26992.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 26999[13:MRR:26983.0,26991.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27005[13:MRR:26995.0,26999.0] || -> . % 3.55/3.75 27006[13:Spt:27005.0,26982.0,26985.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27007[13:Spt:27005.0,26982.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27008[13:MRR:22.0,27007.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27009[13:MRR:26984.1,27008.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27013[13:MRR:38.0,27009.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 27015[13:MRR:26983.0,27013.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27019[13:MRR:11.0,11.1,27007.0,27015.0] || -> . % 3.55/3.75 27021[12:Spt:27019.0,26972.0,26976.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 27022[12:Spt:27019.0,26972.1,26972.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27023[13:Spt:27022.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27024[13:MRR:57.0,27023.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27025[13:MRR:53.0,27023.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27029[13:MRR:42.0,27023.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 27030[13:MRR:26975.1,27024.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 27031[13:MRR:26974.1,27025.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 27032[13:MRR:26973.1,27029.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 27033[14:Spt:27030.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 27036[14:MRR:123.0,27033.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27037[14:MRR:134.0,27033.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27038[14:MRR:27032.0,27036.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27039[14:MRR:10.1,27038.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27045[14:MRR:27031.0,27037.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27051[14:MRR:27039.0,27045.0] || -> . % 3.55/3.75 27052[14:Spt:27051.0,27030.0,27033.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27053[14:Spt:27051.0,27030.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27054[14:MRR:11.0,27053.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 27055[14:MRR:27032.1,27054.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27058[14:MRR:122.1,27055.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27059[14:MRR:27031.0,27058.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27064[14:MRR:22.0,22.1,27053.0,27059.0] || -> . % 3.55/3.75 27065[13:Spt:27064.0,27022.0,27023.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 27066[13:Spt:27064.0,27022.1] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27067[13:MRR:14.0,27066.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 27068[13:MRR:26973.2,27067.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 27069[13:MRR:25.0,27066.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27070[13:MRR:26974.2,27069.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 27074[13:MRR:29.0,27066.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27075[13:MRR:26975.2,27074.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 27076[14:Spt:27068.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27077[14:MRR:123.1,27076.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27078[14:MRR:122.1,27076.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27081[14:MRR:27075.0,27077.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27083[14:MRR:50.0,27081.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27087[14:MRR:27070.0,27078.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27092[14:MRR:27083.0,27087.0] || -> . % 3.55/3.75 27093[14:Spt:27092.0,27068.0,27076.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27094[14:Spt:27092.0,27068.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 27095[14:MRR:39.1,27094.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27096[14:MRR:27075.1,27095.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 27097[14:MRR:134.0,27096.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27100[14:MRR:27070.0,27097.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27104[14:MRR:38.0,38.1,27100.0,27094.0] || -> . % 3.55/3.75 27105[11:Spt:27104.0,26964.0,26965.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27106[11:Spt:27104.0,26964.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27107[11:MRR:55.0,27106.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27108[11:MRR:51.0,27106.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27109[11:MRR:40.0,27106.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 27112[11:MRR:60.1,27106.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 27113[11:MRR:26669.2,27112.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 27114[11:MRR:26667.2,27109.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 27115[11:MRR:26668.2,27108.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 27116[11:MRR:26666.2,27107.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 27117[12:Spt:27113.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 27118[12:MRR:137.0,27117.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 27121[12:MRR:126.0,27117.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 27122[12:MRR:141.0,27117.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 27123[12:MRR:27115.0,27118.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 27124[12:MRR:27114.0,27121.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.55/3.75 27125[12:MRR:27116.0,27122.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 27126[13:Spt:27123.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27128[13:MRR:94.0,27126.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 27131[13:MRR:106.1,27126.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27132[13:MRR:27124.0,27128.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27134[13:MRR:11.1,27132.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27139[13:MRR:27125.0,27131.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27145[13:MRR:27134.0,27139.0] || -> . % 3.55/3.75 27146[13:Spt:27145.0,27123.0,27126.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27147[13:Spt:27145.0,27123.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27148[13:MRR:10.0,27147.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 27149[13:MRR:27124.1,27148.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 27153[13:MRR:95.1,27149.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27154[13:MRR:27125.0,27153.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27159[13:MRR:22.0,22.1,27154.0,27147.0] || -> . % 3.55/3.75 27160[12:Spt:27159.0,27113.0,27117.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 27161[12:Spt:27159.0,27113.1,27113.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 27162[13:Spt:27161.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 27163[13:MRR:109.0,27162.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27164[13:MRR:98.0,27162.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 27167[13:MRR:113.0,27162.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27168[13:MRR:27115.1,27163.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 27169[13:MRR:27114.1,27164.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 27170[13:MRR:27116.1,27167.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 27171[14:Spt:27168.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 27172[14:MRR:122.0,27171.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27173[14:MRR:134.1,27171.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27176[14:MRR:27169.0,27172.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27181[14:MRR:11.1,27176.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27183[14:MRR:27170.0,27173.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27189[14:MRR:27181.0,27183.0] || -> . % 3.55/3.75 27190[14:Spt:27189.0,27168.0,27171.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27191[14:Spt:27189.0,27168.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27192[14:MRR:10.0,27191.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 27193[14:MRR:27169.1,27192.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27196[14:MRR:123.1,27193.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27197[14:MRR:27170.0,27196.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27198[14:MRR:22.0,22.1,27197.0,27191.0] || -> . % 3.55/3.75 27203[13:Spt:27198.0,27161.0,27162.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27204[13:Spt:27198.0,27161.1] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27205[13:MRR:14.0,27204.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 27206[13:MRR:27114.2,27205.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 27207[13:MRR:29.0,27204.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27208[13:MRR:27116.2,27207.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 27209[13:MRR:25.0,27204.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27210[13:MRR:27115.2,27209.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 27214[14:Spt:27206.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27215[14:MRR:122.1,27214.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27216[14:MRR:123.1,27214.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27219[14:MRR:27210.0,27215.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27220[14:MRR:106.1,27219.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27224[14:MRR:27208.0,27216.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27228[14:MRR:27220.0,27224.0] || -> . % 3.55/3.75 27229[14:Spt:27228.0,27206.0,27214.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27230[14:Spt:27228.0,27206.1] || -> pigeon_1_in_hole_4*. % 3.55/3.75 27231[14:MRR:94.1,27230.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27232[14:MRR:27210.1,27231.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 27235[14:MRR:134.1,27232.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27236[14:MRR:27208.0,27235.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27239[14:MRR:95.0,95.1,27236.0,27230.0] || -> . % 3.55/3.75 27240[8:Spt:27239.0,26658.0,26659.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.75 27241[8:Spt:27239.0,26658.1,26658.2,26658.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.55/3.75 27242[9:Spt:27241.0] || -> pigeon_2_in_hole_5*. % 3.55/3.75 27243[9:MRR:121.0,27242.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 27244[9:MRR:128.1,27242.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 27245[9:MRR:129.1,27242.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 27247[9:MRR:132.1,27242.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 27248[9:MRR:130.1,27242.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 27249[9:MRR:26087.1,27243.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 27250[9:MRR:26088.1,27244.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27251[9:MRR:26086.1,27245.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27252[9:MRR:26089.1,27247.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27253[9:MRR:26090.1,27248.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27254[10:Spt:27249.3] || -> pigeon_1_in_hole_1*. % 3.55/3.75 27255[10:MRR:14.1,27254.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 27256[10:MRR:10.1,27254.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 27257[10:MRR:11.1,27254.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 27261[10:MRR:12.1,27254.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 27262[10:MRR:27252.3,27255.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 27263[10:MRR:27250.3,27256.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 27264[10:MRR:27251.3,27257.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 27265[10:MRR:27253.3,27261.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 27266[11:Spt:27262.1] || -> pigeon_7_in_hole_4*. % 3.55/3.75 27267[11:MRR:113.0,27266.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27271[11:MRR:109.0,27266.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27272[11:MRR:116.0,27266.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27273[11:MRR:27264.1,27267.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 27274[11:MRR:27263.1,27271.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 27275[11:MRR:27265.1,27272.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.55/3.75 27276[12:Spt:27273.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27277[12:MRR:55.1,27276.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27281[12:MRR:50.0,27276.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27283[12:MRR:27275.1,27277.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27286[12:MRR:191.0,27283.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27288[12:MRR:27274.1,27281.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27292[12:MRR:27286.0,27288.0] || -> . % 3.55/3.75 27293[12:Spt:27292.0,27273.1,27276.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27294[12:Spt:27292.0,27273.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27295[12:MRR:195.1,27294.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27296[12:MRR:27275.0,27295.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27297[12:MRR:51.0,27296.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27302[12:MRR:27274.1,27297.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27305[12:MRR:190.0,190.1,27294.0,27302.0] || -> . % 3.55/3.75 27306[11:Spt:27305.0,27262.1,27266.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27307[11:Spt:27305.0,27262.0,27262.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 27308[12:Spt:27307.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 27309[12:MRR:200.0,27308.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27310[12:MRR:193.0,27308.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27312[12:MRR:197.0,27308.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27313[12:MRR:27265.0,27309.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 27314[12:MRR:27263.0,27310.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 27315[12:MRR:27264.0,27312.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 27316[13:Spt:27313.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27317[13:MRR:111.0,27316.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27321[13:MRR:107.0,27316.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27322[13:MRR:27315.0,27317.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27324[13:MRR:50.0,27322.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27329[13:MRR:27314.0,27321.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27335[13:MRR:27324.0,27329.0] || -> . % 3.55/3.75 27336[13:Spt:27335.0,27313.0,27316.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 27337[13:Spt:27335.0,27313.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27338[13:MRR:55.0,27337.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27339[13:MRR:27315.1,27338.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27340[13:MRR:106.0,27339.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27344[13:MRR:27314.0,27340.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27349[13:MRR:51.0,51.1,27337.0,27344.0] || -> . % 3.55/3.75 27350[12:Spt:27349.0,27307.0,27308.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 27351[12:Spt:27349.0,27307.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27352[12:MRR:57.0,27351.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27353[12:MRR:27264.2,27352.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 27354[12:MRR:53.0,27351.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27355[12:MRR:27263.2,27354.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.55/3.75 27356[12:MRR:60.0,27351.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27357[12:MRR:27265.2,27356.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 27361[13:Spt:27353.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27362[13:MRR:195.1,27361.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27363[13:MRR:190.0,27361.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27365[13:MRR:27357.0,27362.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27366[13:MRR:107.0,27365.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27371[13:MRR:27355.0,27363.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27376[13:MRR:27366.0,27371.0] || -> . % 3.55/3.75 27377[13:Spt:27376.0,27353.0,27361.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27378[13:Spt:27376.0,27353.1] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27379[13:MRR:111.1,27378.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 27380[13:MRR:27357.1,27379.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27381[13:MRR:191.0,27380.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27383[13:MRR:27355.0,27381.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27387[13:MRR:106.0,106.1,27378.0,27383.0] || -> . % 3.55/3.75 27388[10:Spt:27387.0,27249.3,27254.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 27389[10:Spt:27387.0,27249.0,27249.1,27249.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 27390[11:Spt:27389.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 27391[11:MRR:179.1,27390.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27392[11:MRR:180.1,27390.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27393[11:MRR:178.1,27390.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27394[11:MRR:182.1,27390.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 27395[11:MRR:27251.0,27391.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27396[11:MRR:27253.0,27392.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27397[11:MRR:27250.0,27393.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27398[11:MRR:27252.0,27394.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27399[12:Spt:27395.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27400[12:MRR:111.1,27399.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27401[12:MRR:106.0,27399.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27405[12:MRR:113.1,27399.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27406[12:MRR:27396.0,27400.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27407[12:MRR:27397.0,27401.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27408[12:MRR:27398.0,27405.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27409[13:Spt:27406.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27411[13:MRR:51.0,27409.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27412[13:MRR:60.1,27409.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 27416[13:MRR:27407.0,27411.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27417[13:MRR:25.1,27416.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27423[13:MRR:27408.0,27412.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27429[13:MRR:27417.0,27423.0] || -> . % 3.55/3.75 27430[13:Spt:27429.0,27406.0,27409.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27431[13:Spt:27429.0,27406.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27432[13:MRR:23.0,27431.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27433[13:MRR:27407.1,27432.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27435[13:MRR:53.1,27433.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 27439[13:MRR:27408.0,27435.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27440[13:MRR:32.0,32.1,27439.0,27431.0] || -> . % 3.55/3.75 27445[12:Spt:27440.0,27395.0,27399.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27446[12:Spt:27440.0,27395.1,27395.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27447[13:Spt:27446.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27448[13:MRR:55.1,27447.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 27449[13:MRR:50.0,27447.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27450[13:MRR:57.1,27447.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 27454[13:MRR:27396.1,27448.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 27455[13:MRR:27397.1,27449.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 27456[13:MRR:27398.1,27450.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 27457[14:Spt:27454.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27461[14:MRR:107.0,27457.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27462[14:MRR:116.1,27457.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27463[14:MRR:27455.0,27461.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27469[14:MRR:25.1,27463.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27470[14:MRR:27456.0,27462.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27476[14:MRR:27469.0,27470.0] || -> . % 3.55/3.75 27477[14:Spt:27476.0,27454.0,27457.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 27478[14:Spt:27476.0,27454.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27479[14:MRR:23.0,27478.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27480[14:MRR:27455.1,27479.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27484[14:MRR:109.1,27480.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27485[14:MRR:27456.0,27484.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27490[14:MRR:32.0,32.1,27485.0,27478.0] || -> . % 3.55/3.75 27491[13:Spt:27490.0,27446.0,27447.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27492[13:Spt:27490.0,27446.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27493[13:MRR:22.0,27492.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 27494[13:MRR:27397.2,27493.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 27495[13:MRR:29.1,27492.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27496[13:MRR:27398.2,27495.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 27497[13:MRR:27.1,27492.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 27498[13:MRR:27396.2,27497.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 27502[14:Spt:27494.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27503[14:MRR:107.1,27502.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 27504[14:MRR:109.1,27502.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27508[14:MRR:27498.0,27503.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27512[14:MRR:60.1,27508.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 27514[14:MRR:27496.0,27504.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27519[14:MRR:27512.0,27514.0] || -> . % 3.55/3.75 27520[14:Spt:27519.0,27494.0,27502.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 27521[14:Spt:27519.0,27494.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27522[14:MRR:51.1,27521.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27523[14:MRR:27498.1,27522.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27524[14:MRR:116.1,27523.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27528[14:MRR:27496.0,27524.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27532[14:MRR:53.0,53.1,27528.0,27521.0] || -> . % 3.55/3.75 27533[11:Spt:27532.0,27389.0,27390.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 27534[11:Spt:27532.0,27389.1,27389.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 27535[12:Spt:27534.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 27536[12:MRR:94.1,27535.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27537[12:MRR:96.1,27535.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27538[12:MRR:98.1,27535.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27541[12:MRR:95.1,27535.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27542[12:MRR:27250.1,27536.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27543[12:MRR:27253.1,27537.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27544[12:MRR:27252.1,27538.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27545[12:MRR:27251.1,27541.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27546[13:Spt:27542.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27547[13:MRR:190.1,27546.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27548[13:MRR:191.1,27546.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27549[13:MRR:193.1,27546.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 27550[13:MRR:27545.0,27547.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27551[13:MRR:27543.0,27548.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27552[13:MRR:27544.0,27549.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27553[14:Spt:27550.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27557[14:MRR:57.1,27553.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 27559[14:MRR:55.1,27553.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27560[14:MRR:27552.0,27557.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27566[14:MRR:32.0,27560.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 27567[14:MRR:27551.0,27559.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27573[14:MRR:27566.0,27567.0] || -> . % 3.55/3.75 27574[14:Spt:27573.0,27550.0,27553.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27575[14:Spt:27573.0,27550.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27576[14:MRR:29.1,27575.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27577[14:MRR:27552.1,27576.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27581[14:MRR:60.0,27577.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27583[14:MRR:27551.0,27581.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27587[14:MRR:27.0,27.1,27583.0,27575.0] || -> . % 3.55/3.75 27589[13:Spt:27587.0,27542.0,27546.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27590[13:Spt:27587.0,27542.1,27542.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27591[14:Spt:27590.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27592[14:MRR:50.1,27591.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27593[14:MRR:53.1,27591.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 27597[14:MRR:51.1,27591.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 27598[14:MRR:27545.1,27592.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 27599[14:MRR:27544.1,27593.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.75 27600[14:MRR:27543.1,27597.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 27601[15:Spt:27598.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27602[15:MRR:195.1,27601.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27603[15:MRR:197.1,27601.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27604[15:MRR:27600.0,27602.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27605[15:MRR:32.1,27604.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27611[15:MRR:27599.0,27603.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27617[15:MRR:27605.0,27611.0] || -> . % 3.55/3.75 27618[15:Spt:27617.0,27598.0,27601.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27619[15:Spt:27617.0,27598.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27620[15:MRR:27.1,27619.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 27621[15:MRR:27600.1,27620.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27622[15:MRR:200.1,27621.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27623[15:MRR:27599.0,27622.0] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27628[15:MRR:29.0,29.1,27623.0,27619.0] || -> . % 3.55/3.75 27629[14:Spt:27628.0,27590.0,27591.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27630[14:Spt:27628.0,27590.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27631[14:MRR:23.1,27630.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 27632[14:MRR:27543.2,27631.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.55/3.75 27633[14:MRR:25.1,27630.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27634[14:MRR:27544.2,27633.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.55/3.75 27638[14:MRR:22.1,27630.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27639[14:MRR:27545.2,27638.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 27640[15:Spt:27632.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27641[15:MRR:195.0,27640.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27642[15:MRR:200.1,27640.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27643[15:MRR:27639.0,27641.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27645[15:MRR:57.1,27643.0] || pigeon_7_in_hole_2* -> . % 3.55/3.75 27649[15:MRR:27634.0,27642.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27654[15:MRR:27645.0,27649.0] || -> . % 3.55/3.75 27655[15:Spt:27654.0,27632.0,27640.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27656[15:Spt:27654.0,27632.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27657[15:MRR:55.0,27656.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27658[15:MRR:27639.1,27657.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27659[15:MRR:197.1,27658.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27660[15:MRR:27634.0,27659.0] || -> pigeon_7_in_hole_2*. % 3.55/3.75 27664[15:MRR:60.0,60.1,27660.0,27656.0] || -> . % 3.55/3.75 27665[12:Spt:27664.0,27534.0,27535.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 27666[12:Spt:27664.0,27534.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 27667[12:MRR:39.1,27666.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27668[12:MRR:42.1,27666.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 27669[12:MRR:40.1,27666.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 27672[12:MRR:38.1,27666.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27673[12:MRR:27250.2,27672.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 27674[12:MRR:27253.2,27669.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 27675[12:MRR:27252.2,27668.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 27676[12:MRR:27251.2,27667.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 27677[13:Spt:27673.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27678[13:MRR:193.1,27677.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 27679[13:MRR:191.1,27677.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27680[13:MRR:190.1,27677.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27681[13:MRR:27675.0,27678.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.75 27682[13:MRR:27674.0,27679.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.75 27683[13:MRR:27676.0,27680.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.55/3.75 27684[14:Spt:27681.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 27686[14:MRR:116.0,27684.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 27689[14:MRR:113.0,27684.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27690[14:MRR:27682.0,27686.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27692[14:MRR:27.0,27690.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27697[14:MRR:27683.0,27689.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27703[14:MRR:27692.0,27697.0] || -> . % 3.55/3.75 27704[14:Spt:27703.0,27681.0,27684.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27705[14:Spt:27703.0,27681.1] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27706[14:MRR:32.0,27705.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 27707[14:MRR:27682.1,27706.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27711[14:MRR:111.0,27707.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27712[14:MRR:27683.0,27711.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27717[14:MRR:29.0,29.1,27705.0,27712.0] || -> . % 3.55/3.75 27718[13:Spt:27717.0,27673.0,27677.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27719[13:Spt:27717.0,27673.1,27673.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.75 27720[14:Spt:27719.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 27721[14:MRR:109.1,27720.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27722[14:MRR:107.1,27720.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27725[14:MRR:106.1,27720.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27726[14:MRR:27675.1,27721.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.55/3.75 27727[14:MRR:27674.1,27722.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 27728[14:MRR:27676.1,27725.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.55/3.75 27729[15:Spt:27726.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 27730[15:MRR:200.0,27729.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27731[15:MRR:197.0,27729.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27732[15:MRR:27727.0,27730.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27737[15:MRR:27.0,27732.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27739[15:MRR:27728.0,27731.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27745[15:MRR:27737.0,27739.0] || -> . % 3.55/3.75 27746[15:Spt:27745.0,27726.0,27729.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27747[15:Spt:27745.0,27726.1] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27748[15:MRR:32.0,27747.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 27749[15:MRR:27727.1,27748.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27750[15:MRR:195.0,27749.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27751[15:MRR:27728.0,27750.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27752[15:MRR:29.0,29.1,27747.0,27751.0] || -> . % 3.55/3.75 27757[14:Spt:27752.0,27719.0,27720.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27758[14:Spt:27752.0,27719.1] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27759[14:MRR:23.1,27758.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 27760[14:MRR:27674.2,27759.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 27761[14:MRR:22.1,27758.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27762[14:MRR:27676.2,27761.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 27763[14:MRR:25.1,27758.0] || pigeon_7_in_hole_1* -> . % 3.55/3.75 27764[14:MRR:27675.2,27763.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.55/3.75 27768[15:Spt:27760.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27769[15:MRR:200.1,27768.0] || pigeon_7_in_hole_7* -> . % 3.55/3.75 27770[15:MRR:195.0,27768.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27771[15:MRR:27764.0,27769.0] || -> pigeon_7_in_hole_4*. % 3.55/3.75 27772[15:MRR:113.0,27771.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 27776[15:MRR:27762.0,27770.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27780[15:MRR:27772.0,27776.0] || -> . % 3.55/3.75 27781[15:Spt:27780.0,27760.0,27768.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 27782[15:Spt:27780.0,27760.1] || -> pigeon_5_in_hole_4*. % 3.55/3.75 27783[15:MRR:116.1,27782.0] || pigeon_7_in_hole_4* -> . % 3.55/3.75 27784[15:MRR:27764.1,27783.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 27785[15:MRR:197.0,27784.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27786[15:MRR:27762.0,27785.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 27789[15:MRR:111.0,111.1,27782.0,27786.0] || -> . % 3.55/3.75 27790[9:Spt:27789.0,27241.0,27242.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.75 27791[9:Spt:27789.0,27241.1,27241.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.55/3.75 27792[10:Spt:27791.0] || -> pigeon_2_in_hole_4*. % 3.55/3.75 27793[10:MRR:104.1,27792.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.75 27794[10:MRR:101.1,27792.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 27795[10:MRR:102.1,27792.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 27797[10:MRR:100.1,27792.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 27798[10:MRR:93.0,27792.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 27799[10:MRR:26089.2,27793.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.55/3.75 27800[10:MRR:26086.2,27794.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27801[10:MRR:26090.2,27795.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27802[10:MRR:26088.2,27797.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27803[10:MRR:26087.2,27798.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 27804[11:Spt:27799.3] || -> pigeon_7_in_hole_1*. % 3.55/3.75 27805[11:MRR:32.0,27804.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 27806[11:MRR:29.0,27804.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 27807[11:MRR:25.0,27804.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 27811[11:MRR:14.0,27804.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 27812[11:MRR:27801.3,27805.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.75 27813[11:MRR:27800.3,27806.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 27814[11:MRR:27802.3,27807.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 27815[11:MRR:27803.3,27811.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 27816[12:Spt:27812.2] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27817[12:MRR:55.0,27816.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27819[12:MRR:40.0,27816.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 27822[12:MRR:51.0,27816.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27823[12:MRR:27813.2,27817.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 27824[12:MRR:27815.2,27819.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 27825[12:MRR:27814.2,27822.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 27826[13:Spt:27823.1] || -> pigeon_4_in_hole_5*. % 3.55/3.75 27827[13:MRR:123.0,27826.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27828[13:MRR:134.0,27826.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27832[13:MRR:27824.1,27827.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 27834[13:MRR:178.1,27832.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27837[13:MRR:27825.1,27828.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27841[13:MRR:27834.0,27837.0] || -> . % 3.55/3.75 27842[13:Spt:27841.0,27823.1,27826.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27843[13:Spt:27841.0,27823.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27844[13:MRR:179.0,27843.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 27845[13:MRR:27824.0,27844.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27847[13:MRR:122.1,27845.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27850[13:MRR:27825.1,27847.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 27853[13:MRR:190.0,190.1,27843.0,27850.0] || -> . % 3.55/3.75 27854[12:Spt:27853.0,27812.2,27816.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 27855[12:Spt:27853.0,27812.0,27812.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 27856[13:Spt:27855.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 27857[13:MRR:180.0,27856.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 27858[13:MRR:191.0,27856.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27860[13:MRR:195.0,27856.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27861[13:MRR:27815.0,27857.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 27862[13:MRR:27814.0,27858.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 27863[13:MRR:27813.0,27860.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 27864[14:Spt:27861.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27865[14:MRR:123.1,27864.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27868[14:MRR:122.1,27864.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27870[14:MRR:27863.0,27865.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27875[14:MRR:50.0,27870.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27876[14:MRR:27862.0,27868.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27881[14:MRR:27875.0,27876.0] || -> . % 3.55/3.75 27882[14:Spt:27881.0,27861.0,27864.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 27883[14:Spt:27881.0,27861.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 27884[14:MRR:39.1,27883.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27885[14:MRR:27863.1,27884.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 27889[14:MRR:134.0,27885.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27890[14:MRR:27862.0,27889.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27893[14:MRR:38.0,38.1,27890.0,27883.0] || -> . % 3.55/3.75 27895[13:Spt:27893.0,27855.0,27856.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27896[13:Spt:27893.0,27855.1] || -> pigeon_5_in_hole_5*. % 3.55/3.75 27897[13:MRR:124.0,27896.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 27898[13:MRR:27815.1,27897.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.55/3.75 27899[13:MRR:139.0,27896.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 27900[13:MRR:27813.1,27899.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 27901[13:MRR:135.0,27896.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 27902[13:MRR:27814.1,27901.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 27905[14:Spt:27898.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 27906[14:MRR:179.1,27905.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 27907[14:MRR:178.1,27905.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27909[14:MRR:27900.0,27906.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 27911[14:MRR:50.0,27909.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27915[14:MRR:27902.0,27907.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27920[14:MRR:27911.0,27915.0] || -> . % 3.55/3.75 27921[14:Spt:27920.0,27898.0,27905.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 27922[14:Spt:27920.0,27898.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 27923[14:MRR:39.1,27922.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27924[14:MRR:27900.1,27923.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 27925[14:MRR:190.0,27924.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 27927[14:MRR:27902.0,27925.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27929[14:MRR:38.0,38.1,27927.0,27922.0] || -> . % 3.55/3.75 27932[11:Spt:27929.0,27799.3,27804.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 27933[11:Spt:27929.0,27799.0,27799.1,27799.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 27934[12:Spt:27933.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 27935[12:MRR:182.0,27934.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 27936[12:MRR:197.0,27934.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 27937[12:MRR:193.0,27934.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 27938[12:MRR:200.0,27934.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 27939[12:MRR:27803.0,27935.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 27940[12:MRR:27800.0,27936.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27941[12:MRR:27802.0,27937.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27942[12:MRR:27801.0,27938.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27943[13:Spt:27939.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 27944[13:MRR:124.1,27943.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 27946[13:MRR:122.1,27943.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 27948[13:MRR:123.1,27943.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 27949[13:MRR:27942.0,27944.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 27950[13:MRR:27941.0,27946.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 27951[13:MRR:27940.0,27948.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 27952[14:Spt:27949.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 27953[14:MRR:51.0,27952.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 27958[14:MRR:55.0,27952.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27959[14:MRR:27950.0,27953.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 27961[14:MRR:22.1,27959.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 27966[14:MRR:27951.0,27958.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27972[14:MRR:27961.0,27966.0] || -> . % 3.55/3.75 27973[14:Spt:27972.0,27949.0,27952.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 27974[14:Spt:27972.0,27949.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 27975[14:MRR:23.0,27974.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 27976[14:MRR:27950.1,27975.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 27977[14:MRR:50.1,27976.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 27982[14:MRR:27951.0,27977.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 27987[14:MRR:27.0,27.1,27974.0,27982.0] || -> . % 3.55/3.75 27988[13:Spt:27987.0,27939.0,27943.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 27989[13:Spt:27987.0,27939.1,27939.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 27990[14:Spt:27989.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 27991[14:MRR:40.1,27990.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 27992[14:MRR:38.1,27990.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 27995[14:MRR:39.1,27990.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 27997[14:MRR:27942.1,27991.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 27998[14:MRR:27941.1,27992.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 27999[14:MRR:27940.1,27995.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 28000[15:Spt:27997.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28001[15:MRR:139.0,28000.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28002[15:MRR:135.0,28000.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28005[15:MRR:27999.0,28001.0] || -> pigeon_4_in_hole_1*. % 3.55/3.75 28006[15:MRR:22.0,28005.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28012[15:MRR:27998.0,28002.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28018[15:MRR:28006.0,28012.0] || -> . % 3.55/3.75 28019[15:Spt:28018.0,27997.0,28000.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28020[15:Spt:28018.0,27997.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28021[15:MRR:27.0,28020.0] || pigeon_4_in_hole_1* -> . % 3.55/3.75 28022[15:MRR:27999.1,28021.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28024[15:MRR:134.0,28022.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28026[15:MRR:27998.0,28024.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28031[15:MRR:23.0,23.1,28020.0,28026.0] || -> . % 3.55/3.75 28032[14:Spt:28031.0,27989.0,27990.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 28033[14:Spt:28031.0,27989.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28034[14:MRR:11.1,28033.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 28035[14:MRR:27940.2,28034.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 28036[14:MRR:10.1,28033.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28037[14:MRR:27941.2,28036.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 28038[14:MRR:12.1,28033.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 28039[14:MRR:27942.2,28038.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.75 28043[15:Spt:28035.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28044[15:MRR:139.1,28043.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28046[15:MRR:134.0,28043.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28048[15:MRR:28039.0,28044.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28053[15:MRR:51.0,28048.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 28054[15:MRR:28037.0,28046.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28059[15:MRR:28053.0,28054.0] || -> . % 3.55/3.75 28060[15:Spt:28059.0,28035.0,28043.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28061[15:Spt:28059.0,28035.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28062[15:MRR:55.1,28061.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28063[15:MRR:28039.1,28062.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28066[15:MRR:135.0,28063.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28067[15:MRR:28037.0,28066.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28068[15:MRR:50.0,50.1,28061.0,28067.0] || -> . % 3.55/3.75 28072[12:Spt:28068.0,27933.0,27934.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 28073[12:Spt:28068.0,27933.1,27933.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.55/3.75 28074[13:Spt:28073.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 28075[13:MRR:141.0,28074.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28076[13:MRR:144.0,28074.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28077[13:MRR:137.0,28074.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28079[13:MRR:126.0,28074.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28080[13:MRR:27800.1,28075.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 28081[13:MRR:27801.1,28076.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 28082[13:MRR:27802.1,28077.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 28083[13:MRR:27803.1,28079.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 28084[14:Spt:28080.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28085[14:MRR:179.0,28084.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28086[14:MRR:190.0,28084.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28087[14:MRR:195.1,28084.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28088[14:MRR:28083.0,28085.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.55/3.75 28089[14:MRR:28082.0,28086.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.55/3.75 28090[14:MRR:28081.0,28087.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.55/3.75 28091[15:Spt:28088.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28096[15:MRR:38.1,28091.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 28097[15:MRR:40.1,28091.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28098[15:MRR:28089.0,28096.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28104[15:MRR:23.1,28098.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 28105[15:MRR:28090.0,28097.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28111[15:MRR:28104.0,28105.0] || -> . % 3.55/3.75 28112[15:Spt:28111.0,28088.0,28091.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28113[15:Spt:28111.0,28088.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28114[15:MRR:10.1,28113.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28115[15:MRR:28089.1,28114.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28120[15:MRR:51.1,28115.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28121[15:MRR:28090.0,28120.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28125[15:MRR:12.0,12.1,28121.0,28113.0] || -> . % 3.55/3.75 28127[14:Spt:28125.0,28080.0,28084.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28128[14:Spt:28125.0,28080.1,28080.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.55/3.75 28129[15:Spt:28128.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28130[15:MRR:39.0,28129.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 28131[15:MRR:50.0,28129.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 28133[15:MRR:55.1,28129.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 28136[15:MRR:28083.1,28130.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 28137[15:MRR:28082.1,28131.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.55/3.75 28138[15:MRR:28081.1,28133.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 28139[16:Spt:28136.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 28140[16:MRR:178.1,28139.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28141[16:MRR:180.1,28139.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28142[16:MRR:28137.0,28140.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28144[16:MRR:23.1,28142.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 28149[16:MRR:28138.0,28141.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28155[16:MRR:28144.0,28149.0] || -> . % 3.55/3.75 28156[16:Spt:28155.0,28136.0,28139.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28157[16:Spt:28155.0,28136.1] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28158[16:MRR:10.1,28157.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28159[16:MRR:28137.1,28158.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28160[16:MRR:191.1,28159.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28161[16:MRR:28138.0,28160.0] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28163[16:MRR:12.0,12.1,28161.0,28157.0] || -> . % 3.55/3.75 28167[15:Spt:28163.0,28128.0,28129.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28168[15:Spt:28163.0,28128.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 28169[15:MRR:22.0,28168.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 28170[15:MRR:28082.2,28169.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.55/3.75 28171[15:MRR:27.1,28168.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 28172[15:MRR:28081.2,28171.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.55/3.75 28173[15:MRR:11.0,28168.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 28174[15:MRR:28083.2,28173.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.55/3.75 28178[16:Spt:28170.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28179[16:MRR:178.0,28178.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28180[16:MRR:191.1,28178.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28181[16:MRR:28174.0,28179.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28182[16:MRR:40.1,28181.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28187[16:MRR:28172.0,28180.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28192[16:MRR:28182.0,28187.0] || -> . % 3.55/3.75 28193[16:Spt:28192.0,28170.0,28178.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28194[16:Spt:28192.0,28170.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28195[16:MRR:38.0,28194.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28196[16:MRR:28174.1,28195.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 28197[16:MRR:180.1,28196.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28198[16:MRR:28172.0,28197.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28202[16:MRR:51.0,51.1,28198.0,28194.0] || -> . % 3.55/3.75 28203[13:Spt:28202.0,28073.0,28074.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 28204[13:Spt:28202.0,28073.1] || -> pigeon_7_in_hole_2*. % 3.55/3.75 28205[13:MRR:42.0,28204.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 28206[13:MRR:60.0,28204.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 28207[13:MRR:53.0,28204.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 28210[13:MRR:57.0,28204.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28211[13:MRR:27800.2,28210.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 28212[13:MRR:27801.2,28206.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 28213[13:MRR:27802.2,28207.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 28214[13:MRR:27803.2,28205.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 28215[14:Spt:28211.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28216[14:MRR:195.1,28215.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28217[14:MRR:190.0,28215.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28218[14:MRR:179.0,28215.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28219[14:MRR:28212.0,28216.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.55/3.75 28220[14:MRR:28213.0,28217.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.75 28221[14:MRR:28214.0,28218.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.75 28222[15:Spt:28219.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28224[15:MRR:135.0,28222.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28226[15:MRR:124.0,28222.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28227[15:MRR:28220.0,28224.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28229[15:MRR:10.0,28227.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 28234[15:MRR:28221.0,28226.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28240[15:MRR:28229.0,28234.0] || -> . % 3.55/3.75 28241[15:Spt:28240.0,28219.0,28222.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28242[15:Spt:28240.0,28219.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28243[15:MRR:23.0,28242.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28244[15:MRR:28220.1,28243.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28247[15:MRR:122.0,28244.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28248[15:MRR:28221.0,28247.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28253[15:MRR:12.0,12.1,28242.0,28248.0] || -> . % 3.55/3.75 28254[14:Spt:28253.0,28211.0,28215.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28255[14:Spt:28253.0,28211.1,28211.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.55/3.75 28256[15:Spt:28255.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28257[15:MRR:139.1,28256.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28258[15:MRR:134.0,28256.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28260[15:MRR:123.0,28256.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28261[15:MRR:28212.1,28257.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.55/3.75 28262[15:MRR:28213.1,28258.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.55/3.75 28263[15:MRR:28214.1,28260.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.55/3.75 28264[16:Spt:28261.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28265[16:MRR:191.0,28264.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28266[16:MRR:180.0,28264.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28267[16:MRR:28262.0,28265.0] || -> pigeon_3_in_hole_1*. % 3.55/3.75 28272[16:MRR:10.0,28267.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 28274[16:MRR:28263.0,28266.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28280[16:MRR:28272.0,28274.0] || -> . % 3.55/3.75 28281[16:Spt:28280.0,28261.0,28264.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28282[16:Spt:28280.0,28261.1] || -> pigeon_5_in_hole_1*. % 3.55/3.75 28283[16:MRR:23.0,28282.0] || pigeon_3_in_hole_1* -> . % 3.55/3.75 28284[16:MRR:28262.1,28283.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28285[16:MRR:178.0,28284.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28286[16:MRR:28263.0,28285.0] || -> pigeon_1_in_hole_1*. % 3.55/3.75 28287[16:MRR:12.0,12.1,28282.0,28286.0] || -> . % 3.55/3.75 28292[15:Spt:28287.0,28255.0,28256.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28293[15:Spt:28287.0,28255.1] || -> pigeon_4_in_hole_1*. % 3.55/3.75 28294[15:MRR:22.0,28293.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 28295[15:MRR:28213.2,28294.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 28296[15:MRR:11.0,28293.0] || pigeon_1_in_hole_1* -> . % 3.55/3.75 28297[15:MRR:28214.2,28296.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 28298[15:MRR:27.1,28293.0] || pigeon_5_in_hole_1* -> . % 3.55/3.75 28299[15:MRR:28212.2,28298.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 28303[16:Spt:28295.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28304[16:MRR:191.1,28303.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28305[16:MRR:178.0,28303.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28306[16:MRR:28299.0,28304.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28307[16:MRR:124.0,28306.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28310[16:MRR:28297.0,28305.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 28313[16:MRR:28307.0,28310.0] || -> . % 3.55/3.75 28314[16:Spt:28313.0,28295.0,28303.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28315[16:Spt:28313.0,28295.1] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28316[16:MRR:135.1,28315.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28317[16:MRR:28299.1,28316.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28318[16:MRR:180.0,28317.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28319[16:MRR:28297.0,28318.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 28321[16:MRR:122.0,122.1,28315.0,28319.0] || -> . % 3.55/3.75 28322[10:Spt:28321.0,27791.0,27792.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.75 28323[10:Spt:28321.0,27791.1] || -> pigeon_2_in_hole_1*. % 3.55/3.75 28324[10:MRR:16.1,28323.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.75 28325[10:MRR:9.0,28323.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.75 28326[10:MRR:18.1,28323.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.75 28327[10:MRR:17.1,28323.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.75 28330[10:MRR:20.1,28323.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.75 28331[10:MRR:26089.4,28330.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.55/3.75 28332[10:MRR:26086.4,28327.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 28333[10:MRR:26090.4,28326.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 28334[10:MRR:26088.4,28324.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 28335[10:MRR:26087.4,28325.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 28336[11:Spt:28331.3] || -> pigeon_7_in_hole_2*. % 3.55/3.75 28337[11:MRR:42.0,28336.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 28338[11:MRR:60.0,28336.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 28339[11:MRR:53.0,28336.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 28342[11:MRR:57.0,28336.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28343[11:MRR:28335.3,28337.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 28344[11:MRR:28333.3,28338.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.75 28345[11:MRR:28334.3,28339.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 28346[11:MRR:28332.3,28342.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 28347[12:Spt:28343.1] || -> pigeon_1_in_hole_5*. % 3.55/3.75 28348[12:MRR:124.1,28347.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28350[12:MRR:122.1,28347.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28351[12:MRR:123.1,28347.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28353[12:MRR:28344.1,28348.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 28354[12:MRR:28345.1,28350.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.55/3.75 28355[12:MRR:28346.1,28351.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 28356[13:Spt:28353.1] || -> pigeon_5_in_hole_4*. % 3.55/3.75 28358[13:MRR:111.0,28356.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28360[13:MRR:107.0,28356.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 28362[13:MRR:28355.1,28358.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28364[13:MRR:190.0,28362.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28367[13:MRR:28354.1,28360.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28371[13:MRR:28364.0,28367.0] || -> . % 3.55/3.75 28372[13:Spt:28371.0,28353.1,28356.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 28373[13:Spt:28371.0,28353.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28374[13:MRR:195.0,28373.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28375[13:MRR:28355.0,28374.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 28378[13:MRR:106.0,28375.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 28380[13:MRR:28354.1,28378.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28382[13:MRR:191.0,191.1,28373.0,28380.0] || -> . % 3.55/3.75 28384[12:Spt:28382.0,28343.1,28347.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28385[12:Spt:28382.0,28343.0,28343.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.75 28386[13:Spt:28385.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 28387[13:MRR:179.1,28386.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28388[13:MRR:178.1,28386.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28389[13:MRR:180.1,28386.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28391[13:MRR:28346.0,28387.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 28392[13:MRR:28345.0,28388.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 28393[13:MRR:28344.0,28389.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.75 28394[14:Spt:28391.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28395[14:MRR:139.1,28394.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28397[14:MRR:134.0,28394.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28399[14:MRR:28393.0,28395.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 28401[14:MRR:107.0,28399.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 28405[14:MRR:28392.0,28397.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 28410[14:MRR:28401.0,28405.0] || -> . % 3.55/3.75 28411[14:Spt:28410.0,28391.0,28394.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28412[14:Spt:28410.0,28391.1] || -> pigeon_4_in_hole_4*. % 3.55/3.75 28413[14:MRR:111.1,28412.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 28414[14:MRR:28393.1,28413.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28415[14:MRR:135.0,28414.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28418[14:MRR:28392.0,28415.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 28422[14:MRR:106.0,106.1,28412.0,28418.0] || -> . % 3.55/3.75 28423[13:Spt:28422.0,28385.0,28386.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28424[13:Spt:28422.0,28385.1] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28425[13:MRR:96.1,28424.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 28426[13:MRR:28344.2,28425.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 28427[13:MRR:94.1,28424.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 28428[13:MRR:28345.2,28427.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.55/3.75 28429[13:MRR:95.1,28424.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28430[13:MRR:28346.2,28429.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 28433[14:Spt:28426.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28434[14:MRR:195.0,28433.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28435[14:MRR:191.0,28433.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28437[14:MRR:28430.0,28434.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28439[14:MRR:134.0,28437.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28442[14:MRR:28428.0,28435.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28446[14:MRR:28439.0,28442.0] || -> . % 3.55/3.75 28447[14:Spt:28446.0,28426.0,28433.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28448[14:Spt:28446.0,28426.1] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28449[14:MRR:139.0,28448.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28450[14:MRR:28430.1,28449.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28452[14:MRR:190.0,28450.0] || pigeon_3_in_hole_7* -> . % 3.55/3.75 28453[14:MRR:28428.0,28452.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28456[14:MRR:135.0,135.1,28448.0,28453.0] || -> . % 3.55/3.75 28457[11:Spt:28456.0,28331.3,28336.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 28458[11:Spt:28456.0,28331.0,28331.1,28331.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.75 28459[12:Spt:28458.0] || -> pigeon_7_in_hole_7*. % 3.55/3.75 28460[12:MRR:200.0,28459.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28461[12:MRR:197.0,28459.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28462[12:MRR:193.0,28459.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28463[12:MRR:182.0,28459.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28464[12:MRR:28333.0,28460.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 28465[12:MRR:28332.0,28461.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 28466[12:MRR:28334.0,28462.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 28467[12:MRR:28335.0,28463.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 28468[13:Spt:28464.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28469[13:MRR:139.0,28468.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28470[13:MRR:135.0,28468.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28473[13:MRR:124.0,28468.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28474[13:MRR:28465.0,28469.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 28475[13:MRR:28466.0,28470.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 28476[13:MRR:28467.0,28473.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 28477[14:Spt:28474.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 28479[14:MRR:106.0,28477.0] || pigeon_3_in_hole_4* -> . % 3.55/3.75 28480[14:MRR:95.0,28477.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 28483[14:MRR:28475.0,28479.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28484[14:MRR:38.0,28483.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28489[14:MRR:28476.0,28480.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28494[14:MRR:28484.0,28489.0] || -> . % 3.55/3.75 28495[14:Spt:28494.0,28474.0,28477.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28496[14:Spt:28494.0,28474.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28497[14:MRR:50.0,28496.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 28498[14:MRR:28475.1,28497.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 28500[14:MRR:94.0,28498.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 28503[14:MRR:28476.0,28500.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28504[14:MRR:39.0,39.1,28496.0,28503.0] || -> . % 3.55/3.75 28508[13:Spt:28504.0,28464.0,28468.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28509[13:Spt:28504.0,28464.1,28464.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 28510[14:Spt:28509.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 28511[14:MRR:111.0,28510.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 28512[14:MRR:107.0,28510.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 28513[14:MRR:96.0,28510.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 28516[14:MRR:28465.1,28511.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 28517[14:MRR:28466.1,28512.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 28518[14:MRR:28467.1,28513.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 28519[15:Spt:28516.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28521[15:MRR:134.0,28519.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28523[15:MRR:123.0,28519.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28524[15:MRR:28517.0,28521.0] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28529[15:MRR:38.0,28524.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28530[15:MRR:28518.0,28523.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28535[15:MRR:28529.0,28530.0] || -> . % 3.55/3.75 28536[15:Spt:28535.0,28516.0,28519.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28537[15:Spt:28535.0,28516.1] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28538[15:MRR:50.0,28537.0] || pigeon_3_in_hole_2* -> . % 3.55/3.75 28539[15:MRR:28517.1,28538.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28542[15:MRR:122.0,28539.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28543[15:MRR:28518.0,28542.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28547[15:MRR:39.0,39.1,28537.0,28543.0] || -> . % 3.55/3.75 28548[14:Spt:28547.0,28509.0,28510.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 28549[14:Spt:28547.0,28509.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28550[14:MRR:51.0,28549.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 28551[14:MRR:28466.2,28550.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.55/3.75 28552[14:MRR:40.0,28549.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28553[14:MRR:28467.2,28552.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.75 28554[14:MRR:55.0,28549.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 28555[14:MRR:28465.2,28554.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.55/3.75 28558[15:Spt:28551.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28559[15:MRR:134.1,28558.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28560[15:MRR:122.0,28558.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28563[15:MRR:28555.0,28559.0] || -> pigeon_4_in_hole_4*. % 3.55/3.75 28566[15:MRR:95.0,28563.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 28568[15:MRR:28553.0,28560.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28572[15:MRR:28566.0,28568.0] || -> . % 3.55/3.75 28573[15:Spt:28572.0,28551.0,28558.0] || pigeon_3_in_hole_5* -> . % 3.55/3.75 28574[15:Spt:28572.0,28551.1] || -> pigeon_3_in_hole_4*. % 3.55/3.75 28575[15:MRR:106.1,28574.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28576[15:MRR:28555.1,28575.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28577[15:MRR:123.0,28576.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28580[15:MRR:28553.0,28577.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28583[15:MRR:94.0,94.1,28574.0,28580.0] || -> . % 3.55/3.75 28584[12:Spt:28583.0,28458.0,28459.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.75 28585[12:Spt:28583.0,28458.1,28458.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.75 28586[13:Spt:28585.0] || -> pigeon_7_in_hole_5*. % 3.55/3.75 28587[13:MRR:137.0,28586.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28588[13:MRR:141.0,28586.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28589[13:MRR:126.0,28586.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28591[13:MRR:144.0,28586.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28592[13:MRR:28334.1,28587.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 28593[13:MRR:28332.1,28588.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 28594[13:MRR:28335.1,28589.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 28595[13:MRR:28333.1,28591.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 28596[14:Spt:28592.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28597[14:MRR:191.1,28596.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28598[14:MRR:190.1,28596.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28599[14:MRR:178.0,28596.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28600[14:MRR:28595.0,28597.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.55/3.75 28601[14:MRR:28593.0,28598.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.55/3.75 28602[14:MRR:28594.0,28599.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.55/3.75 28603[15:Spt:28600.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 28606[15:MRR:96.0,28603.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 28608[15:MRR:111.0,28603.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28609[15:MRR:28602.0,28606.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28614[15:MRR:39.1,28609.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 28615[15:MRR:28601.0,28608.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28620[15:MRR:28614.0,28615.0] || -> . % 3.55/3.75 28621[15:Spt:28620.0,28600.0,28603.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 28622[15:Spt:28620.0,28600.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28623[15:MRR:40.0,28622.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28624[15:MRR:28602.1,28623.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28627[15:MRR:95.1,28624.0] || pigeon_4_in_hole_4* -> . % 3.55/3.75 28629[15:MRR:28601.0,28627.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28632[15:MRR:55.0,55.1,28622.0,28629.0] || -> . % 3.55/3.75 28634[14:Spt:28632.0,28592.0,28596.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28635[14:Spt:28632.0,28592.1,28592.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.55/3.75 28636[15:Spt:28635.0] || -> pigeon_3_in_hole_4*. % 3.55/3.75 28637[15:MRR:107.1,28636.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 28638[15:MRR:94.0,28636.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 28641[15:MRR:106.1,28636.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 28642[15:MRR:28595.1,28637.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.55/3.75 28643[15:MRR:28594.1,28638.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.55/3.75 28644[15:MRR:28593.1,28641.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 28645[16:Spt:28642.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28646[16:MRR:195.0,28645.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28647[16:MRR:180.0,28645.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28648[16:MRR:28644.0,28646.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28649[16:MRR:39.0,28648.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28654[16:MRR:28643.0,28647.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28659[16:MRR:28649.0,28654.0] || -> . % 3.55/3.75 28660[16:Spt:28659.0,28642.0,28645.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28661[16:Spt:28659.0,28642.1] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28662[16:MRR:55.0,28661.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 28663[16:MRR:28644.1,28662.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28664[16:MRR:179.0,28663.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28665[16:MRR:28643.0,28664.0] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28669[16:MRR:40.0,40.1,28661.0,28665.0] || -> . % 3.55/3.75 28670[15:Spt:28669.0,28635.0,28636.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 28671[15:Spt:28669.0,28635.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28672[15:MRR:50.1,28671.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28673[15:MRR:28593.2,28672.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.55/3.75 28674[15:MRR:38.0,28671.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28675[15:MRR:28594.2,28674.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.75 28678[15:MRR:51.1,28671.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28679[15:MRR:28595.2,28678.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.55/3.75 28680[16:Spt:28673.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28681[16:MRR:195.1,28680.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28682[16:MRR:179.0,28680.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28683[16:MRR:28679.0,28681.0] || -> pigeon_5_in_hole_4*. % 3.55/3.75 28685[16:MRR:96.0,28683.0] || pigeon_1_in_hole_4* -> . % 3.55/3.75 28688[16:MRR:28675.0,28682.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28692[16:MRR:28685.0,28688.0] || -> . % 3.55/3.75 28693[16:Spt:28692.0,28673.0,28680.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28694[16:Spt:28692.0,28673.1] || -> pigeon_4_in_hole_4*. % 3.55/3.75 28695[16:MRR:111.1,28694.0] || pigeon_5_in_hole_4* -> . % 3.55/3.75 28696[16:MRR:28679.1,28695.0] || -> pigeon_5_in_hole_7*. % 3.55/3.75 28697[16:MRR:180.0,28696.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28698[16:MRR:28675.0,28697.0] || -> pigeon_1_in_hole_4*. % 3.55/3.75 28701[16:MRR:95.0,95.1,28694.0,28698.0] || -> . % 3.55/3.75 28702[13:Spt:28701.0,28585.0,28586.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.75 28703[13:Spt:28701.0,28585.1] || -> pigeon_7_in_hole_4*. % 3.55/3.75 28704[13:MRR:116.0,28703.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.75 28705[13:MRR:98.0,28703.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.75 28706[13:MRR:113.0,28703.0] || pigeon_4_in_hole_4*+ -> . % 3.55/3.75 28708[13:MRR:109.0,28703.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.75 28709[13:MRR:28334.2,28708.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 28710[13:MRR:28332.2,28706.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 28711[13:MRR:28335.2,28705.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 28712[13:MRR:28333.2,28704.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.75 28713[14:Spt:28709.0] || -> pigeon_3_in_hole_7*. % 3.55/3.75 28714[14:MRR:178.0,28713.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.75 28715[14:MRR:190.1,28713.0] || pigeon_4_in_hole_7*+ -> . % 3.55/3.75 28716[14:MRR:191.1,28713.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.75 28717[14:MRR:28711.0,28714.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.55/3.75 28718[14:MRR:28710.0,28715.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.55/3.75 28719[14:MRR:28712.0,28716.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.55/3.75 28720[15:Spt:28717.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 28722[15:MRR:123.1,28720.0] || pigeon_4_in_hole_5* -> . % 3.55/3.75 28724[15:MRR:124.1,28720.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28725[15:MRR:28718.0,28722.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28727[15:MRR:55.1,28725.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28731[15:MRR:28719.0,28724.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28736[15:MRR:28727.0,28731.0] || -> . % 3.55/3.75 28737[15:Spt:28736.0,28717.0,28720.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28738[15:Spt:28736.0,28717.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28739[15:MRR:39.1,28738.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 28740[15:MRR:28718.1,28739.0] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28743[15:MRR:139.1,28740.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28744[15:MRR:28719.0,28743.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28748[15:MRR:40.0,40.1,28744.0,28738.0] || -> . % 3.55/3.75 28749[14:Spt:28748.0,28709.0,28713.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.75 28750[14:Spt:28748.0,28709.1,28709.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.55/3.75 28751[15:Spt:28750.0] || -> pigeon_3_in_hole_5*. % 3.55/3.75 28752[15:MRR:122.0,28751.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.75 28753[15:MRR:134.1,28751.0] || pigeon_4_in_hole_5*+ -> . % 3.55/3.75 28755[15:MRR:135.1,28751.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.75 28756[15:MRR:28711.1,28752.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.55/3.75 28757[15:MRR:28710.1,28753.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.55/3.75 28758[15:MRR:28712.1,28755.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.55/3.75 28759[16:Spt:28756.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 28760[16:MRR:179.1,28759.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28761[16:MRR:180.1,28759.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28762[16:MRR:28757.0,28760.0] || -> pigeon_4_in_hole_2*. % 3.55/3.75 28766[16:MRR:55.1,28762.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28768[16:MRR:28758.0,28761.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28773[16:MRR:28766.0,28768.0] || -> . % 3.55/3.75 28774[16:Spt:28773.0,28756.0,28759.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28775[16:Spt:28773.0,28756.1] || -> pigeon_1_in_hole_2*. % 3.55/3.75 28776[16:MRR:39.1,28775.0] || pigeon_4_in_hole_2* -> . % 3.55/3.75 28777[16:MRR:28757.1,28776.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28778[16:MRR:195.1,28777.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28779[16:MRR:28758.0,28778.0] || -> pigeon_5_in_hole_2*. % 3.55/3.75 28780[16:MRR:40.0,40.1,28779.0,28775.0] || -> . % 3.55/3.75 28784[15:Spt:28780.0,28750.0,28751.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.75 28785[15:Spt:28780.0,28750.1] || -> pigeon_3_in_hole_2*. % 3.55/3.75 28786[15:MRR:50.1,28785.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28787[15:MRR:28710.2,28786.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.55/3.75 28788[15:MRR:51.1,28785.0] || pigeon_5_in_hole_2* -> . % 3.55/3.75 28789[15:MRR:28712.2,28788.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.55/3.75 28790[15:MRR:38.0,28785.0] || pigeon_1_in_hole_2* -> . % 3.55/3.75 28791[15:MRR:28711.2,28790.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.75 28794[16:Spt:28787.0] || -> pigeon_4_in_hole_7*. % 3.55/3.75 28795[16:MRR:179.0,28794.0] || pigeon_1_in_hole_7* -> . % 3.55/3.75 28796[16:MRR:195.1,28794.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28797[16:MRR:28791.0,28795.0] || -> pigeon_1_in_hole_5*. % 3.55/3.75 28798[16:MRR:124.1,28797.0] || pigeon_5_in_hole_5* -> . % 3.55/3.75 28801[16:MRR:28789.0,28796.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28804[16:MRR:28798.0,28801.0] || -> . % 3.55/3.75 28805[16:Spt:28804.0,28787.0,28794.0] || pigeon_4_in_hole_7* -> . % 3.55/3.75 28806[16:Spt:28804.0,28787.1] || -> pigeon_4_in_hole_5*. % 3.55/3.75 28807[16:MRR:123.0,28806.0] || pigeon_1_in_hole_5* -> . % 3.55/3.75 28808[16:MRR:28791.1,28807.0] || -> pigeon_1_in_hole_7*. % 3.55/3.75 28809[16:MRR:180.1,28808.0] || pigeon_5_in_hole_7* -> . % 3.55/3.75 28810[16:MRR:28789.0,28809.0] || -> pigeon_5_in_hole_5*. % 3.55/3.75 28812[16:MRR:139.0,139.1,28810.0,28806.0] || -> . % 3.55/3.75 28813[6:Spt:28812.0,26076.0,26077.0] || pigeon_6_in_hole_3*+ -> . % 3.55/3.75 28814[6:Spt:28812.0,26076.1,26076.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.55/3.75 28815[7:Spt:28814.0] || -> pigeon_6_in_hole_2*. % 3.55/3.75 28816[7:MRR:56.0,28815.0] || pigeon_4_in_hole_2*+ -> . % 3.55/3.75 28817[7:MRR:59.0,28815.0] || pigeon_5_in_hole_2*+ -> . % 3.55/3.75 28818[7:MRR:41.0,28815.0] || pigeon_1_in_hole_2*+ -> . % 3.55/3.75 28820[7:MRR:52.0,28815.0] || pigeon_3_in_hole_2*+ -> . % 3.55/3.75 28821[7:MRR:62.1,28815.0] || pigeon_7_in_hole_2*+ -> . % 3.55/3.75 28822[7:MRR:47.0,28815.0] || pigeon_2_in_hole_2*+ -> . % 3.55/3.75 28823[7:MRR:17316.4,28816.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.55/3.75 28824[7:MRR:17314.4,28817.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 28825[7:MRR:17315.4,28818.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 28826[7:MRR:17317.4,28820.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 28827[7:MRR:17318.4,28821.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 28828[7:MRR:17313.4,28822.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.76 28829[8:Spt:28823.4] || -> pigeon_4_in_hole_1*. % 3.55/3.76 28830[8:MRR:22.0,28829.0] || pigeon_3_in_hole_1*+ -> . % 3.55/3.76 28831[8:MRR:11.0,28829.0] || pigeon_1_in_hole_1*+ -> . % 3.55/3.76 28832[8:MRR:27.1,28829.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.76 28833[8:MRR:17.0,28829.0] || pigeon_2_in_hole_1*+ -> . % 3.55/3.76 28836[8:MRR:29.1,28829.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.76 28837[8:MRR:28826.4,28830.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.55/3.76 28838[8:MRR:28825.4,28831.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.76 28839[8:MRR:28824.4,28832.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.76 28840[8:MRR:28828.4,28833.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.76 28841[8:MRR:28827.4,28836.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 28842[9:Spt:28837.1] || -> pigeon_3_in_hole_5*. % 3.55/3.76 28843[9:MRR:135.1,28842.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 28846[9:MRR:122.0,28842.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 28847[9:MRR:137.1,28842.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 28848[9:MRR:128.0,28842.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.76 28849[9:MRR:28839.1,28843.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.76 28850[9:MRR:28838.1,28846.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.76 28851[9:MRR:28841.1,28847.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 28852[9:MRR:28840.1,28848.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.76 28853[10:Spt:28849.1] || -> pigeon_5_in_hole_4*. % 3.55/3.76 28854[10:MRR:116.1,28853.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.76 28857[10:MRR:96.0,28853.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.76 28859[10:MRR:102.0,28853.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.76 28860[10:MRR:28851.1,28854.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.55/3.76 28861[10:MRR:28850.1,28857.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.76 28862[10:MRR:28852.1,28859.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.55/3.76 28863[11:Spt:28860.1] || -> pigeon_7_in_hole_3*. % 3.55/3.76 28864[11:MRR:76.0,28863.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 28866[11:MRR:70.0,28863.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 28870[11:MRR:28862.1,28864.0] || -> pigeon_2_in_hole_7*. % 3.55/3.76 28873[11:MRR:177.0,28870.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 28876[11:MRR:28861.1,28866.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 28881[11:MRR:28873.0,28876.0] || -> . % 3.55/3.76 28882[11:Spt:28881.0,28860.1,28863.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 28883[11:Spt:28881.0,28860.0] || -> pigeon_7_in_hole_7*. % 3.55/3.76 28884[11:MRR:188.0,28883.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 28885[11:MRR:28862.0,28884.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 28887[11:MRR:65.0,28885.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 28891[11:MRR:28861.1,28887.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 28892[11:MRR:182.0,182.1,28883.0,28891.0] || -> . % 3.55/3.76 28896[10:Spt:28892.0,28849.1,28853.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.76 28897[10:Spt:28892.0,28849.0,28849.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.55/3.76 28898[11:Spt:28897.0] || -> pigeon_5_in_hole_7*. % 3.55/3.76 28899[11:MRR:186.0,28898.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.76 28900[11:MRR:180.0,28898.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.76 28901[11:MRR:200.1,28898.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.76 28904[11:MRR:28852.0,28899.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.76 28905[11:MRR:28850.0,28900.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.76 28906[11:MRR:28851.0,28901.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 28907[12:Spt:28904.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 28908[12:MRR:104.1,28907.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 28911[12:MRR:93.0,28907.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 28913[12:MRR:28906.0,28908.0] || -> pigeon_7_in_hole_3*. % 3.55/3.76 28917[12:MRR:70.0,28913.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 28920[12:MRR:28905.0,28911.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 28926[12:MRR:28917.0,28920.0] || -> . % 3.55/3.76 28927[12:Spt:28926.0,28904.0,28907.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 28928[12:Spt:28926.0,28904.1] || -> pigeon_2_in_hole_3*. % 3.55/3.76 28929[12:MRR:76.1,28928.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 28930[12:MRR:28906.1,28929.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 28931[12:MRR:98.0,28930.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 28935[12:MRR:28905.0,28931.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 28940[12:MRR:65.0,65.1,28928.0,28935.0] || -> . % 3.55/3.76 28941[11:Spt:28940.0,28897.0,28898.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.76 28942[11:Spt:28940.0,28897.1] || -> pigeon_5_in_hole_3*. % 3.55/3.76 28943[11:MRR:88.1,28942.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.76 28944[11:MRR:28851.2,28943.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.55/3.76 28945[11:MRR:68.0,28942.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 28946[11:MRR:28850.2,28945.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.76 28947[11:MRR:74.0,28942.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 28948[11:MRR:28852.2,28947.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.55/3.76 28952[12:Spt:28944.0] || -> pigeon_7_in_hole_7*. % 3.55/3.76 28953[12:MRR:188.0,28952.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 28954[12:MRR:182.0,28952.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 28957[12:MRR:28948.0,28953.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 28959[12:MRR:93.0,28957.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 28963[12:MRR:28946.0,28954.0] || -> pigeon_1_in_hole_4*. % 3.55/3.76 28968[12:MRR:28959.0,28963.0] || -> . % 3.55/3.76 28969[12:Spt:28968.0,28944.0,28952.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 28970[12:Spt:28968.0,28944.1] || -> pigeon_7_in_hole_4*. % 3.55/3.76 28971[12:MRR:104.0,28970.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 28972[12:MRR:28948.1,28971.0] || -> pigeon_2_in_hole_7*. % 3.55/3.76 28974[12:MRR:177.0,28972.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 28976[12:MRR:28946.0,28974.0] || -> pigeon_1_in_hole_4*. % 3.55/3.76 28980[12:MRR:98.0,98.1,28970.0,28976.0] || -> . % 3.55/3.76 28981[9:Spt:28980.0,28837.1,28842.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.76 28982[9:Spt:28980.0,28837.0,28837.2,28837.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.55/3.76 28983[10:Spt:28982.0] || -> pigeon_3_in_hole_7*. % 3.55/3.76 28984[10:MRR:193.1,28983.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.76 28985[10:MRR:184.0,28983.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.76 28986[10:MRR:178.0,28983.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.76 28988[10:MRR:191.1,28983.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.76 28989[10:MRR:28841.0,28984.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 28990[10:MRR:28840.0,28985.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.76 28991[10:MRR:28838.0,28986.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.76 28992[10:MRR:28839.0,28988.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.76 28993[11:Spt:28989.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 28994[11:MRR:144.0,28993.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 28997[11:MRR:126.0,28993.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 28998[11:MRR:132.0,28993.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.76 28999[11:MRR:28992.0,28994.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.76 29000[11:MRR:28991.0,28997.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.55/3.76 29001[11:MRR:28990.0,28998.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.55/3.76 29002[12:Spt:28999.0] || -> pigeon_5_in_hole_4*. % 3.55/3.76 29003[12:MRR:102.0,29002.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 29005[12:MRR:96.0,29002.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 29009[12:MRR:29001.0,29003.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29011[12:MRR:65.0,29009.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 29016[12:MRR:29000.0,29005.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29022[12:MRR:29011.0,29016.0] || -> . % 3.55/3.76 29023[12:Spt:29022.0,28999.0,29002.0] || pigeon_5_in_hole_4* -> . % 3.55/3.76 29024[12:Spt:29022.0,28999.1] || -> pigeon_5_in_hole_3*. % 3.55/3.76 29025[12:MRR:74.0,29024.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29026[12:MRR:29001.1,29025.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29030[12:MRR:93.0,29026.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 29032[12:MRR:29000.0,29030.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29036[12:MRR:68.0,68.1,29024.0,29032.0] || -> . % 3.55/3.76 29038[11:Spt:29036.0,28989.0,28993.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 29039[11:Spt:29036.0,28989.1,28989.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 29040[12:Spt:29039.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29041[12:MRR:116.0,29040.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.76 29042[12:MRR:104.0,29040.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.76 29044[12:MRR:98.0,29040.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.76 29047[12:MRR:28992.1,29041.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.76 29048[12:MRR:28990.1,29042.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.76 29049[12:MRR:28991.1,29044.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.76 29050[13:Spt:29047.0] || -> pigeon_5_in_hole_5*. % 3.55/3.76 29051[13:MRR:124.0,29050.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29054[13:MRR:130.0,29050.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29055[13:MRR:29049.0,29051.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29056[13:MRR:65.1,29055.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29062[13:MRR:29048.0,29054.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29068[13:MRR:29056.0,29062.0] || -> . % 3.55/3.76 29069[13:Spt:29068.0,29047.0,29050.0] || pigeon_5_in_hole_5* -> . % 3.55/3.76 29070[13:Spt:29068.0,29047.1] || -> pigeon_5_in_hole_3*. % 3.55/3.76 29071[13:MRR:68.0,29070.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 29072[13:MRR:29049.1,29071.0] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29075[13:MRR:121.1,29072.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29076[13:MRR:29048.0,29075.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29081[13:MRR:74.0,74.1,29070.0,29076.0] || -> . % 3.55/3.76 29082[12:Spt:29081.0,29039.0,29040.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.76 29083[12:Spt:29081.0,29039.1] || -> pigeon_7_in_hole_3*. % 3.55/3.76 29084[12:MRR:70.0,29083.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.76 29085[12:MRR:28991.2,29084.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.76 29086[12:MRR:76.0,29083.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29087[12:MRR:28990.2,29086.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.55/3.76 29091[12:MRR:88.0,29083.0] || pigeon_5_in_hole_3* -> . % 3.55/3.76 29092[12:MRR:28992.2,29091.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.76 29093[13:Spt:29085.0] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29094[13:MRR:124.1,29093.0] || pigeon_5_in_hole_5* -> . % 3.55/3.76 29095[13:MRR:121.1,29093.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29098[13:MRR:29092.0,29094.0] || -> pigeon_5_in_hole_4*. % 3.55/3.76 29103[13:MRR:102.0,29098.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 29104[13:MRR:29087.0,29095.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29109[13:MRR:29103.0,29104.0] || -> . % 3.55/3.76 29110[13:Spt:29109.0,29085.0,29093.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29111[13:Spt:29109.0,29085.1] || -> pigeon_1_in_hole_4*. % 3.55/3.76 29112[13:MRR:96.1,29111.0] || pigeon_5_in_hole_4* -> . % 3.55/3.76 29113[13:MRR:29092.1,29112.0] || -> pigeon_5_in_hole_5*. % 3.55/3.76 29114[13:MRR:130.0,29113.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29117[13:MRR:29087.0,29114.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29120[13:MRR:93.0,93.1,29117.0,29111.0] || -> . % 3.55/3.76 29122[10:Spt:29120.0,28982.0,28983.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.76 29123[10:Spt:29120.0,28982.1,28982.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.55/3.76 29124[11:Spt:29123.0] || -> pigeon_3_in_hole_4*. % 3.55/3.76 29125[11:MRR:107.1,29124.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.76 29126[11:MRR:100.0,29124.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.76 29129[11:MRR:94.0,29124.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.76 29130[11:MRR:109.1,29124.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.76 29131[11:MRR:28839.2,29125.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.76 29132[11:MRR:28840.2,29126.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.76 29133[11:MRR:28838.2,29129.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.76 29134[11:MRR:28841.2,29130.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.55/3.76 29135[12:Spt:29131.0] || -> pigeon_5_in_hole_7*. % 3.55/3.76 29136[12:MRR:200.1,29135.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.76 29137[12:MRR:186.0,29135.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.76 29138[12:MRR:180.0,29135.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.76 29140[12:MRR:29134.0,29136.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.55/3.76 29141[12:MRR:29132.0,29137.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.55/3.76 29142[12:MRR:29133.0,29138.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.55/3.76 29143[13:Spt:29140.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29144[13:MRR:132.0,29143.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29145[13:MRR:126.0,29143.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29149[13:MRR:29141.0,29144.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29150[13:MRR:65.0,29149.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 29156[13:MRR:29142.0,29145.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29162[13:MRR:29150.0,29156.0] || -> . % 3.55/3.76 29163[13:Spt:29162.0,29140.0,29143.0] || pigeon_7_in_hole_5* -> . % 3.55/3.76 29164[13:Spt:29162.0,29140.1] || -> pigeon_7_in_hole_3*. % 3.55/3.76 29165[13:MRR:76.0,29164.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29166[13:MRR:29141.1,29165.0] || -> pigeon_2_in_hole_5*. % 3.55/3.76 29167[13:MRR:121.0,29166.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29171[13:MRR:29142.0,29167.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29176[13:MRR:70.0,70.1,29164.0,29171.0] || -> . % 3.55/3.76 29177[12:Spt:29176.0,29131.0,29135.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.76 29178[12:Spt:29176.0,29131.1,29131.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.55/3.76 29179[13:Spt:29178.0] || -> pigeon_5_in_hole_5*. % 3.55/3.76 29180[13:MRR:144.1,29179.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 29181[13:MRR:130.0,29179.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.76 29182[13:MRR:124.0,29179.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 29185[13:MRR:29134.1,29180.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.55/3.76 29186[13:MRR:29132.1,29181.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.55/3.76 29187[13:MRR:29133.1,29182.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.55/3.76 29188[14:Spt:29185.0] || -> pigeon_7_in_hole_7*. % 3.55/3.76 29190[14:MRR:182.0,29188.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 29191[14:MRR:188.0,29188.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29192[14:MRR:29187.0,29190.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29193[14:MRR:65.1,29192.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29199[14:MRR:29186.0,29191.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29205[14:MRR:29193.0,29199.0] || -> . % 3.55/3.76 29206[14:Spt:29205.0,29185.0,29188.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29207[14:Spt:29205.0,29185.1] || -> pigeon_7_in_hole_3*. % 3.55/3.76 29208[14:MRR:70.0,29207.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 29209[14:MRR:29187.1,29208.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 29211[14:MRR:177.1,29209.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29212[14:MRR:29186.0,29211.0] || -> pigeon_2_in_hole_3*. % 3.55/3.76 29217[14:MRR:76.0,76.1,29207.0,29212.0] || -> . % 3.55/3.76 29218[13:Spt:29217.0,29178.0,29179.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 29219[13:Spt:29217.0,29178.1] || -> pigeon_5_in_hole_3*. % 3.55/3.76 29220[13:MRR:68.0,29219.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.76 29221[13:MRR:29133.2,29220.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.76 29222[13:MRR:74.0,29219.0] || pigeon_2_in_hole_3* -> . % 3.55/3.76 29223[13:MRR:29132.2,29222.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.76 29227[13:MRR:88.1,29219.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 29228[13:MRR:29134.2,29227.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.55/3.76 29229[14:Spt:29221.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 29230[14:MRR:182.1,29229.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29231[14:MRR:177.1,29229.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29233[14:MRR:29228.0,29230.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29237[14:MRR:132.0,29233.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29238[14:MRR:29223.0,29231.0] || -> pigeon_2_in_hole_5*. % 3.55/3.76 29242[14:MRR:29237.0,29238.0] || -> . % 3.55/3.76 29243[14:Spt:29242.0,29221.0,29229.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 29244[14:Spt:29242.0,29221.1] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29245[14:MRR:126.1,29244.0] || pigeon_7_in_hole_5* -> . % 3.55/3.76 29246[14:MRR:29228.1,29245.0] || -> pigeon_7_in_hole_7*. % 3.55/3.76 29247[14:MRR:188.0,29246.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29249[14:MRR:29223.0,29247.0] || -> pigeon_2_in_hole_5*. % 3.55/3.76 29250[14:MRR:121.0,121.1,29249.0,29244.0] || -> . % 3.55/3.76 29253[11:Spt:29250.0,29123.0,29124.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.76 29254[11:Spt:29250.0,29123.1] || -> pigeon_3_in_hole_3*. % 3.55/3.76 29255[11:MRR:66.0,29254.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.76 29256[11:MRR:72.0,29254.0] || pigeon_2_in_hole_3*+ -> . % 3.55/3.76 29258[11:MRR:79.1,29254.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.76 29259[11:MRR:81.1,29254.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.76 29261[11:MRR:28839.3,29258.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.76 29262[11:MRR:28840.3,29256.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.55/3.76 29263[11:MRR:28838.3,29255.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.76 29264[11:MRR:28841.3,29259.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.76 29265[12:Spt:29261.0] || -> pigeon_5_in_hole_7*. % 3.55/3.76 29267[12:MRR:180.0,29265.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.76 29268[12:MRR:186.0,29265.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.76 29269[12:MRR:200.1,29265.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.76 29270[12:MRR:29263.0,29267.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.55/3.76 29271[12:MRR:29262.0,29268.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.55/3.76 29272[12:MRR:29264.0,29269.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.55/3.76 29273[13:Spt:29270.0] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29274[13:MRR:126.1,29273.0] || pigeon_7_in_hole_5* -> . % 3.55/3.76 29275[13:MRR:121.1,29273.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29279[13:MRR:29272.0,29274.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29281[13:MRR:104.0,29279.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 29285[13:MRR:29271.0,29275.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29290[13:MRR:29281.0,29285.0] || -> . % 3.55/3.76 29291[13:Spt:29290.0,29270.0,29273.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29292[13:Spt:29290.0,29270.1] || -> pigeon_1_in_hole_4*. % 3.55/3.76 29293[13:MRR:98.1,29292.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 29294[13:MRR:29272.1,29293.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29295[13:MRR:132.0,29294.0] || pigeon_2_in_hole_5* -> . % 3.55/3.76 29299[13:MRR:29271.0,29295.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29300[13:MRR:93.0,93.1,29299.0,29292.0] || -> . % 3.55/3.76 29304[12:Spt:29300.0,29261.0,29265.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.76 29305[12:Spt:29300.0,29261.1,29261.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.55/3.76 29306[13:Spt:29305.0] || -> pigeon_5_in_hole_5*. % 3.55/3.76 29307[13:MRR:124.0,29306.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 29308[13:MRR:144.1,29306.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 29309[13:MRR:130.0,29306.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.76 29312[13:MRR:29263.1,29307.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.55/3.76 29313[13:MRR:29264.1,29308.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.55/3.76 29314[13:MRR:29262.1,29309.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.55/3.76 29315[14:Spt:29312.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 29317[14:MRR:177.1,29315.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29318[14:MRR:182.1,29315.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29319[14:MRR:29314.0,29317.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29320[14:MRR:104.1,29319.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 29325[14:MRR:29313.0,29318.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29330[14:MRR:29320.0,29325.0] || -> . % 3.55/3.76 29331[14:Spt:29330.0,29312.0,29315.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 29332[14:Spt:29330.0,29312.1] || -> pigeon_1_in_hole_4*. % 3.55/3.76 29333[14:MRR:93.1,29332.0] || pigeon_2_in_hole_4* -> . % 3.55/3.76 29334[14:MRR:29314.1,29333.0] || -> pigeon_2_in_hole_7*. % 3.55/3.76 29336[14:MRR:188.1,29334.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29337[14:MRR:29313.0,29336.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29341[14:MRR:98.0,98.1,29337.0,29332.0] || -> . % 3.55/3.76 29342[13:Spt:29341.0,29305.0,29306.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 29343[13:Spt:29341.0,29305.1] || -> pigeon_5_in_hole_4*. % 3.55/3.76 29344[13:MRR:102.0,29343.0] || pigeon_2_in_hole_4*+ -> . % 3.55/3.76 29345[13:MRR:29262.2,29344.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.55/3.76 29346[13:MRR:116.1,29343.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 29347[13:MRR:29264.2,29346.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.55/3.76 29348[13:MRR:96.0,29343.0] || pigeon_1_in_hole_4* -> . % 3.55/3.76 29349[13:MRR:29263.2,29348.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.55/3.76 29352[14:Spt:29345.0] || -> pigeon_2_in_hole_7*. % 3.55/3.76 29353[14:MRR:177.0,29352.0] || pigeon_1_in_hole_7* -> . % 3.55/3.76 29354[14:MRR:188.1,29352.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29356[14:MRR:29349.0,29353.0] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29360[14:MRR:126.1,29356.0] || pigeon_7_in_hole_5* -> . % 3.55/3.76 29361[14:MRR:29347.0,29354.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29365[14:MRR:29360.0,29361.0] || -> . % 3.55/3.76 29366[14:Spt:29365.0,29345.0,29352.0] || pigeon_2_in_hole_7* -> . % 3.55/3.76 29367[14:Spt:29365.0,29345.1] || -> pigeon_2_in_hole_5*. % 3.55/3.76 29368[14:MRR:121.0,29367.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29369[14:MRR:29349.1,29368.0] || -> pigeon_1_in_hole_7*. % 3.55/3.76 29370[14:MRR:182.1,29369.0] || pigeon_7_in_hole_7* -> . % 3.55/3.76 29372[14:MRR:29347.0,29370.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29373[14:MRR:132.0,132.1,29372.0,29367.0] || -> . % 3.55/3.76 29376[8:Spt:29373.0,28823.4,28829.0] || pigeon_4_in_hole_1*+ -> . % 3.55/3.76 29377[8:Spt:29373.0,28823.0,28823.1,28823.2,28823.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.55/3.76 29378[9:Spt:29377.0] || -> pigeon_4_in_hole_7*. % 3.55/3.76 29379[9:MRR:185.0,29378.0] || pigeon_2_in_hole_7*+ -> . % 3.55/3.76 29380[9:MRR:179.0,29378.0] || pigeon_1_in_hole_7*+ -> . % 3.55/3.76 29381[9:MRR:197.1,29378.0] || pigeon_7_in_hole_7*+ -> . % 3.55/3.76 29382[9:MRR:195.1,29378.0] || pigeon_5_in_hole_7*+ -> . % 3.55/3.76 29383[9:MRR:190.0,29378.0] || pigeon_3_in_hole_7*+ -> . % 3.55/3.76 29384[9:MRR:28828.0,29379.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.76 29385[9:MRR:28825.0,29380.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 29386[9:MRR:28827.0,29381.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 29387[9:MRR:28824.0,29382.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 29388[9:MRR:28826.0,29383.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 29389[10:Spt:29384.0] || -> pigeon_2_in_hole_5*. % 3.55/3.76 29390[10:MRR:121.0,29389.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 29391[10:MRR:132.1,29389.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 29394[10:MRR:130.1,29389.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 29395[10:MRR:128.1,29389.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.76 29396[10:MRR:29385.0,29390.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 29397[10:MRR:29386.0,29391.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 29398[10:MRR:29387.0,29394.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 29399[10:MRR:29388.0,29395.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 29400[11:Spt:29396.0] || -> pigeon_1_in_hole_4*. % 3.55/3.76 29402[11:MRR:98.1,29400.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.76 29403[11:MRR:96.1,29400.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.76 29406[11:MRR:94.1,29400.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.76 29407[11:MRR:29397.0,29402.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 29408[11:MRR:29398.0,29403.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 29409[11:MRR:29399.0,29406.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 29410[12:Spt:29407.0] || -> pigeon_7_in_hole_3*. % 3.55/3.76 29414[12:MRR:81.0,29410.0] || pigeon_3_in_hole_3* -> . % 3.55/3.76 29416[12:MRR:88.0,29410.0] || pigeon_5_in_hole_3* -> . % 3.55/3.76 29417[12:MRR:29409.0,29414.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29419[12:MRR:23.1,29417.0] || pigeon_5_in_hole_1* -> . % 3.55/3.76 29424[12:MRR:29408.0,29416.0] || -> pigeon_5_in_hole_1*. % 3.55/3.76 29430[12:MRR:29419.0,29424.0] || -> . % 3.55/3.76 29431[12:Spt:29430.0,29407.0,29410.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 29432[12:Spt:29430.0,29407.1] || -> pigeon_7_in_hole_1*. % 3.55/3.76 29433[12:MRR:25.0,29432.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29434[12:MRR:29409.1,29433.0] || -> pigeon_3_in_hole_3*. % 3.55/3.76 29438[12:MRR:79.1,29434.0] || pigeon_5_in_hole_3* -> . % 3.55/3.76 29440[12:MRR:29408.0,29438.0] || -> pigeon_5_in_hole_1*. % 3.55/3.76 29441[12:MRR:32.0,32.1,29432.0,29440.0] || -> . % 3.55/3.76 29446[11:Spt:29441.0,29396.0,29400.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.76 29447[11:Spt:29441.0,29396.1,29396.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 29448[12:Spt:29447.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29449[12:MRR:70.1,29448.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.76 29450[12:MRR:66.1,29448.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.76 29451[12:MRR:68.1,29448.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.76 29455[12:MRR:29397.1,29449.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.55/3.76 29456[12:MRR:29399.1,29450.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.55/3.76 29457[12:MRR:29398.1,29451.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.55/3.76 29458[13:Spt:29455.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29460[13:MRR:116.0,29458.0] || pigeon_5_in_hole_4* -> . % 3.55/3.76 29463[13:MRR:109.0,29458.0] || pigeon_3_in_hole_4* -> . % 3.55/3.76 29464[13:MRR:29457.0,29460.0] || -> pigeon_5_in_hole_1*. % 3.55/3.76 29465[13:MRR:23.0,29464.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29471[13:MRR:29456.0,29463.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29477[13:MRR:29465.0,29471.0] || -> . % 3.55/3.76 29478[13:Spt:29477.0,29455.0,29458.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 29479[13:Spt:29477.0,29455.1] || -> pigeon_7_in_hole_1*. % 3.55/3.76 29480[13:MRR:32.0,29479.0] || pigeon_5_in_hole_1* -> . % 3.55/3.76 29481[13:MRR:29457.1,29480.0] || -> pigeon_5_in_hole_4*. % 3.55/3.76 29485[13:MRR:107.0,29481.0] || pigeon_3_in_hole_4* -> . % 3.55/3.76 29486[13:MRR:29456.0,29485.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29491[13:MRR:25.0,25.1,29479.0,29486.0] || -> . % 3.55/3.76 29492[12:Spt:29491.0,29447.0,29448.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.76 29493[12:Spt:29491.0,29447.1] || -> pigeon_1_in_hole_1*. % 3.55/3.76 29494[12:MRR:12.1,29493.0] || pigeon_5_in_hole_1*+ -> . % 3.55/3.76 29495[12:MRR:29398.2,29494.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.55/3.76 29496[12:MRR:10.1,29493.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29497[12:MRR:29399.2,29496.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.55/3.76 29498[12:MRR:14.1,29493.0] || pigeon_7_in_hole_1* -> . % 3.55/3.76 29499[12:MRR:29397.2,29498.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.55/3.76 29503[13:Spt:29495.0] || -> pigeon_5_in_hole_4*. % 3.55/3.76 29504[13:MRR:116.1,29503.0] || pigeon_7_in_hole_4* -> . % 3.55/3.76 29505[13:MRR:107.0,29503.0] || pigeon_3_in_hole_4* -> . % 3.55/3.76 29509[13:MRR:29499.0,29504.0] || -> pigeon_7_in_hole_3*. % 3.55/3.76 29512[13:MRR:81.0,29509.0] || pigeon_3_in_hole_3* -> . % 3.55/3.76 29515[13:MRR:29497.0,29505.0] || -> pigeon_3_in_hole_3*. % 3.55/3.76 29520[13:MRR:29512.0,29515.0] || -> . % 3.55/3.76 29521[13:Spt:29520.0,29495.0,29503.0] || pigeon_5_in_hole_4* -> . % 3.55/3.76 29522[13:Spt:29520.0,29495.1] || -> pigeon_5_in_hole_3*. % 3.55/3.76 29523[13:MRR:88.1,29522.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 29524[13:MRR:29499.1,29523.0] || -> pigeon_7_in_hole_4*. % 3.55/3.76 29525[13:MRR:109.0,29524.0] || pigeon_3_in_hole_4* -> . % 3.55/3.76 29529[13:MRR:29497.0,29525.0] || -> pigeon_3_in_hole_3*. % 3.55/3.76 29532[13:MRR:79.0,79.1,29522.0,29529.0] || -> . % 3.55/3.76 29534[10:Spt:29532.0,29384.0,29389.0] || pigeon_2_in_hole_5*+ -> . % 3.55/3.76 29535[10:Spt:29532.0,29384.1,29384.2,29384.3] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.55/3.76 29536[11:Spt:29535.0] || -> pigeon_2_in_hole_4*. % 3.55/3.76 29537[11:MRR:102.1,29536.0] || pigeon_5_in_hole_4*+ -> . % 3.55/3.76 29538[11:MRR:104.1,29536.0] || pigeon_7_in_hole_4*+ -> . % 3.55/3.76 29539[11:MRR:100.1,29536.0] || pigeon_3_in_hole_4*+ -> . % 3.55/3.76 29542[11:MRR:93.0,29536.0] || pigeon_1_in_hole_4*+ -> . % 3.55/3.76 29543[11:MRR:29387.1,29537.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 29544[11:MRR:29386.1,29538.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 29545[11:MRR:29388.1,29539.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 29546[11:MRR:29385.1,29542.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 29547[12:Spt:29543.0] || -> pigeon_5_in_hole_5*. % 3.55/3.76 29548[12:MRR:124.0,29547.0] || pigeon_1_in_hole_5*+ -> . % 3.55/3.76 29549[12:MRR:144.1,29547.0] || pigeon_7_in_hole_5*+ -> . % 3.55/3.76 29552[12:MRR:135.0,29547.0] || pigeon_3_in_hole_5*+ -> . % 3.55/3.76 29553[12:MRR:29546.0,29548.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.55/3.76 29554[12:MRR:29544.0,29549.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.55/3.76 29555[12:MRR:29545.0,29552.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.55/3.76 29556[13:Spt:29553.0] || -> pigeon_1_in_hole_3*. % 3.55/3.76 29561[13:MRR:66.1,29556.0] || pigeon_3_in_hole_3* -> . % 3.55/3.76 29562[13:MRR:70.1,29556.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 29563[13:MRR:29555.0,29561.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29569[13:MRR:25.1,29563.0] || pigeon_7_in_hole_1* -> . % 3.55/3.76 29570[13:MRR:29554.0,29562.0] || -> pigeon_7_in_hole_1*. % 3.55/3.76 29576[13:MRR:29569.0,29570.0] || -> . % 3.55/3.76 29577[13:Spt:29576.0,29553.0,29556.0] || pigeon_1_in_hole_3* -> . % 3.55/3.76 29578[13:Spt:29576.0,29553.1] || -> pigeon_1_in_hole_1*. % 3.55/3.76 29579[13:MRR:10.1,29578.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29580[13:MRR:29555.1,29579.0] || -> pigeon_3_in_hole_3*. % 3.55/3.76 29585[13:MRR:81.1,29580.0] || pigeon_7_in_hole_3* -> . % 3.55/3.76 29586[13:MRR:29554.0,29585.0] || -> pigeon_7_in_hole_1*. % 3.55/3.76 29590[13:MRR:14.0,14.1,29586.0,29578.0] || -> . % 3.55/3.76 29592[12:Spt:29590.0,29543.0,29547.0] || pigeon_5_in_hole_5*+ -> . % 3.55/3.76 29593[12:Spt:29590.0,29543.1,29543.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.55/3.76 29594[13:Spt:29593.0] || -> pigeon_5_in_hole_3*. % 3.55/3.76 29595[13:MRR:68.0,29594.0] || pigeon_1_in_hole_3*+ -> . % 3.55/3.76 29596[13:MRR:79.0,29594.0] || pigeon_3_in_hole_3*+ -> . % 3.55/3.76 29600[13:MRR:88.1,29594.0] || pigeon_7_in_hole_3*+ -> . % 3.55/3.76 29601[13:MRR:29546.1,29595.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.55/3.76 29602[13:MRR:29545.1,29596.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.55/3.76 29603[13:MRR:29544.1,29600.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.55/3.76 29604[14:Spt:29601.0] || -> pigeon_1_in_hole_5*. % 3.55/3.76 29605[14:MRR:126.1,29604.0] || pigeon_7_in_hole_5* -> . % 3.55/3.76 29608[14:MRR:122.1,29604.0] || pigeon_3_in_hole_5* -> . % 3.55/3.76 29609[14:MRR:29603.0,29605.0] || -> pigeon_7_in_hole_1*. % 3.55/3.76 29610[14:MRR:25.0,29609.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29616[14:MRR:29602.0,29608.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29622[14:MRR:29610.0,29616.0] || -> . % 3.55/3.76 29623[14:Spt:29622.0,29601.0,29604.0] || pigeon_1_in_hole_5* -> . % 3.55/3.76 29624[14:Spt:29622.0,29601.1] || -> pigeon_1_in_hole_1*. % 3.55/3.76 29625[14:MRR:14.1,29624.0] || pigeon_7_in_hole_1* -> . % 3.55/3.76 29626[14:MRR:29603.1,29625.0] || -> pigeon_7_in_hole_5*. % 3.55/3.76 29629[14:MRR:137.0,29626.0] || pigeon_3_in_hole_5* -> . % 3.55/3.76 29630[14:MRR:29602.0,29629.0] || -> pigeon_3_in_hole_1*. % 3.55/3.76 29635[14:MRR:10.0,10.1,29630.0,29624.0] || -> . % 3.55/3.76 29636[13:Spt:29635.0,29593.0,29594.0] || pigeon_5_in_hole_3*+ -> . % 3.55/3.76 29637[13:Spt:29635.0,29593.1] || -> pigeon_5_in_hole_1*. % 3.55/3.76 29638[13:MRR:32.1,29637.0] || pigeon_7_in_hole_1*+ -> . % 3.55/3.76 29639[13:MRR:29544.2,29638.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.55/3.76 29640[13:MRR:23.0,29637.0] || pigeon_3_in_hole_1* -> . % 3.55/3.76 29641[13:MRR:29545.2,29640.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.55/3.76 29645[13:MRR:12.0,29637.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 29646[13:MRR:29546.2,29645.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 29647[14:Spt:29639.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 29648[14:MRR:126.0,29647.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 29649[14:MRR:137.0,29647.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29652[14:MRR:29646.0,29648.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 29654[14:MRR:66.1,29652.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 29658[14:MRR:29641.0,29649.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 29663[14:MRR:29654.0,29658.0] || -> . % 3.57/3.76 29664[14:Spt:29663.0,29639.0,29647.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29665[14:Spt:29663.0,29639.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 29666[14:MRR:70.0,29665.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 29667[14:MRR:29646.1,29666.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 29668[14:MRR:122.1,29667.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29671[14:MRR:29641.0,29668.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 29675[14:MRR:81.0,81.1,29665.0,29671.0] || -> . % 3.57/3.76 29676[11:Spt:29675.0,29535.0,29536.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 29677[11:Spt:29675.0,29535.1,29535.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 29678[12:Spt:29677.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 29679[12:MRR:65.0,29678.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 29680[12:MRR:72.1,29678.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 29681[12:MRR:76.1,29678.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 29684[12:MRR:74.1,29678.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 29685[12:MRR:29385.2,29679.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 29686[12:MRR:29388.2,29680.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 29687[12:MRR:29386.2,29681.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 29688[12:MRR:29387.2,29684.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 29689[13:Spt:29685.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 29690[13:MRR:126.1,29689.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 29693[13:MRR:122.1,29689.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 29694[13:MRR:124.1,29689.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 29695[13:MRR:29687.0,29690.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 29696[13:MRR:29686.0,29693.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 29697[13:MRR:29688.0,29694.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 29698[14:Spt:29695.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 29699[14:MRR:116.0,29698.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 29702[14:MRR:109.0,29698.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 29704[14:MRR:29697.0,29699.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 29706[14:MRR:23.0,29704.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 29711[14:MRR:29696.0,29702.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 29717[14:MRR:29706.0,29711.0] || -> . % 3.57/3.76 29718[14:Spt:29717.0,29695.0,29698.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 29719[14:Spt:29717.0,29695.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 29720[14:MRR:32.0,29719.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 29721[14:MRR:29697.1,29720.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 29724[14:MRR:107.0,29721.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 29726[14:MRR:29696.0,29724.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 29731[14:MRR:25.0,25.1,29719.0,29726.0] || -> . % 3.57/3.76 29732[13:Spt:29731.0,29685.0,29689.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 29733[13:Spt:29731.0,29685.1,29685.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 29734[14:Spt:29733.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 29735[14:MRR:98.1,29734.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 29736[14:MRR:96.1,29734.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 29739[14:MRR:94.1,29734.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 29740[14:MRR:29687.1,29735.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 29741[14:MRR:29688.1,29736.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 29742[14:MRR:29686.1,29739.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 29743[15:Spt:29740.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 29746[15:MRR:137.0,29743.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29747[15:MRR:144.0,29743.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29748[15:MRR:29742.0,29746.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 29749[15:MRR:23.1,29748.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 29755[15:MRR:29741.0,29747.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 29761[15:MRR:29749.0,29755.0] || -> . % 3.57/3.76 29762[15:Spt:29761.0,29740.0,29743.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29763[15:Spt:29761.0,29740.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 29764[15:MRR:25.0,29763.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 29765[15:MRR:29742.1,29764.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 29768[15:MRR:135.1,29765.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29769[15:MRR:29741.0,29768.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 29774[15:MRR:32.0,32.1,29763.0,29769.0] || -> . % 3.57/3.76 29775[14:Spt:29774.0,29733.0,29734.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 29776[14:Spt:29774.0,29733.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 29777[14:MRR:10.1,29776.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 29778[14:MRR:29686.2,29777.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 29779[14:MRR:12.1,29776.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 29780[14:MRR:29688.2,29779.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 29781[14:MRR:14.1,29776.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 29782[14:MRR:29687.2,29781.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 29786[15:Spt:29778.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 29787[15:MRR:137.1,29786.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29788[15:MRR:135.1,29786.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29791[15:MRR:29782.0,29787.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 29795[15:MRR:116.0,29791.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 29796[15:MRR:29780.0,29788.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 29800[15:MRR:29795.0,29796.0] || -> . % 3.57/3.76 29801[15:Spt:29800.0,29778.0,29786.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29802[15:Spt:29800.0,29778.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 29803[15:MRR:109.1,29802.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 29804[15:MRR:29782.1,29803.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 29805[15:MRR:144.0,29804.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29808[15:MRR:29780.0,29805.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 29811[15:MRR:107.0,107.1,29808.0,29802.0] || -> . % 3.57/3.76 29812[12:Spt:29811.0,29677.0,29678.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 29813[12:Spt:29811.0,29677.1] || -> pigeon_2_in_hole_1*. % 3.57/3.76 29814[12:MRR:16.1,29813.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 29815[12:MRR:18.1,29813.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 29816[12:MRR:9.0,29813.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 29819[12:MRR:20.1,29813.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 29820[12:MRR:29385.3,29816.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 29821[12:MRR:29388.3,29814.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 29822[12:MRR:29386.3,29819.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 29823[12:MRR:29387.3,29815.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 29824[13:Spt:29820.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 29825[13:MRR:124.1,29824.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 29826[13:MRR:122.1,29824.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 29829[13:MRR:126.1,29824.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 29830[13:MRR:29823.0,29825.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 29831[13:MRR:29821.0,29826.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 29832[13:MRR:29822.0,29829.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 29833[14:Spt:29830.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 29834[14:MRR:116.1,29833.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 29837[14:MRR:107.0,29833.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 29839[14:MRR:29832.0,29834.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 29841[14:MRR:81.0,29839.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 29845[14:MRR:29831.0,29837.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 29850[14:MRR:29841.0,29845.0] || -> . % 3.57/3.76 29851[14:Spt:29850.0,29830.0,29833.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 29852[14:Spt:29850.0,29830.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 29853[14:MRR:88.1,29852.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 29854[14:MRR:29832.1,29853.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 29855[14:MRR:109.0,29854.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 29859[14:MRR:29831.0,29855.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 29860[14:MRR:79.0,79.1,29852.0,29859.0] || -> . % 3.57/3.76 29864[13:Spt:29860.0,29820.0,29824.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 29865[13:Spt:29860.0,29820.1,29820.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 29866[14:Spt:29865.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 29867[14:MRR:96.1,29866.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 29868[14:MRR:98.1,29866.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 29871[14:MRR:94.1,29866.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 29872[14:MRR:29823.1,29867.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 29873[14:MRR:29822.1,29868.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 29874[14:MRR:29821.1,29871.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 29875[15:Spt:29872.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 29876[15:MRR:135.0,29875.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29877[15:MRR:144.1,29875.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29880[15:MRR:29874.0,29876.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 29881[15:MRR:81.1,29880.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 29886[15:MRR:29873.0,29877.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 29891[15:MRR:29881.0,29886.0] || -> . % 3.57/3.76 29892[15:Spt:29891.0,29872.0,29875.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29893[15:Spt:29891.0,29872.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 29894[15:MRR:79.0,29893.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 29895[15:MRR:29874.1,29894.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 29898[15:MRR:137.1,29895.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29899[15:MRR:29873.0,29898.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 29903[15:MRR:88.0,88.1,29899.0,29893.0] || -> . % 3.57/3.76 29904[14:Spt:29903.0,29865.0,29866.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 29905[14:Spt:29903.0,29865.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 29906[14:MRR:66.1,29905.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 29907[14:MRR:29821.2,29906.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 29908[14:MRR:70.1,29905.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 29909[14:MRR:29822.2,29908.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 29910[14:MRR:68.1,29905.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 29911[14:MRR:29823.2,29910.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 29914[15:Spt:29907.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 29915[15:MRR:135.1,29914.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 29916[15:MRR:137.1,29914.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29919[15:MRR:29911.0,29915.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 29923[15:MRR:116.1,29919.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 29924[15:MRR:29909.0,29916.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 29928[15:MRR:29923.0,29924.0] || -> . % 3.57/3.76 29929[15:Spt:29928.0,29907.0,29914.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 29930[15:Spt:29928.0,29907.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 29931[15:MRR:107.1,29930.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 29932[15:MRR:29911.1,29931.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 29935[15:MRR:144.1,29932.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 29936[15:MRR:29909.0,29935.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 29937[15:MRR:109.0,109.1,29936.0,29930.0] || -> . % 3.57/3.76 29940[9:Spt:29937.0,29377.0,29378.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.76 29941[9:Spt:29937.0,29377.1,29377.2,29377.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.76 29942[10:Spt:29941.0] || -> pigeon_4_in_hole_5*. % 3.57/3.76 29943[10:MRR:134.0,29942.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 29944[10:MRR:139.1,29942.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 29945[10:MRR:141.1,29942.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 29947[10:MRR:123.0,29942.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 29948[10:MRR:129.0,29942.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 29949[10:MRR:28826.1,29943.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 29950[10:MRR:28824.1,29944.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 29951[10:MRR:28827.1,29945.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 29952[10:MRR:28825.1,29947.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 29953[10:MRR:28828.1,29948.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 29954[11:Spt:29949.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 29955[11:MRR:107.1,29954.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 29956[11:MRR:109.1,29954.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 29959[11:MRR:94.0,29954.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 29960[11:MRR:100.0,29954.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 29961[11:MRR:29950.1,29955.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 29962[11:MRR:29951.1,29956.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 29963[11:MRR:29952.1,29959.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 29964[11:MRR:29953.1,29960.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 29965[12:Spt:29961.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 29967[12:MRR:88.1,29965.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 29968[12:MRR:68.0,29965.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 29971[12:MRR:74.0,29965.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 29972[12:MRR:29962.1,29967.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 29973[12:MRR:29963.1,29968.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.76 29974[12:MRR:29964.1,29971.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.76 29975[13:Spt:29972.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 29978[13:MRR:14.0,29975.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 29981[13:MRR:20.0,29975.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 29982[13:MRR:29973.1,29978.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 29983[13:MRR:177.1,29982.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 29987[13:MRR:29974.1,29981.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 29991[13:MRR:29983.0,29987.0] || -> . % 3.57/3.76 29992[13:Spt:29991.0,29972.1,29975.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 29993[13:Spt:29991.0,29972.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 29994[13:MRR:182.0,29993.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 29995[13:MRR:29973.0,29994.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 29998[13:MRR:9.1,29995.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30001[13:MRR:29974.1,29998.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30004[13:MRR:188.0,188.1,29993.0,30001.0] || -> . % 3.57/3.76 30005[12:Spt:30004.0,29961.1,29965.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30006[12:Spt:30004.0,29961.0,29961.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.76 30007[13:Spt:30006.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30008[13:MRR:180.0,30007.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30009[13:MRR:186.0,30007.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 30010[13:MRR:200.1,30007.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30012[13:MRR:29963.0,30008.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30013[13:MRR:29964.0,30009.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 30014[13:MRR:29962.0,30010.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30015[14:Spt:30012.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30017[14:MRR:70.1,30015.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30020[14:MRR:65.1,30015.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30021[14:MRR:30014.0,30017.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30022[14:MRR:20.0,30021.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30028[14:MRR:30013.0,30020.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30034[14:MRR:30022.0,30028.0] || -> . % 3.57/3.76 30035[14:Spt:30034.0,30012.0,30015.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30036[14:Spt:30034.0,30012.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30037[14:MRR:14.1,30036.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 30038[14:MRR:30014.1,30037.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30042[14:MRR:76.0,30038.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30043[14:MRR:30013.0,30042.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30048[14:MRR:9.0,9.1,30043.0,30036.0] || -> . % 3.57/3.76 30049[13:Spt:30048.0,30006.0,30007.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30050[13:Spt:30048.0,30006.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30051[13:MRR:32.1,30050.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 30052[13:MRR:29962.2,30051.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 30053[13:MRR:18.0,30050.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30054[13:MRR:29964.2,30053.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.76 30057[13:MRR:12.0,30050.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30058[13:MRR:29963.2,30057.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.76 30060[14:Spt:30052.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30061[14:MRR:182.0,30060.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30062[14:MRR:188.0,30060.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30064[14:MRR:30058.0,30061.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30065[14:MRR:65.1,30064.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30070[14:MRR:30054.0,30062.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30075[14:MRR:30065.0,30070.0] || -> . % 3.57/3.76 30076[14:Spt:30075.0,30052.0,30060.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30077[14:Spt:30075.0,30052.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30078[14:MRR:70.0,30077.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30079[14:MRR:30058.1,30078.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30081[14:MRR:177.1,30079.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30082[14:MRR:30054.0,30081.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30086[14:MRR:76.0,76.1,30077.0,30082.0] || -> . % 3.57/3.76 30087[11:Spt:30086.0,29949.1,29954.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 30088[11:Spt:30086.0,29949.0,29949.2,29949.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30089[12:Spt:30088.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 30090[12:MRR:193.1,30089.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30091[12:MRR:178.0,30089.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30092[12:MRR:184.0,30089.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 30093[12:MRR:191.1,30089.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30094[12:MRR:29951.0,30090.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30095[12:MRR:29952.0,30091.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30096[12:MRR:29953.0,30092.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 30097[12:MRR:29950.0,30093.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30098[13:Spt:30094.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30099[13:MRR:116.0,30098.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 30102[13:MRR:98.0,30098.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 30103[13:MRR:104.0,30098.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 30104[13:MRR:30097.0,30099.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30105[13:MRR:30095.0,30102.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30106[13:MRR:30096.0,30103.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 30107[14:Spt:30104.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30108[14:MRR:74.0,30107.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30111[14:MRR:68.0,30107.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30114[14:MRR:30106.0,30108.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30120[14:MRR:9.0,30114.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30121[14:MRR:30105.0,30111.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30127[14:MRR:30120.0,30121.0] || -> . % 3.57/3.76 30128[14:Spt:30127.0,30104.0,30107.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30129[14:Spt:30127.0,30104.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30130[14:MRR:18.0,30129.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30131[14:MRR:30106.1,30130.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30132[14:MRR:65.0,30131.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30137[14:MRR:30105.0,30132.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30139[14:MRR:12.0,12.1,30129.0,30137.0] || -> . % 3.57/3.76 30143[13:Spt:30139.0,30094.0,30098.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 30144[13:Spt:30139.0,30094.1,30094.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30145[14:Spt:30144.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30146[14:MRR:88.0,30145.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30147[14:MRR:76.0,30145.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 30150[14:MRR:70.0,30145.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30152[14:MRR:30097.1,30146.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 30153[14:MRR:30096.1,30147.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.76 30154[14:MRR:30095.1,30150.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 30155[15:Spt:30152.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 30158[15:MRR:96.0,30155.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30159[15:MRR:102.0,30155.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30160[15:MRR:30154.0,30158.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30161[15:MRR:9.1,30160.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30167[15:MRR:30153.0,30159.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30173[15:MRR:30161.0,30167.0] || -> . % 3.57/3.76 30174[15:Spt:30173.0,30152.0,30155.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 30175[15:Spt:30173.0,30152.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30176[15:MRR:12.0,30175.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30177[15:MRR:30154.1,30176.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 30180[15:MRR:93.1,30177.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30181[15:MRR:30153.0,30180.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30186[15:MRR:18.0,18.1,30175.0,30181.0] || -> . % 3.57/3.76 30187[14:Spt:30186.0,30144.0,30145.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30188[14:Spt:30186.0,30144.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30189[14:MRR:14.0,30188.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 30190[14:MRR:30095.2,30189.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 30191[14:MRR:20.0,30188.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30192[14:MRR:30096.2,30191.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 30194[14:MRR:32.0,30188.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30195[14:MRR:30097.2,30194.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 30198[15:Spt:30190.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 30199[15:MRR:96.1,30198.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 30200[15:MRR:93.1,30198.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30203[15:MRR:30195.0,30199.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30208[15:MRR:74.0,30203.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30209[15:MRR:30192.0,30200.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30214[15:MRR:30208.0,30209.0] || -> . % 3.57/3.76 30215[15:Spt:30214.0,30190.0,30198.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30216[15:Spt:30214.0,30190.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30217[15:MRR:68.1,30216.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30218[15:MRR:30195.1,30217.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 30219[15:MRR:102.0,30218.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30222[15:MRR:30192.0,30219.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30223[15:MRR:65.0,65.1,30222.0,30216.0] || -> . % 3.57/3.76 30227[12:Spt:30223.0,30088.0,30089.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 30228[12:Spt:30223.0,30088.1,30088.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30229[13:Spt:30228.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 30230[13:MRR:79.1,30229.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30231[13:MRR:72.0,30229.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 30234[13:MRR:66.0,30229.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30235[13:MRR:81.1,30229.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30236[13:MRR:29950.2,30230.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 30237[13:MRR:29953.2,30231.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.76 30238[13:MRR:29952.2,30234.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 30239[13:MRR:29951.2,30235.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 30240[14:Spt:30236.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30241[14:MRR:200.1,30240.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30242[14:MRR:180.0,30240.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30243[14:MRR:186.0,30240.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 30244[14:MRR:30239.0,30241.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 30245[14:MRR:30238.0,30242.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 30246[14:MRR:30237.0,30243.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.76 30247[15:Spt:30244.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30248[15:MRR:104.0,30247.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30249[15:MRR:98.0,30247.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30253[15:MRR:30246.0,30248.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30254[15:MRR:9.0,30253.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30260[15:MRR:30245.0,30249.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30266[15:MRR:30254.0,30260.0] || -> . % 3.57/3.76 30267[15:Spt:30266.0,30244.0,30247.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 30268[15:Spt:30266.0,30244.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30269[15:MRR:20.0,30268.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30270[15:MRR:30246.1,30269.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 30271[15:MRR:93.0,30270.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30275[15:MRR:30245.0,30271.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30280[15:MRR:14.0,14.1,30268.0,30275.0] || -> . % 3.57/3.76 30281[14:Spt:30280.0,30236.0,30240.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30282[14:Spt:30280.0,30236.1,30236.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 30283[15:Spt:30282.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 30284[15:MRR:116.1,30283.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 30285[15:MRR:102.0,30283.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 30286[15:MRR:96.0,30283.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 30289[15:MRR:30239.1,30284.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 30290[15:MRR:30237.1,30285.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.76 30291[15:MRR:30238.1,30286.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.76 30292[16:Spt:30289.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30293[16:MRR:188.0,30292.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30294[16:MRR:182.0,30292.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30295[16:MRR:30290.0,30293.0] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30301[16:MRR:9.0,30295.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30302[16:MRR:30291.0,30294.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30308[16:MRR:30301.0,30302.0] || -> . % 3.57/3.76 30309[16:Spt:30308.0,30289.0,30292.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30310[16:Spt:30308.0,30289.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30311[16:MRR:20.0,30310.0] || pigeon_2_in_hole_1* -> . % 3.57/3.76 30312[16:MRR:30290.1,30311.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30313[16:MRR:177.0,30312.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30314[16:MRR:30291.0,30313.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30315[16:MRR:14.0,14.1,30310.0,30314.0] || -> . % 3.57/3.76 30320[15:Spt:30315.0,30282.0,30283.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 30321[15:Spt:30315.0,30282.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30322[15:MRR:18.0,30321.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.76 30323[15:MRR:30237.2,30322.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.76 30324[15:MRR:12.0,30321.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30325[15:MRR:30238.2,30324.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 30326[15:MRR:32.1,30321.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 30327[15:MRR:30239.2,30326.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 30331[16:Spt:30323.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30332[16:MRR:188.1,30331.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30333[16:MRR:177.0,30331.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30334[16:MRR:30327.0,30332.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30337[16:MRR:98.0,30334.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30339[16:MRR:30325.0,30333.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 30343[16:MRR:30337.0,30339.0] || -> . % 3.57/3.76 30344[16:Spt:30343.0,30323.0,30331.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30345[16:Spt:30343.0,30323.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 30346[16:MRR:104.1,30345.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 30347[16:MRR:30327.1,30346.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30348[16:MRR:182.0,30347.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30349[16:MRR:30325.0,30348.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 30352[16:MRR:93.0,93.1,30345.0,30349.0] || -> . % 3.57/3.76 30353[13:Spt:30352.0,30228.0,30229.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 30354[13:Spt:30352.0,30228.1] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30355[13:MRR:16.0,30354.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.76 30356[13:MRR:10.0,30354.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 30357[13:MRR:25.1,30354.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 30358[13:MRR:23.1,30354.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 30361[13:MRR:29950.3,30358.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 30362[13:MRR:29953.3,30355.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 30363[13:MRR:29952.3,30356.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 30364[13:MRR:29951.3,30357.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 30365[14:Spt:30361.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30366[14:MRR:186.0,30365.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 30367[14:MRR:180.0,30365.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30368[14:MRR:200.1,30365.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30369[14:MRR:30362.0,30366.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 30370[14:MRR:30363.0,30367.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 30371[14:MRR:30364.0,30368.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 30372[15:Spt:30369.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 30373[15:MRR:104.1,30372.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 30374[15:MRR:93.0,30372.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30378[15:MRR:30371.0,30373.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30383[15:MRR:70.0,30378.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30384[15:MRR:30370.0,30374.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30389[15:MRR:30383.0,30384.0] || -> . % 3.57/3.76 30390[15:Spt:30389.0,30369.0,30372.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30391[15:Spt:30389.0,30369.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30392[15:MRR:76.1,30391.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30393[15:MRR:30371.1,30392.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30394[15:MRR:98.0,30393.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 30398[15:MRR:30370.0,30394.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30401[15:MRR:65.0,65.1,30391.0,30398.0] || -> . % 3.57/3.76 30403[14:Spt:30401.0,30361.0,30365.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30404[14:Spt:30401.0,30361.1,30361.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 30405[15:Spt:30404.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 30406[15:MRR:102.0,30405.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 30407[15:MRR:116.1,30405.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 30408[15:MRR:96.0,30405.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 30411[15:MRR:30362.1,30406.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.76 30412[15:MRR:30364.1,30407.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 30413[15:MRR:30363.1,30408.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.76 30414[16:Spt:30411.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30415[16:MRR:177.0,30414.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30416[16:MRR:188.1,30414.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30417[16:MRR:30413.0,30415.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30418[16:MRR:70.1,30417.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30423[16:MRR:30412.0,30416.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30428[16:MRR:30418.0,30423.0] || -> . % 3.57/3.76 30429[16:Spt:30428.0,30411.0,30414.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30430[16:Spt:30428.0,30411.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30431[16:MRR:65.0,30430.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30432[16:MRR:30413.1,30431.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30433[16:MRR:182.1,30432.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30434[16:MRR:30412.0,30433.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30438[16:MRR:76.0,76.1,30434.0,30430.0] || -> . % 3.57/3.76 30439[15:Spt:30438.0,30404.0,30405.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 30440[15:Spt:30438.0,30404.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30441[15:MRR:68.0,30440.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30442[15:MRR:30363.2,30441.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 30443[15:MRR:88.1,30440.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30444[15:MRR:30364.2,30443.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 30447[15:MRR:74.0,30440.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 30448[15:MRR:30362.2,30447.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.76 30449[16:Spt:30442.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30450[16:MRR:177.1,30449.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 30451[16:MRR:182.1,30449.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30452[16:MRR:30448.0,30450.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 30456[16:MRR:104.1,30452.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 30457[16:MRR:30444.0,30451.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30461[16:MRR:30456.0,30457.0] || -> . % 3.57/3.76 30462[16:Spt:30461.0,30442.0,30449.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30463[16:Spt:30461.0,30442.1] || -> pigeon_1_in_hole_4*. % 3.57/3.76 30464[16:MRR:93.1,30463.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 30465[16:MRR:30448.1,30464.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30466[16:MRR:188.1,30465.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30467[16:MRR:30444.0,30466.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 30468[16:MRR:98.0,98.1,30467.0,30463.0] || -> . % 3.57/3.76 30471[10:Spt:30468.0,29941.0,29942.0] || pigeon_4_in_hole_5*+ -> . % 3.57/3.76 30472[10:Spt:30468.0,29941.1,29941.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.76 30473[11:Spt:30472.0] || -> pigeon_4_in_hole_4*. % 3.57/3.76 30474[11:MRR:101.0,30473.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 30475[11:MRR:113.1,30473.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 30477[11:MRR:95.0,30473.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 30478[11:MRR:111.1,30473.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 30479[11:MRR:106.0,30473.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 30480[11:MRR:28828.2,30474.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.76 30481[11:MRR:28827.2,30475.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30482[11:MRR:28825.2,30477.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30483[11:MRR:28824.2,30478.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30484[11:MRR:28826.2,30479.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30485[12:Spt:30480.2] || -> pigeon_2_in_hole_3*. % 3.57/3.76 30486[12:MRR:65.0,30485.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30487[12:MRR:76.1,30485.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30490[12:MRR:74.1,30485.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30491[12:MRR:72.1,30485.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 30492[12:MRR:30482.2,30486.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.76 30493[12:MRR:30481.2,30487.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 30494[12:MRR:30483.2,30490.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 30495[12:MRR:30484.2,30491.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 30496[13:Spt:30492.2] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30498[13:MRR:10.1,30496.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 30499[13:MRR:12.1,30496.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 30500[13:MRR:14.1,30496.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 30503[13:MRR:30495.2,30498.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.76 30504[13:MRR:30494.2,30499.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.76 30505[13:MRR:30493.2,30500.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 30506[14:Spt:30503.1] || -> pigeon_3_in_hole_5*. % 3.57/3.76 30508[14:MRR:137.1,30506.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 30509[14:MRR:135.1,30506.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30512[14:MRR:30505.1,30508.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30515[14:MRR:200.0,30512.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30517[14:MRR:30504.1,30509.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30521[14:MRR:30515.0,30517.0] || -> . % 3.57/3.76 30522[14:Spt:30521.0,30503.1,30506.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 30523[14:Spt:30521.0,30503.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 30524[14:MRR:193.1,30523.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30525[14:MRR:30505.0,30524.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 30527[14:MRR:144.0,30525.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30530[14:MRR:30504.1,30527.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30531[14:MRR:191.0,191.1,30530.0,30523.0] || -> . % 3.57/3.76 30534[13:Spt:30531.0,30492.2,30496.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 30535[13:Spt:30531.0,30492.0,30492.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.76 30536[14:Spt:30535.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30537[14:MRR:182.1,30536.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30538[14:MRR:180.1,30536.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30540[14:MRR:178.1,30536.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 30541[14:MRR:30493.0,30537.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 30542[14:MRR:30494.0,30538.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 30543[14:MRR:30495.0,30540.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 30544[15:Spt:30541.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 30545[15:MRR:137.0,30544.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 30548[15:MRR:144.0,30544.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30550[15:MRR:30543.0,30545.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30553[15:MRR:23.1,30550.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30556[15:MRR:30542.0,30548.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30561[15:MRR:30553.0,30556.0] || -> . % 3.57/3.76 30562[15:Spt:30561.0,30541.0,30544.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 30563[15:Spt:30561.0,30541.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30564[15:MRR:25.0,30563.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 30565[15:MRR:30543.1,30564.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 30568[15:MRR:135.1,30565.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30570[15:MRR:30542.0,30568.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30573[15:MRR:32.0,32.1,30563.0,30570.0] || -> . % 3.57/3.76 30575[14:Spt:30573.0,30535.0,30536.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30576[14:Spt:30573.0,30535.1] || -> pigeon_1_in_hole_5*. % 3.57/3.76 30577[14:MRR:126.1,30576.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 30578[14:MRR:30493.1,30577.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 30579[14:MRR:122.1,30576.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 30580[14:MRR:30495.1,30579.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.76 30583[14:MRR:124.1,30576.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30584[14:MRR:30494.1,30583.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.76 30585[15:Spt:30578.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30586[15:MRR:193.0,30585.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 30587[15:MRR:200.0,30585.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30589[15:MRR:30580.0,30586.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30593[15:MRR:23.1,30589.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30595[15:MRR:30584.0,30587.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30600[15:MRR:30593.0,30595.0] || -> . % 3.57/3.76 30601[15:Spt:30600.0,30578.0,30585.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30602[15:Spt:30600.0,30578.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30603[15:MRR:25.0,30602.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 30604[15:MRR:30580.1,30603.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 30605[15:MRR:191.1,30604.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30607[15:MRR:30584.0,30605.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30609[15:MRR:32.0,32.1,30602.0,30607.0] || -> . % 3.57/3.76 30612[12:Spt:30609.0,30480.2,30485.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 30613[12:Spt:30609.0,30480.0,30480.1,30480.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.76 30614[13:Spt:30613.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 30615[13:MRR:188.1,30614.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30616[13:MRR:184.1,30614.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 30617[13:MRR:186.1,30614.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30618[13:MRR:177.0,30614.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30619[13:MRR:30481.0,30615.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30620[13:MRR:30484.0,30616.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30621[13:MRR:30483.0,30617.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30622[13:MRR:30482.0,30618.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30623[14:Spt:30619.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 30624[14:MRR:126.0,30623.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 30626[14:MRR:144.0,30623.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 30628[14:MRR:137.0,30623.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 30629[14:MRR:30622.0,30624.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30630[14:MRR:30621.0,30626.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30631[14:MRR:30620.0,30628.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30632[15:Spt:30629.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30633[15:MRR:68.1,30632.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30637[15:MRR:66.1,30632.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 30638[15:MRR:30630.0,30633.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30639[15:MRR:23.0,30638.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 30645[15:MRR:30631.0,30637.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30651[15:MRR:30639.0,30645.0] || -> . % 3.57/3.76 30652[15:Spt:30651.0,30629.0,30632.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30653[15:Spt:30651.0,30629.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30654[15:MRR:12.1,30653.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30655[15:MRR:30630.1,30654.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30659[15:MRR:79.0,30655.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 30660[15:MRR:30631.0,30659.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30661[15:MRR:10.0,10.1,30660.0,30653.0] || -> . % 3.57/3.76 30666[14:Spt:30661.0,30619.0,30623.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 30667[14:Spt:30661.0,30619.1,30619.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30668[15:Spt:30667.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30669[15:MRR:70.0,30668.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30670[15:MRR:88.0,30668.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30673[15:MRR:81.0,30668.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 30674[15:MRR:30622.1,30669.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.76 30675[15:MRR:30621.1,30670.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 30676[15:MRR:30620.1,30673.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 30677[16:Spt:30674.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 30678[16:MRR:122.1,30677.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 30681[16:MRR:124.1,30677.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30682[16:MRR:30676.0,30678.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30683[16:MRR:23.1,30682.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30689[16:MRR:30675.0,30681.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30695[16:MRR:30683.0,30689.0] || -> . % 3.57/3.76 30696[16:Spt:30695.0,30674.0,30677.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 30697[16:Spt:30695.0,30674.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30698[16:MRR:10.1,30697.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 30699[16:MRR:30676.1,30698.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 30701[16:MRR:135.1,30699.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30703[16:MRR:30675.0,30701.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30708[16:MRR:12.0,12.1,30703.0,30697.0] || -> . % 3.57/3.76 30709[15:Spt:30708.0,30667.0,30668.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30710[15:Spt:30708.0,30667.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30711[15:MRR:25.0,30710.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 30712[15:MRR:30620.2,30711.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 30713[15:MRR:32.0,30710.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30714[15:MRR:30621.2,30713.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 30715[15:MRR:14.0,30710.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30716[15:MRR:30622.2,30715.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 30720[16:Spt:30712.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 30721[16:MRR:122.0,30720.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 30723[16:MRR:135.1,30720.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30725[16:MRR:30716.0,30721.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30729[16:MRR:68.1,30725.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30730[16:MRR:30714.0,30723.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30734[16:MRR:30729.0,30730.0] || -> . % 3.57/3.76 30735[16:Spt:30734.0,30712.0,30720.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 30736[16:Spt:30734.0,30712.1] || -> pigeon_3_in_hole_3*. % 3.57/3.76 30737[16:MRR:66.0,30736.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30738[16:MRR:30716.1,30737.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 30739[16:MRR:124.1,30738.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30742[16:MRR:30714.0,30739.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30745[16:MRR:79.0,79.1,30742.0,30736.0] || -> . % 3.57/3.76 30746[13:Spt:30745.0,30613.0,30614.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 30747[13:Spt:30745.0,30613.1,30613.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.76 30748[14:Spt:30747.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 30749[14:MRR:128.1,30748.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 30750[14:MRR:121.0,30748.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 30752[14:MRR:130.1,30748.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 30753[14:MRR:132.1,30748.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 30754[14:MRR:30484.1,30749.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30755[14:MRR:30482.1,30750.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30756[14:MRR:30483.1,30752.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30757[14:MRR:30481.1,30753.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30758[15:Spt:30754.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 30759[15:MRR:193.1,30758.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30760[15:MRR:191.1,30758.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30761[15:MRR:178.0,30758.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30762[15:MRR:30757.0,30759.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.76 30763[15:MRR:30756.0,30760.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.76 30764[15:MRR:30755.0,30761.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.76 30765[16:Spt:30762.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30769[16:MRR:88.0,30765.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30770[16:MRR:70.0,30765.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30771[16:MRR:30763.0,30769.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30777[16:MRR:12.0,30771.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30778[16:MRR:30764.0,30770.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30784[16:MRR:30777.0,30778.0] || -> . % 3.57/3.76 30785[16:Spt:30784.0,30762.0,30765.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30786[16:Spt:30784.0,30762.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30787[16:MRR:32.0,30786.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30788[16:MRR:30763.1,30787.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30792[16:MRR:68.0,30788.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30793[16:MRR:30764.0,30792.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30797[16:MRR:14.0,14.1,30786.0,30793.0] || -> . % 3.57/3.76 30799[15:Spt:30797.0,30754.0,30758.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 30800[15:Spt:30797.0,30754.1,30754.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.76 30801[16:Spt:30800.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 30802[16:MRR:81.1,30801.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30803[16:MRR:79.1,30801.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30804[16:MRR:66.0,30801.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30807[16:MRR:30757.1,30802.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 30808[16:MRR:30756.1,30803.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.76 30809[16:MRR:30755.1,30804.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.76 30810[17:Spt:30807.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30811[17:MRR:200.0,30810.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30812[17:MRR:182.0,30810.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30813[17:MRR:30808.0,30811.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 30815[17:MRR:12.0,30813.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30820[17:MRR:30809.0,30812.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30826[17:MRR:30815.0,30820.0] || -> . % 3.57/3.76 30827[17:Spt:30826.0,30807.0,30810.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30828[17:Spt:30826.0,30807.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 30829[17:MRR:32.0,30828.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 30830[17:MRR:30808.1,30829.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30831[17:MRR:180.0,30830.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30832[17:MRR:30809.0,30831.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 30834[17:MRR:14.0,14.1,30828.0,30832.0] || -> . % 3.57/3.76 30838[16:Spt:30834.0,30800.0,30801.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 30839[16:Spt:30834.0,30800.1] || -> pigeon_3_in_hole_1*. % 3.57/3.76 30840[16:MRR:23.1,30839.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 30841[16:MRR:30756.2,30840.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 30842[16:MRR:10.0,30839.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 30843[16:MRR:30755.2,30842.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.76 30844[16:MRR:25.1,30839.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 30845[16:MRR:30757.2,30844.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 30849[17:Spt:30841.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30850[17:MRR:200.1,30849.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30851[17:MRR:180.0,30849.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30852[17:MRR:30845.0,30850.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30853[17:MRR:70.0,30852.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30857[17:MRR:30843.0,30851.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30861[17:MRR:30853.0,30857.0] || -> . % 3.57/3.76 30862[17:Spt:30861.0,30841.0,30849.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30863[17:Spt:30861.0,30841.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30864[17:MRR:88.1,30863.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30865[17:MRR:30845.1,30864.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 30866[17:MRR:182.0,30865.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30867[17:MRR:30843.0,30866.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30870[17:MRR:68.0,68.1,30863.0,30867.0] || -> . % 3.57/3.76 30871[14:Spt:30870.0,30747.0,30748.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 30872[14:Spt:30870.0,30747.1] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30873[14:MRR:18.1,30872.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 30874[14:MRR:9.0,30872.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 30875[14:MRR:20.1,30872.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 30878[14:MRR:16.1,30872.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 30879[14:MRR:30484.3,30878.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 30880[14:MRR:30482.3,30874.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 30881[14:MRR:30483.3,30873.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 30882[14:MRR:30481.3,30875.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 30883[15:Spt:30879.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 30884[15:MRR:178.0,30883.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 30885[15:MRR:191.1,30883.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 30886[15:MRR:193.1,30883.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 30887[15:MRR:30880.0,30884.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 30888[15:MRR:30881.0,30885.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 30889[15:MRR:30882.0,30886.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 30890[16:Spt:30887.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 30893[16:MRR:124.1,30890.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 30894[16:MRR:126.1,30890.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 30895[16:MRR:30888.0,30893.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30896[16:MRR:88.1,30895.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30901[16:MRR:30889.0,30894.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30906[16:MRR:30896.0,30901.0] || -> . % 3.57/3.76 30907[16:Spt:30906.0,30887.0,30890.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 30908[16:Spt:30906.0,30887.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30909[16:MRR:68.1,30908.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30910[16:MRR:30888.1,30909.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 30913[16:MRR:144.1,30910.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 30914[16:MRR:30889.0,30913.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30916[16:MRR:70.0,70.1,30914.0,30908.0] || -> . % 3.57/3.76 30919[15:Spt:30916.0,30879.0,30883.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 30920[15:Spt:30916.0,30879.1,30879.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 30921[16:Spt:30920.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 30922[16:MRR:122.0,30921.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 30923[16:MRR:135.1,30921.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 30925[16:MRR:137.1,30921.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 30926[16:MRR:30880.1,30922.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.76 30927[16:MRR:30881.1,30923.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 30928[16:MRR:30882.1,30925.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 30929[17:Spt:30926.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30930[17:MRR:180.1,30929.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30931[17:MRR:182.1,30929.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30932[17:MRR:30927.0,30930.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 30937[17:MRR:88.1,30932.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30938[17:MRR:30928.0,30931.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30943[17:MRR:30937.0,30938.0] || -> . % 3.57/3.76 30944[17:Spt:30943.0,30926.0,30929.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30945[17:Spt:30943.0,30926.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 30946[17:MRR:68.1,30945.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 30947[17:MRR:30927.1,30946.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30948[17:MRR:200.1,30947.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30949[17:MRR:30928.0,30948.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 30952[17:MRR:70.0,70.1,30949.0,30945.0] || -> . % 3.57/3.76 30954[16:Spt:30952.0,30920.0,30921.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 30955[16:Spt:30952.0,30920.1] || -> pigeon_3_in_hole_3*. % 3.57/3.76 30956[16:MRR:79.1,30955.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30957[16:MRR:30881.2,30956.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.76 30958[16:MRR:81.1,30955.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 30959[16:MRR:30882.2,30958.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 30960[16:MRR:66.0,30955.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 30961[16:MRR:30880.2,30960.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.76 30964[17:Spt:30957.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 30965[17:MRR:180.0,30964.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 30966[17:MRR:200.1,30964.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30967[17:MRR:30961.0,30965.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 30968[17:MRR:126.1,30967.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 30971[17:MRR:30959.0,30966.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 30974[17:MRR:30968.0,30971.0] || -> . % 3.57/3.76 30975[17:Spt:30974.0,30957.0,30964.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 30976[17:Spt:30974.0,30957.1] || -> pigeon_5_in_hole_5*. % 3.57/3.76 30977[17:MRR:124.0,30976.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 30978[17:MRR:30961.1,30977.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 30979[17:MRR:182.1,30978.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 30980[17:MRR:30959.0,30979.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 30982[17:MRR:144.0,144.1,30980.0,30976.0] || -> . % 3.57/3.76 30983[11:Spt:30982.0,30472.0,30473.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.76 30984[11:Spt:30982.0,30472.1] || -> pigeon_4_in_hole_3*. % 3.57/3.76 30985[11:MRR:83.1,30984.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 30986[11:MRR:85.1,30984.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 30987[11:MRR:67.0,30984.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 30988[11:MRR:78.0,30984.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 30990[11:MRR:73.0,30984.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 30991[11:MRR:28828.3,30990.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.76 30992[11:MRR:28827.3,30986.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 30993[11:MRR:28825.3,30987.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 30994[11:MRR:28824.3,30985.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 30995[11:MRR:28826.3,30988.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 30996[12:Spt:30991.3] || -> pigeon_2_in_hole_1*. % 3.57/3.76 30997[12:MRR:18.1,30996.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 30998[12:MRR:9.0,30996.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 30999[12:MRR:20.1,30996.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 31002[12:MRR:16.1,30996.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 31003[12:MRR:30994.3,30997.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 31004[12:MRR:30993.3,30998.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 31005[12:MRR:30992.3,30999.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 31006[12:MRR:30995.3,31002.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 31007[13:Spt:31003.1] || -> pigeon_5_in_hole_5*. % 3.57/3.76 31008[13:MRR:124.0,31007.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 31009[13:MRR:144.1,31007.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 31011[13:MRR:135.0,31007.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 31013[13:MRR:31004.1,31008.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 31014[13:MRR:31005.1,31009.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 31015[13:MRR:31006.1,31011.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.76 31016[14:Spt:31013.1] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31018[14:MRR:98.1,31016.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31021[14:MRR:94.1,31016.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31022[14:MRR:31014.1,31018.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31025[14:MRR:193.0,31022.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31027[14:MRR:31015.1,31021.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31031[14:MRR:31025.0,31027.0] || -> . % 3.57/3.76 31032[14:Spt:31031.0,31013.1,31016.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31033[14:Spt:31031.0,31013.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31034[14:MRR:182.1,31033.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31035[14:MRR:31014.0,31034.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31039[14:MRR:109.0,31035.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31040[14:MRR:31015.1,31039.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31042[14:MRR:178.0,178.1,31040.0,31033.0] || -> . % 3.57/3.76 31044[13:Spt:31042.0,31003.1,31007.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 31045[13:Spt:31042.0,31003.0,31003.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.76 31046[14:Spt:31045.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31047[14:MRR:200.1,31046.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31048[14:MRR:191.0,31046.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31049[14:MRR:180.0,31046.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31051[14:MRR:31005.0,31047.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 31052[14:MRR:31006.0,31048.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 31053[14:MRR:31004.0,31049.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 31054[15:Spt:31051.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31055[15:MRR:126.0,31054.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 31057[15:MRR:137.0,31054.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 31059[15:MRR:31053.0,31055.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31060[15:MRR:94.1,31059.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31065[15:MRR:31052.0,31057.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31070[15:MRR:31060.0,31065.0] || -> . % 3.57/3.76 31071[15:Spt:31070.0,31051.0,31054.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 31072[15:Spt:31070.0,31051.1] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31073[15:MRR:98.0,31072.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31074[15:MRR:31053.1,31073.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 31076[15:MRR:122.1,31074.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 31078[15:MRR:31052.0,31076.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31082[15:MRR:109.0,109.1,31072.0,31078.0] || -> . % 3.57/3.76 31083[14:Spt:31082.0,31045.0,31046.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31084[14:Spt:31082.0,31045.1] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31085[14:MRR:96.0,31084.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31086[14:MRR:31004.2,31085.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.76 31087[14:MRR:107.0,31084.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31088[14:MRR:31006.2,31087.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.76 31089[14:MRR:116.1,31084.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31090[14:MRR:31005.2,31089.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 31093[15:Spt:31086.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31094[15:MRR:182.1,31093.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31095[15:MRR:178.1,31093.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31097[15:MRR:31090.0,31094.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31099[15:MRR:137.0,31097.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 31102[15:MRR:31088.0,31095.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 31106[15:MRR:31099.0,31102.0] || -> . % 3.57/3.76 31107[15:Spt:31106.0,31086.0,31093.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31108[15:Spt:31106.0,31086.1] || -> pigeon_1_in_hole_5*. % 3.57/3.76 31109[15:MRR:126.1,31108.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 31110[15:MRR:31090.1,31109.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31112[15:MRR:193.0,31110.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31113[15:MRR:31088.0,31112.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 31116[15:MRR:122.0,122.1,31113.0,31108.0] || -> . % 3.57/3.76 31117[12:Spt:31116.0,30991.3,30996.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.76 31118[12:Spt:31116.0,30991.0,30991.1,30991.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 31119[13:Spt:31118.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 31120[13:MRR:177.0,31119.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31121[13:MRR:188.1,31119.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31122[13:MRR:184.1,31119.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31123[13:MRR:186.1,31119.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31124[13:MRR:30993.0,31120.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 31125[13:MRR:30992.0,31121.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 31126[13:MRR:30995.0,31122.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 31127[13:MRR:30994.0,31123.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 31128[14:Spt:31124.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 31129[14:MRR:126.1,31128.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 31130[14:MRR:122.1,31128.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 31133[14:MRR:124.1,31128.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 31134[14:MRR:31125.0,31129.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 31135[14:MRR:31126.0,31130.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 31136[14:MRR:31127.0,31133.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 31137[15:Spt:31134.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31139[15:MRR:109.0,31137.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31140[15:MRR:116.0,31137.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31143[15:MRR:31135.0,31139.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 31144[15:MRR:23.1,31143.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31149[15:MRR:31136.0,31140.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31154[15:MRR:31144.0,31149.0] || -> . % 3.57/3.76 31155[15:Spt:31154.0,31134.0,31137.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31156[15:Spt:31154.0,31134.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31157[15:MRR:25.0,31156.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 31158[15:MRR:31135.1,31157.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31160[15:MRR:107.1,31158.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31163[15:MRR:31136.0,31160.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31167[15:MRR:32.0,32.1,31156.0,31163.0] || -> . % 3.57/3.76 31168[14:Spt:31167.0,31124.0,31128.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 31169[14:Spt:31167.0,31124.1,31124.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 31170[15:Spt:31169.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31171[15:MRR:98.1,31170.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31172[15:MRR:94.1,31170.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31173[15:MRR:96.1,31170.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31176[15:MRR:31125.1,31171.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 31177[15:MRR:31126.1,31172.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 31178[15:MRR:31127.1,31173.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 31179[16:Spt:31176.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31181[16:MRR:137.0,31179.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 31183[16:MRR:144.0,31179.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31184[16:MRR:31177.0,31181.0] || -> pigeon_3_in_hole_1*. % 3.57/3.76 31189[16:MRR:23.1,31184.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31190[16:MRR:31178.0,31183.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31195[16:MRR:31189.0,31190.0] || -> . % 3.57/3.76 31196[16:Spt:31195.0,31176.0,31179.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 31197[16:Spt:31195.0,31176.1] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31198[16:MRR:25.0,31197.0] || pigeon_3_in_hole_1* -> . % 3.57/3.76 31199[16:MRR:31177.1,31198.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 31202[16:MRR:135.1,31199.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31203[16:MRR:31178.0,31202.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31204[16:MRR:32.0,32.1,31197.0,31203.0] || -> . % 3.57/3.76 31208[15:Spt:31204.0,31169.0,31170.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31209[15:Spt:31204.0,31169.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31210[15:MRR:10.1,31209.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 31211[15:MRR:31126.2,31210.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 31212[15:MRR:12.1,31209.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31213[15:MRR:31127.2,31212.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 31214[15:MRR:14.1,31209.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 31215[15:MRR:31125.2,31214.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 31218[16:Spt:31211.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 31219[16:MRR:137.1,31218.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 31220[16:MRR:135.1,31218.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31223[16:MRR:31215.0,31219.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31226[16:MRR:116.0,31223.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31228[16:MRR:31213.0,31220.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31232[16:MRR:31226.0,31228.0] || -> . % 3.57/3.76 31233[16:Spt:31232.0,31211.0,31218.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 31234[16:Spt:31232.0,31211.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31235[16:MRR:109.1,31234.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31236[16:MRR:31215.1,31235.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31237[16:MRR:144.0,31236.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31240[16:MRR:31213.0,31237.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31243[16:MRR:107.0,107.1,31240.0,31234.0] || -> . % 3.57/3.76 31244[13:Spt:31243.0,31118.0,31119.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 31245[13:Spt:31243.0,31118.1,31118.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 31246[14:Spt:31245.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 31247[14:MRR:128.1,31246.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 31248[14:MRR:132.1,31246.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 31249[14:MRR:130.1,31246.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 31251[14:MRR:121.0,31246.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 31252[14:MRR:30995.1,31247.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 31253[14:MRR:30992.1,31248.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 31254[14:MRR:30994.1,31249.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 31255[14:MRR:30993.1,31251.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 31256[15:Spt:31252.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31257[15:MRR:178.0,31256.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31258[15:MRR:193.1,31256.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31259[15:MRR:191.1,31256.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31260[15:MRR:31255.0,31257.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.57/3.76 31261[15:MRR:31253.0,31258.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.76 31262[15:MRR:31254.0,31259.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.76 31263[16:Spt:31260.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31266[16:MRR:96.1,31263.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31268[16:MRR:98.1,31263.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31269[16:MRR:31262.0,31266.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31272[16:MRR:32.1,31269.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 31275[16:MRR:31261.0,31268.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31280[16:MRR:31272.0,31275.0] || -> . % 3.57/3.76 31281[16:Spt:31280.0,31260.0,31263.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31282[16:Spt:31280.0,31260.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31283[16:MRR:12.1,31282.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31284[16:MRR:31262.1,31283.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31287[16:MRR:116.1,31284.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31289[16:MRR:31261.0,31287.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31292[16:MRR:14.0,14.1,31289.0,31282.0] || -> . % 3.57/3.76 31294[15:Spt:31292.0,31252.0,31256.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31295[15:Spt:31292.0,31252.1,31252.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.76 31296[16:Spt:31295.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31297[16:MRR:94.0,31296.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31298[16:MRR:107.1,31296.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31301[16:MRR:109.1,31296.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31302[16:MRR:31255.1,31297.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.76 31303[16:MRR:31254.1,31298.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.76 31304[16:MRR:31253.1,31301.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 31305[17:Spt:31302.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31306[17:MRR:182.1,31305.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31307[17:MRR:180.1,31305.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31308[17:MRR:31304.0,31306.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31309[17:MRR:32.0,31308.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31314[17:MRR:31303.0,31307.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31319[17:MRR:31309.0,31314.0] || -> . % 3.57/3.76 31320[17:Spt:31319.0,31302.0,31305.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31321[17:Spt:31319.0,31302.1] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31322[17:MRR:14.1,31321.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 31323[17:MRR:31304.1,31322.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31324[17:MRR:200.0,31323.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31325[17:MRR:31303.0,31324.0] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31329[17:MRR:12.0,12.1,31325.0,31321.0] || -> . % 3.57/3.76 31330[16:Spt:31329.0,31295.0,31296.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31331[16:Spt:31329.0,31295.1] || -> pigeon_3_in_hole_1*. % 3.57/3.76 31332[16:MRR:25.1,31331.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 31333[16:MRR:31253.2,31332.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 31334[16:MRR:23.1,31331.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31335[16:MRR:31254.2,31334.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.76 31338[16:MRR:10.0,31331.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 31339[16:MRR:31255.2,31338.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 31340[17:Spt:31333.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31341[17:MRR:182.0,31340.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31342[17:MRR:200.0,31340.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31343[17:MRR:31339.0,31341.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31345[17:MRR:96.1,31343.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31348[17:MRR:31335.0,31342.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31352[17:MRR:31345.0,31348.0] || -> . % 3.57/3.76 31353[17:Spt:31352.0,31333.0,31340.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31354[17:Spt:31352.0,31333.1] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31355[17:MRR:98.0,31354.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31356[17:MRR:31339.1,31355.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31357[17:MRR:180.1,31356.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31358[17:MRR:31335.0,31357.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31361[17:MRR:116.0,116.1,31354.0,31358.0] || -> . % 3.57/3.76 31362[14:Spt:31361.0,31245.0,31246.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 31363[14:Spt:31361.0,31245.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 31364[14:MRR:93.0,31363.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31365[14:MRR:102.1,31363.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31366[14:MRR:104.1,31363.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31368[14:MRR:100.1,31363.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31369[14:MRR:30995.2,31368.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 31370[14:MRR:30992.2,31366.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 31371[14:MRR:30994.2,31365.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 31372[14:MRR:30993.2,31364.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.76 31373[15:Spt:31369.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31374[15:MRR:191.1,31373.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31375[15:MRR:193.1,31373.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31376[15:MRR:178.0,31373.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31377[15:MRR:31371.0,31374.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.76 31378[15:MRR:31370.0,31375.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.76 31379[15:MRR:31372.0,31376.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.76 31380[16:Spt:31377.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 31382[16:MRR:144.1,31380.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 31384[16:MRR:124.0,31380.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 31385[16:MRR:31378.0,31382.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31387[16:MRR:14.0,31385.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 31391[16:MRR:31379.0,31384.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31396[16:MRR:31387.0,31391.0] || -> . % 3.57/3.76 31397[16:Spt:31396.0,31377.0,31380.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31398[16:Spt:31396.0,31377.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31399[16:MRR:32.1,31398.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 31400[16:MRR:31378.1,31399.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31403[16:MRR:126.0,31400.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 31404[16:MRR:31379.0,31403.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31408[16:MRR:12.0,12.1,31398.0,31404.0] || -> . % 3.57/3.76 31409[15:Spt:31408.0,31369.0,31373.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31410[15:Spt:31408.0,31369.1,31369.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.76 31411[16:Spt:31410.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 31412[16:MRR:135.1,31411.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 31413[16:MRR:137.1,31411.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 31415[16:MRR:122.0,31411.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 31416[16:MRR:31371.1,31412.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.76 31417[16:MRR:31370.1,31413.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.76 31418[16:MRR:31372.1,31415.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.76 31419[17:Spt:31416.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31420[17:MRR:200.1,31419.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31421[17:MRR:180.0,31419.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31422[17:MRR:31417.0,31420.0] || -> pigeon_7_in_hole_1*. % 3.57/3.76 31426[17:MRR:14.0,31422.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 31428[17:MRR:31418.0,31421.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31433[17:MRR:31426.0,31428.0] || -> . % 3.57/3.76 31434[17:Spt:31433.0,31416.0,31419.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31435[17:Spt:31433.0,31416.1] || -> pigeon_5_in_hole_1*. % 3.57/3.76 31436[17:MRR:32.1,31435.0] || pigeon_7_in_hole_1* -> . % 3.57/3.76 31437[17:MRR:31417.1,31436.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31438[17:MRR:182.0,31437.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31439[17:MRR:31418.0,31438.0] || -> pigeon_1_in_hole_1*. % 3.57/3.76 31440[17:MRR:12.0,12.1,31435.0,31439.0] || -> . % 3.57/3.76 31444[16:Spt:31440.0,31410.0,31411.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 31445[16:Spt:31440.0,31410.1] || -> pigeon_3_in_hole_1*. % 3.57/3.76 31446[16:MRR:25.1,31445.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 31447[16:MRR:31370.2,31446.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 31448[16:MRR:10.0,31445.0] || pigeon_1_in_hole_1* -> . % 3.57/3.76 31449[16:MRR:31372.2,31448.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.76 31450[16:MRR:23.1,31445.0] || pigeon_5_in_hole_1* -> . % 3.57/3.76 31451[16:MRR:31371.2,31450.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.76 31454[17:Spt:31447.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31455[17:MRR:200.0,31454.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31456[17:MRR:182.0,31454.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31457[17:MRR:31451.0,31455.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 31458[17:MRR:124.0,31457.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 31461[17:MRR:31449.0,31456.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 31464[17:MRR:31458.0,31461.0] || -> . % 3.57/3.76 31465[17:Spt:31464.0,31447.0,31454.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31466[17:Spt:31464.0,31447.1] || -> pigeon_7_in_hole_5*. % 3.57/3.76 31467[17:MRR:144.0,31466.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 31468[17:MRR:31451.1,31467.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31469[17:MRR:180.0,31468.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 31470[17:MRR:31449.0,31469.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 31472[17:MRR:126.0,126.1,31466.0,31470.0] || -> . % 3.57/3.76 31473[7:Spt:31472.0,28814.0,28815.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.76 31474[7:Spt:31472.0,28814.1] || -> pigeon_6_in_hole_1*. % 3.57/3.76 31475[7:MRR:34.1,31474.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.76 31476[7:MRR:13.0,31474.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.76 31477[7:MRR:31.0,31474.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.76 31479[7:MRR:24.0,31474.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.76 31480[7:MRR:19.0,31474.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.76 31481[7:MRR:28.0,31474.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.76 31482[7:MRR:17316.5,31481.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.76 31483[7:MRR:17314.5,31477.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31484[7:MRR:17315.5,31476.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 31485[7:MRR:17317.5,31479.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31486[7:MRR:17318.5,31475.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31487[7:MRR:17313.5,31480.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 31488[8:Spt:31482.1] || -> pigeon_4_in_hole_5*. % 3.57/3.76 31489[8:MRR:129.0,31488.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 31490[8:MRR:123.0,31488.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 31492[8:MRR:141.1,31488.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 31493[8:MRR:139.1,31488.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 31494[8:MRR:134.0,31488.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 31495[8:MRR:31487.1,31489.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 31496[8:MRR:31484.1,31490.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 31497[8:MRR:31486.1,31492.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31498[8:MRR:31483.1,31493.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31499[8:MRR:31485.1,31494.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31500[9:Spt:31495.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 31501[9:MRR:93.0,31500.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31502[9:MRR:102.1,31500.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31503[9:MRR:104.1,31500.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31505[9:MRR:100.1,31500.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31507[9:MRR:31496.1,31501.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 31508[9:MRR:31498.1,31502.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31509[9:MRR:31497.1,31503.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31510[9:MRR:31499.1,31505.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31511[10:Spt:31507.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 31512[10:MRR:68.1,31511.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 31513[10:MRR:70.1,31511.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 31515[10:MRR:66.1,31511.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 31518[10:MRR:31508.1,31512.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.76 31519[10:MRR:31509.1,31513.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 31520[10:MRR:31510.1,31515.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.76 31521[11:Spt:31518.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 31523[11:MRR:51.0,31521.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31526[11:MRR:60.1,31521.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31528[11:MRR:31520.1,31523.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31530[11:MRR:193.1,31528.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31534[11:MRR:31519.1,31526.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31539[11:MRR:31530.0,31534.0] || -> . % 3.57/3.76 31540[11:Spt:31539.0,31518.1,31521.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 31541[11:Spt:31539.0,31518.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31542[11:MRR:191.0,31541.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31543[11:MRR:31520.0,31542.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31547[11:MRR:53.1,31543.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31549[11:MRR:31519.1,31547.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31552[11:MRR:200.0,200.1,31549.0,31541.0] || -> . % 3.57/3.76 31554[10:Spt:31552.0,31507.1,31511.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 31555[10:Spt:31552.0,31507.0,31507.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.57/3.76 31556[11:Spt:31555.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31557[11:MRR:178.1,31556.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31558[11:MRR:182.1,31556.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31559[11:MRR:180.1,31556.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31562[11:MRR:31510.0,31557.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31563[11:MRR:31509.0,31558.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31564[11:MRR:31508.0,31559.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31565[12:Spt:31562.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31566[12:MRR:79.1,31565.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 31567[12:MRR:81.1,31565.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 31571[12:MRR:31564.0,31566.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 31573[12:MRR:60.1,31571.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31578[12:MRR:31563.0,31567.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31584[12:MRR:31573.0,31578.0] || -> . % 3.57/3.76 31585[12:Spt:31584.0,31562.0,31565.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31586[12:Spt:31584.0,31562.1] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31587[12:MRR:51.1,31586.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 31588[12:MRR:31564.1,31587.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31590[12:MRR:88.1,31588.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 31593[12:MRR:31563.0,31590.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31598[12:MRR:53.0,53.1,31593.0,31586.0] || -> . % 3.57/3.76 31599[11:Spt:31598.0,31555.0,31556.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31600[11:Spt:31598.0,31555.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 31601[11:MRR:40.1,31600.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 31602[11:MRR:31508.2,31601.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 31603[11:MRR:42.1,31600.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31604[11:MRR:31509.2,31603.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 31607[11:MRR:38.1,31600.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31608[11:MRR:31510.2,31607.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.76 31610[12:Spt:31602.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31611[12:MRR:191.0,31610.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31612[12:MRR:200.1,31610.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31615[12:MRR:31608.0,31611.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31619[12:MRR:81.1,31615.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 31621[12:MRR:31604.0,31612.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 31626[12:MRR:31619.0,31621.0] || -> . % 3.57/3.76 31627[12:Spt:31626.0,31602.0,31610.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31628[12:Spt:31626.0,31602.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31629[12:MRR:79.0,31628.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31630[12:MRR:31608.1,31629.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31633[12:MRR:193.1,31630.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31634[12:MRR:31604.0,31633.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 31638[12:MRR:88.0,88.1,31634.0,31628.0] || -> . % 3.57/3.76 31639[9:Spt:31638.0,31495.1,31500.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 31640[9:Spt:31638.0,31495.0,31495.2,31495.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 31641[10:Spt:31640.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 31642[10:MRR:186.1,31641.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31643[10:MRR:184.1,31641.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31644[10:MRR:188.1,31641.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31646[10:MRR:177.0,31641.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31647[10:MRR:31498.0,31642.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31648[10:MRR:31499.0,31643.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31649[10:MRR:31497.0,31644.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31650[10:MRR:31496.0,31646.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 31651[11:Spt:31647.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31652[11:MRR:96.0,31651.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31654[11:MRR:116.1,31651.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31655[11:MRR:107.0,31651.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31657[11:MRR:31650.0,31652.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 31658[11:MRR:31649.0,31654.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 31659[11:MRR:31648.0,31655.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 31660[12:Spt:31657.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 31663[12:MRR:66.1,31660.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31665[12:MRR:70.1,31660.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 31667[12:MRR:31659.0,31663.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31669[12:MRR:53.1,31667.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31674[12:MRR:31658.0,31665.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31680[12:MRR:31669.0,31674.0] || -> . % 3.57/3.76 31681[12:Spt:31680.0,31657.0,31660.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 31682[12:Spt:31680.0,31657.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 31683[12:MRR:38.1,31682.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31684[12:MRR:31659.1,31683.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31688[12:MRR:81.1,31684.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 31690[12:MRR:31658.0,31688.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31694[12:MRR:42.0,42.1,31690.0,31682.0] || -> . % 3.57/3.76 31696[11:Spt:31694.0,31647.0,31651.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31697[11:Spt:31694.0,31647.1,31647.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 31698[12:Spt:31697.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31699[12:MRR:68.0,31698.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 31700[12:MRR:79.0,31698.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 31704[12:MRR:88.1,31698.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 31705[12:MRR:31650.1,31699.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 31706[12:MRR:31648.1,31700.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 31707[12:MRR:31649.1,31704.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 31708[13:Spt:31705.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31709[13:MRR:98.1,31708.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31711[13:MRR:94.1,31708.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31713[13:MRR:31707.0,31709.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31714[13:MRR:53.0,31713.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31720[13:MRR:31706.0,31711.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31726[13:MRR:31714.0,31720.0] || -> . % 3.57/3.76 31727[13:Spt:31726.0,31705.0,31708.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31728[13:Spt:31726.0,31705.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 31729[13:MRR:42.1,31728.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31730[13:MRR:31707.1,31729.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31732[13:MRR:109.0,31730.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31734[13:MRR:31706.0,31732.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31739[13:MRR:38.0,38.1,31734.0,31728.0] || -> . % 3.57/3.76 31740[12:Spt:31739.0,31697.0,31698.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 31741[12:Spt:31739.0,31697.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 31742[12:MRR:60.1,31741.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 31743[12:MRR:31649.2,31742.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 31744[12:MRR:51.0,31741.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31745[12:MRR:31648.2,31744.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 31749[12:MRR:40.0,31741.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 31750[12:MRR:31650.2,31749.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 31751[13:Spt:31743.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31752[13:MRR:98.0,31751.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 31754[13:MRR:109.0,31751.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31756[13:MRR:31750.0,31752.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 31759[13:MRR:66.1,31756.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31762[13:MRR:31745.0,31754.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31767[13:MRR:31759.0,31762.0] || -> . % 3.57/3.76 31768[13:Spt:31767.0,31743.0,31751.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31769[13:Spt:31767.0,31743.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 31770[13:MRR:70.0,31769.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 31771[13:MRR:31750.1,31770.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31773[13:MRR:94.1,31771.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31775[13:MRR:31745.0,31773.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31778[13:MRR:81.0,81.1,31769.0,31775.0] || -> . % 3.57/3.76 31780[10:Spt:31778.0,31640.0,31641.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 31781[10:Spt:31778.0,31640.1,31640.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 31782[11:Spt:31781.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 31783[11:MRR:65.0,31782.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 31784[11:MRR:72.1,31782.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 31785[11:MRR:76.1,31782.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 31788[11:MRR:74.1,31782.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 31789[11:MRR:31496.2,31783.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 31790[11:MRR:31499.2,31784.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 31791[11:MRR:31497.2,31785.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 31792[11:MRR:31498.2,31788.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.76 31793[12:Spt:31789.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31794[12:MRR:180.1,31793.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31795[12:MRR:178.1,31793.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31796[12:MRR:182.1,31793.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31798[12:MRR:31792.0,31794.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.76 31799[12:MRR:31790.0,31795.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 31800[12:MRR:31791.0,31796.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 31801[13:Spt:31798.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31803[13:MRR:107.0,31801.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31804[13:MRR:116.1,31801.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31807[13:MRR:31799.0,31803.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31808[13:MRR:53.1,31807.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31814[13:MRR:31800.0,31804.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31820[13:MRR:31808.0,31814.0] || -> . % 3.57/3.76 31821[13:Spt:31820.0,31798.0,31801.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31822[13:Spt:31820.0,31798.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 31823[13:MRR:51.0,31822.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31824[13:MRR:31799.1,31823.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31826[13:MRR:109.1,31824.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31829[13:MRR:31800.0,31826.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31834[13:MRR:60.0,60.1,31829.0,31822.0] || -> . % 3.57/3.76 31835[12:Spt:31834.0,31789.0,31793.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31836[12:Spt:31834.0,31789.1,31789.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 31837[13:Spt:31836.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31838[13:MRR:96.1,31837.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31839[13:MRR:94.1,31837.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31841[13:MRR:98.1,31837.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31843[13:MRR:31792.1,31838.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.76 31844[13:MRR:31790.1,31839.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.76 31845[13:MRR:31791.1,31841.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 31846[14:Spt:31843.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31848[14:MRR:200.1,31846.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31849[14:MRR:191.0,31846.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31850[14:MRR:31845.0,31848.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 31851[14:MRR:53.0,31850.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31857[14:MRR:31844.0,31849.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31863[14:MRR:31851.0,31857.0] || -> . % 3.57/3.76 31864[14:Spt:31863.0,31843.0,31846.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31865[14:Spt:31863.0,31843.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 31866[14:MRR:60.1,31865.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 31867[14:MRR:31845.1,31866.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31869[14:MRR:193.0,31867.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31870[14:MRR:31844.0,31869.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 31875[14:MRR:51.0,51.1,31865.0,31870.0] || -> . % 3.57/3.76 31876[13:Spt:31875.0,31836.0,31837.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 31877[13:Spt:31875.0,31836.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 31878[13:MRR:42.1,31877.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 31879[13:MRR:31791.2,31878.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 31880[13:MRR:38.1,31877.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 31881[13:MRR:31790.2,31880.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.76 31885[13:MRR:40.1,31877.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 31886[13:MRR:31792.2,31885.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.76 31887[14:Spt:31879.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31888[14:MRR:200.0,31887.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31889[14:MRR:193.0,31887.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31891[14:MRR:31886.0,31888.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31894[14:MRR:107.0,31891.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31896[14:MRR:31881.0,31889.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31900[14:MRR:31894.0,31896.0] || -> . % 3.57/3.76 31901[14:Spt:31900.0,31879.0,31887.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31902[14:Spt:31900.0,31879.1] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31903[14:MRR:116.0,31902.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31904[14:MRR:31886.1,31903.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 31905[14:MRR:191.0,31904.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31907[14:MRR:31881.0,31905.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 31909[14:MRR:109.0,109.1,31902.0,31907.0] || -> . % 3.57/3.76 31911[11:Spt:31909.0,31781.0,31782.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 31912[11:Spt:31909.0,31781.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 31913[11:MRR:48.1,31912.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 31914[11:MRR:44.1,31912.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 31917[11:MRR:37.0,31912.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 31918[11:MRR:46.1,31912.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 31919[11:MRR:31496.3,31917.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 31920[11:MRR:31499.3,31914.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 31921[11:MRR:31497.3,31913.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 31922[11:MRR:31498.3,31918.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 31923[12:Spt:31919.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 31925[12:MRR:182.1,31923.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 31926[12:MRR:178.1,31923.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 31927[12:MRR:180.1,31923.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 31928[12:MRR:31921.0,31925.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 31929[12:MRR:31920.0,31926.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 31930[12:MRR:31922.0,31927.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 31931[13:Spt:31928.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 31932[13:MRR:116.0,31931.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 31933[13:MRR:109.0,31931.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31937[13:MRR:31930.0,31932.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31939[13:MRR:79.0,31937.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31943[13:MRR:31929.0,31933.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31948[13:MRR:31939.0,31943.0] || -> . % 3.57/3.76 31949[13:Spt:31948.0,31928.0,31931.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 31950[13:Spt:31948.0,31928.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 31951[13:MRR:88.0,31950.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 31952[13:MRR:31930.1,31951.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 31954[13:MRR:107.0,31952.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 31957[13:MRR:31929.0,31954.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31959[13:MRR:81.0,81.1,31950.0,31957.0] || -> . % 3.57/3.76 31962[12:Spt:31959.0,31919.0,31923.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 31963[12:Spt:31959.0,31919.1,31919.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 31964[13:Spt:31963.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 31965[13:MRR:98.1,31964.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 31966[13:MRR:96.1,31964.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 31967[13:MRR:94.1,31964.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 31970[13:MRR:31921.1,31965.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 31971[13:MRR:31922.1,31966.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 31972[13:MRR:31920.1,31967.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.76 31973[14:Spt:31970.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 31975[14:MRR:193.0,31973.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 31976[14:MRR:200.0,31973.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31977[14:MRR:31972.0,31975.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 31978[14:MRR:79.1,31977.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 31983[14:MRR:31971.0,31976.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31988[14:MRR:31978.0,31983.0] || -> . % 3.57/3.76 31989[14:Spt:31988.0,31970.0,31973.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 31990[14:Spt:31988.0,31970.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 31991[14:MRR:81.0,31990.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 31992[14:MRR:31972.1,31991.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 31994[14:MRR:191.1,31992.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 31995[14:MRR:31971.0,31994.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 31999[14:MRR:88.0,88.1,31990.0,31995.0] || -> . % 3.57/3.76 32000[13:Spt:31999.0,31963.0,31964.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32001[13:Spt:31999.0,31963.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32002[13:MRR:66.1,32001.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 32003[13:MRR:31920.2,32002.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.76 32004[13:MRR:68.1,32001.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32005[13:MRR:31922.2,32004.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.76 32007[13:MRR:70.1,32001.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 32008[13:MRR:31921.2,32007.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 32010[14:Spt:32003.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 32011[14:MRR:193.1,32010.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 32012[14:MRR:191.1,32010.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32014[14:MRR:32008.0,32011.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 32018[14:MRR:116.0,32014.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 32019[14:MRR:32005.0,32012.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32023[14:MRR:32018.0,32019.0] || -> . % 3.57/3.76 32024[14:Spt:32023.0,32003.0,32010.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 32025[14:Spt:32023.0,32003.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 32026[14:MRR:109.1,32025.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 32027[14:MRR:32008.1,32026.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 32028[14:MRR:200.0,32027.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32030[14:MRR:32005.0,32028.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32032[14:MRR:107.0,107.1,32030.0,32025.0] || -> . % 3.57/3.76 32034[8:Spt:32032.0,31482.1,31488.0] || pigeon_4_in_hole_5*+ -> . % 3.57/3.76 32035[8:Spt:32032.0,31482.0,31482.2,31482.3,31482.4] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.76 32036[9:Spt:32035.0] || -> pigeon_4_in_hole_7*. % 3.57/3.76 32037[9:MRR:190.0,32036.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 32038[9:MRR:197.1,32036.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 32039[9:MRR:195.1,32036.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 32040[9:MRR:179.0,32036.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 32041[9:MRR:185.0,32036.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 32042[9:MRR:31485.0,32037.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32043[9:MRR:31486.0,32038.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32044[9:MRR:31483.0,32039.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32045[9:MRR:31484.0,32040.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32046[9:MRR:31487.0,32041.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32047[10:Spt:32042.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 32048[10:MRR:109.1,32047.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 32049[10:MRR:107.1,32047.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 32052[10:MRR:94.0,32047.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32053[10:MRR:100.0,32047.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 32054[10:MRR:32043.1,32048.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32055[10:MRR:32044.1,32049.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32056[10:MRR:32045.1,32052.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32057[10:MRR:32046.1,32053.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32058[11:Spt:32054.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32060[11:MRR:88.0,32058.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32062[11:MRR:70.0,32058.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 32064[11:MRR:76.0,32058.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32065[11:MRR:32055.1,32060.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.76 32066[11:MRR:32056.1,32062.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 32067[11:MRR:32057.1,32064.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 32068[12:Spt:32065.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32073[12:MRR:46.0,32068.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32074[12:MRR:40.0,32068.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32075[12:MRR:32067.1,32073.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32076[12:MRR:121.0,32075.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32081[12:MRR:32066.1,32074.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32086[12:MRR:32076.0,32081.0] || -> . % 3.57/3.76 32087[12:Spt:32086.0,32065.1,32068.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32088[12:Spt:32086.0,32065.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 32089[12:MRR:130.0,32088.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32090[12:MRR:32067.0,32089.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32095[12:MRR:37.0,32090.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32096[12:MRR:32066.1,32095.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32100[12:MRR:124.0,124.1,32088.0,32096.0] || -> . % 3.57/3.76 32101[11:Spt:32100.0,32054.1,32058.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32102[11:Spt:32100.0,32054.0,32054.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.76 32103[12:Spt:32102.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32104[12:MRR:132.0,32103.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32105[12:MRR:126.0,32103.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 32107[12:MRR:144.0,32103.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32109[12:MRR:32057.0,32104.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32110[12:MRR:32056.0,32105.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32111[12:MRR:32055.0,32107.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32112[13:Spt:32109.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32114[13:MRR:74.1,32112.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32116[13:MRR:65.0,32112.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32118[13:MRR:32111.0,32114.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32119[13:MRR:40.0,32118.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32125[13:MRR:32110.0,32116.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32131[13:MRR:32119.0,32125.0] || -> . % 3.57/3.76 32132[13:Spt:32131.0,32109.0,32112.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32133[13:Spt:32131.0,32109.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32134[13:MRR:46.1,32133.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32135[13:MRR:32111.1,32134.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32137[13:MRR:68.0,32135.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32140[13:MRR:32110.0,32137.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32145[13:MRR:37.0,37.1,32133.0,32140.0] || -> . % 3.57/3.76 32146[12:Spt:32145.0,32102.0,32103.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32147[12:Spt:32145.0,32102.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32148[12:MRR:60.0,32147.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 32149[12:MRR:32055.2,32148.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 32150[12:MRR:42.0,32147.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32151[12:MRR:32056.2,32150.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 32152[12:MRR:48.0,32147.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32153[12:MRR:32057.2,32152.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.76 32157[13:Spt:32149.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 32158[13:MRR:130.0,32157.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32159[13:MRR:124.0,32157.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32162[13:MRR:32153.0,32158.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32164[13:MRR:65.0,32162.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32168[13:MRR:32151.0,32159.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32173[13:MRR:32164.0,32168.0] || -> . % 3.57/3.76 32174[13:Spt:32173.0,32149.0,32157.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32175[13:Spt:32173.0,32149.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32176[13:MRR:74.0,32175.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32177[13:MRR:32153.1,32176.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32180[13:MRR:121.0,32177.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32181[13:MRR:32151.0,32180.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32185[13:MRR:68.0,68.1,32175.0,32181.0] || -> . % 3.57/3.76 32186[10:Spt:32185.0,32042.1,32047.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 32187[10:Spt:32185.0,32042.0,32042.2,32042.3] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32188[11:Spt:32187.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 32189[11:MRR:135.1,32188.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32190[11:MRR:128.0,32188.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32191[11:MRR:122.0,32188.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 32193[11:MRR:137.1,32188.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32194[11:MRR:32044.0,32189.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32195[11:MRR:32046.0,32190.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32196[11:MRR:32045.0,32191.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32197[11:MRR:32043.0,32193.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32198[12:Spt:32194.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32199[12:MRR:116.1,32198.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 32202[12:MRR:96.0,32198.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32203[12:MRR:102.0,32198.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 32204[12:MRR:32197.0,32199.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32205[12:MRR:32196.0,32202.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32206[12:MRR:32195.0,32203.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32207[13:Spt:32204.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32208[13:MRR:76.0,32207.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32210[13:MRR:70.0,32207.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32214[13:MRR:32206.0,32208.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32216[13:MRR:37.0,32214.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32221[13:MRR:32205.0,32210.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32227[13:MRR:32216.0,32221.0] || -> . % 3.57/3.76 32228[13:Spt:32227.0,32204.0,32207.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 32229[13:Spt:32227.0,32204.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32230[13:MRR:48.0,32229.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32231[13:MRR:32206.1,32230.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32235[13:MRR:65.0,32231.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32237[13:MRR:32205.0,32235.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32241[13:MRR:42.0,42.1,32229.0,32237.0] || -> . % 3.57/3.76 32243[12:Spt:32241.0,32194.0,32198.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 32244[12:Spt:32241.0,32194.1,32194.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32245[13:Spt:32244.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32246[13:MRR:88.1,32245.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32247[13:MRR:74.0,32245.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32249[13:MRR:68.0,32245.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 32252[13:MRR:32197.1,32246.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 32253[13:MRR:32195.1,32247.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 32254[13:MRR:32196.1,32249.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 32255[14:Spt:32252.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 32258[14:MRR:98.0,32255.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32259[14:MRR:104.0,32255.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32260[14:MRR:32254.0,32258.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32261[14:MRR:37.1,32260.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32267[14:MRR:32253.0,32259.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32273[14:MRR:32261.0,32267.0] || -> . % 3.57/3.76 32274[14:Spt:32273.0,32252.0,32255.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 32275[14:Spt:32273.0,32252.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32276[14:MRR:42.0,32275.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32277[14:MRR:32254.1,32276.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 32280[14:MRR:93.1,32277.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32281[14:MRR:32253.0,32280.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32286[14:MRR:48.0,48.1,32275.0,32281.0] || -> . % 3.57/3.76 32287[13:Spt:32286.0,32244.0,32245.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32288[13:Spt:32286.0,32244.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32289[13:MRR:40.0,32288.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 32290[13:MRR:32196.2,32289.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 32291[13:MRR:46.0,32288.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32292[13:MRR:32195.2,32291.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 32296[13:MRR:60.1,32288.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 32297[13:MRR:32197.2,32296.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 32298[14:Spt:32290.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 32299[14:MRR:98.1,32298.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 32300[14:MRR:93.1,32298.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32303[14:MRR:32297.0,32299.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32308[14:MRR:76.0,32303.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32309[14:MRR:32292.0,32300.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32314[14:MRR:32308.0,32309.0] || -> . % 3.57/3.76 32315[14:Spt:32314.0,32290.0,32298.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32316[14:Spt:32314.0,32290.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32317[14:MRR:70.1,32316.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 32318[14:MRR:32297.1,32317.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 32319[14:MRR:104.0,32318.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32322[14:MRR:32292.0,32319.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32325[14:MRR:65.0,65.1,32322.0,32316.0] || -> . % 3.57/3.76 32327[11:Spt:32325.0,32187.0,32188.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 32328[11:Spt:32325.0,32187.1,32187.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32329[12:Spt:32328.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 32330[12:MRR:81.1,32329.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32331[12:MRR:72.0,32329.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32333[12:MRR:66.0,32329.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 32335[12:MRR:79.1,32329.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32336[12:MRR:32043.2,32330.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 32337[12:MRR:32046.2,32331.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 32338[12:MRR:32045.2,32333.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 32339[12:MRR:32044.2,32335.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.76 32340[13:Spt:32336.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32341[13:MRR:144.0,32340.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32342[13:MRR:132.0,32340.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32343[13:MRR:126.0,32340.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 32345[13:MRR:32339.0,32341.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.76 32346[13:MRR:32337.0,32342.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 32347[13:MRR:32338.0,32343.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 32348[14:Spt:32345.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32349[14:MRR:102.0,32348.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32350[14:MRR:96.0,32348.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32354[14:MRR:32346.0,32349.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32355[14:MRR:37.0,32354.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32361[14:MRR:32347.0,32350.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32367[14:MRR:32355.0,32361.0] || -> . % 3.57/3.76 32368[14:Spt:32367.0,32345.0,32348.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 32369[14:Spt:32367.0,32345.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32370[14:MRR:46.0,32369.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32371[14:MRR:32346.1,32370.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 32372[14:MRR:93.0,32371.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32376[14:MRR:32347.0,32372.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32381[14:MRR:40.0,40.1,32369.0,32376.0] || -> . % 3.57/3.76 32382[13:Spt:32381.0,32336.0,32340.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32383[13:Spt:32381.0,32336.1,32336.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 32384[14:Spt:32383.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 32385[14:MRR:116.0,32384.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 32386[14:MRR:104.0,32384.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 32387[14:MRR:98.0,32384.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32390[14:MRR:32339.1,32385.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.76 32391[14:MRR:32337.1,32386.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 32392[14:MRR:32338.1,32387.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 32393[15:Spt:32390.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 32395[15:MRR:124.0,32393.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32396[15:MRR:130.0,32393.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32397[15:MRR:32392.0,32395.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32398[15:MRR:37.1,32397.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32404[15:MRR:32391.0,32396.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32410[15:MRR:32398.0,32404.0] || -> . % 3.57/3.76 32411[15:Spt:32410.0,32390.0,32393.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32412[15:Spt:32410.0,32390.1] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32413[15:MRR:40.0,32412.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 32414[15:MRR:32392.1,32413.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32416[15:MRR:121.1,32414.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32417[15:MRR:32391.0,32416.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32422[15:MRR:46.0,46.1,32412.0,32417.0] || -> . % 3.57/3.76 32423[14:Spt:32422.0,32383.0,32384.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 32424[14:Spt:32422.0,32383.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32425[14:MRR:42.0,32424.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 32426[14:MRR:32338.2,32425.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 32427[14:MRR:48.0,32424.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32428[14:MRR:32337.2,32427.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 32432[14:MRR:60.0,32424.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32433[14:MRR:32339.2,32432.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 32434[15:Spt:32426.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32435[15:MRR:124.1,32434.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32436[15:MRR:121.1,32434.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32438[15:MRR:32433.0,32435.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32442[15:MRR:102.0,32438.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32443[15:MRR:32428.0,32436.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 32447[15:MRR:32442.0,32443.0] || -> . % 3.57/3.76 32448[15:Spt:32447.0,32426.0,32434.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32449[15:Spt:32447.0,32426.1] || -> pigeon_1_in_hole_4*. % 3.57/3.76 32450[15:MRR:96.1,32449.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 32451[15:MRR:32433.1,32450.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 32452[15:MRR:130.0,32451.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32454[15:MRR:32428.0,32452.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 32455[15:MRR:93.0,93.1,32454.0,32449.0] || -> . % 3.57/3.76 32458[12:Spt:32455.0,32328.0,32329.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 32459[12:Spt:32455.0,32328.1] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32460[12:MRR:38.0,32459.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 32461[12:MRR:44.0,32459.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 32462[12:MRR:53.1,32459.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 32463[12:MRR:51.1,32459.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 32466[12:MRR:32043.3,32462.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 32467[12:MRR:32046.3,32461.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 32468[12:MRR:32045.3,32460.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 32469[12:MRR:32044.3,32463.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 32470[13:Spt:32466.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32472[13:MRR:126.0,32470.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 32473[13:MRR:132.0,32470.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32474[13:MRR:144.0,32470.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32475[13:MRR:32468.0,32472.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 32476[13:MRR:32467.0,32473.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 32477[13:MRR:32469.0,32474.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 32478[14:Spt:32475.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 32479[14:MRR:96.1,32478.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 32480[14:MRR:93.1,32478.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32484[14:MRR:32477.0,32479.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32486[14:MRR:74.0,32484.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32490[14:MRR:32476.0,32480.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32495[14:MRR:32486.0,32490.0] || -> . % 3.57/3.76 32496[14:Spt:32495.0,32475.0,32478.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32497[14:Spt:32495.0,32475.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32498[14:MRR:68.1,32497.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32499[14:MRR:32477.1,32498.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32500[14:MRR:102.0,32499.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 32504[14:MRR:32476.0,32500.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32506[14:MRR:65.0,65.1,32504.0,32497.0] || -> . % 3.57/3.76 32509[13:Spt:32506.0,32466.0,32470.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32510[13:Spt:32506.0,32466.1,32466.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 32511[14:Spt:32510.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 32512[14:MRR:98.0,32511.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32513[14:MRR:116.0,32511.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 32514[14:MRR:104.0,32511.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 32517[14:MRR:32468.1,32512.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 32518[14:MRR:32469.1,32513.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 32519[14:MRR:32467.1,32514.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.76 32520[15:Spt:32517.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32522[15:MRR:121.1,32520.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32523[15:MRR:124.1,32520.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32524[15:MRR:32519.0,32522.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32525[15:MRR:74.1,32524.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32530[15:MRR:32518.0,32523.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32535[15:MRR:32525.0,32530.0] || -> . % 3.57/3.76 32536[15:Spt:32535.0,32517.0,32520.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32537[15:Spt:32535.0,32517.1] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32538[15:MRR:65.1,32537.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32539[15:MRR:32519.1,32538.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32541[15:MRR:130.1,32539.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32542[15:MRR:32518.0,32541.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32546[15:MRR:68.0,68.1,32542.0,32537.0] || -> . % 3.57/3.76 32547[14:Spt:32546.0,32510.0,32511.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 32548[14:Spt:32546.0,32510.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32549[14:MRR:76.0,32548.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32550[14:MRR:32467.2,32549.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 32551[14:MRR:88.0,32548.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32552[14:MRR:32469.2,32551.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 32554[14:MRR:70.0,32548.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 32555[14:MRR:32468.2,32554.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 32557[15:Spt:32550.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32558[15:MRR:121.0,32557.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 32559[15:MRR:130.1,32557.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32561[15:MRR:32555.0,32558.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 32565[15:MRR:96.1,32561.0] || pigeon_5_in_hole_4* -> . % 3.57/3.76 32566[15:MRR:32552.0,32559.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32570[15:MRR:32565.0,32566.0] || -> . % 3.57/3.76 32571[15:Spt:32570.0,32550.0,32557.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32572[15:Spt:32570.0,32550.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 32573[15:MRR:93.0,32572.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 32574[15:MRR:32555.1,32573.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32575[15:MRR:124.1,32574.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32577[15:MRR:32552.0,32575.0] || -> pigeon_5_in_hole_4*. % 3.57/3.76 32578[15:MRR:102.0,102.1,32577.0,32572.0] || -> . % 3.57/3.76 32581[9:Spt:32578.0,32035.0,32036.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.76 32582[9:Spt:32578.0,32035.1,32035.2,32035.3] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.76 32583[10:Spt:32582.0] || -> pigeon_4_in_hole_4*. % 3.57/3.76 32584[10:MRR:95.0,32583.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 32585[10:MRR:111.1,32583.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.76 32587[10:MRR:101.0,32583.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 32588[10:MRR:113.1,32583.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 32589[10:MRR:106.0,32583.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 32590[10:MRR:31484.2,32584.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.76 32591[10:MRR:31483.2,32585.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32592[10:MRR:31487.2,32587.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32593[10:MRR:31486.2,32588.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32594[10:MRR:31485.2,32589.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32595[11:Spt:32590.2] || -> pigeon_1_in_hole_3*. % 3.57/3.76 32596[11:MRR:65.1,32595.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32597[11:MRR:68.1,32595.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32599[11:MRR:70.1,32595.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32601[11:MRR:66.1,32595.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 32602[11:MRR:32592.2,32596.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 32603[11:MRR:32591.2,32597.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.76 32604[11:MRR:32593.2,32599.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.76 32605[11:MRR:32594.2,32601.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 32606[12:Spt:32602.2] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32608[12:MRR:44.1,32606.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 32609[12:MRR:48.1,32606.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 32612[12:MRR:46.1,32606.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 32613[12:MRR:32605.2,32608.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.76 32614[12:MRR:32604.2,32609.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 32615[12:MRR:32603.2,32612.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.76 32616[13:Spt:32613.1] || -> pigeon_3_in_hole_5*. % 3.57/3.76 32617[13:MRR:137.1,32616.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 32621[13:MRR:135.1,32616.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32622[13:MRR:32614.1,32617.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 32624[13:MRR:200.0,32622.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32627[13:MRR:32615.1,32621.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 32631[13:MRR:32624.0,32627.0] || -> . % 3.57/3.76 32632[13:Spt:32631.0,32613.1,32616.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 32633[13:Spt:32631.0,32613.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 32634[13:MRR:193.1,32633.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 32635[13:MRR:32614.0,32634.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32636[13:MRR:144.0,32635.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32640[13:MRR:32615.1,32636.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 32643[13:MRR:191.0,191.1,32640.0,32633.0] || -> . % 3.57/3.76 32644[12:Spt:32643.0,32602.2,32606.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 32645[12:Spt:32643.0,32602.0,32602.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.76 32646[13:Spt:32645.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 32647[13:MRR:188.1,32646.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 32648[13:MRR:186.1,32646.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 32649[13:MRR:184.1,32646.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 32651[13:MRR:32604.0,32647.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.76 32652[13:MRR:32603.0,32648.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.76 32653[13:MRR:32605.0,32649.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 32654[14:Spt:32651.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32655[14:MRR:137.0,32654.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 32659[14:MRR:144.0,32654.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32660[14:MRR:32653.0,32655.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32663[14:MRR:51.1,32660.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32666[14:MRR:32652.0,32659.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32671[14:MRR:32663.0,32666.0] || -> . % 3.57/3.76 32672[14:Spt:32671.0,32651.0,32654.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 32673[14:Spt:32671.0,32651.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32674[14:MRR:53.0,32673.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 32675[14:MRR:32653.1,32674.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 32676[14:MRR:135.1,32675.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32680[14:MRR:32652.0,32676.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32683[14:MRR:60.0,60.1,32673.0,32680.0] || -> . % 3.57/3.76 32685[13:Spt:32683.0,32645.0,32646.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 32686[13:Spt:32683.0,32645.1] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32687[13:MRR:132.1,32686.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32688[13:MRR:32604.1,32687.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 32689[13:MRR:128.1,32686.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 32690[13:MRR:32605.1,32689.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.76 32693[13:MRR:130.1,32686.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32694[13:MRR:32603.1,32693.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.76 32695[14:Spt:32688.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 32696[14:MRR:193.0,32695.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 32698[14:MRR:200.0,32695.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32699[14:MRR:32690.0,32696.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32703[14:MRR:51.1,32699.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32705[14:MRR:32694.0,32698.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32710[14:MRR:32703.0,32705.0] || -> . % 3.57/3.76 32711[14:Spt:32710.0,32688.0,32695.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 32712[14:Spt:32710.0,32688.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32713[14:MRR:53.0,32712.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 32714[14:MRR:32690.1,32713.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 32715[14:MRR:191.1,32714.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32717[14:MRR:32694.0,32715.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32719[14:MRR:60.0,60.1,32712.0,32717.0] || -> . % 3.57/3.76 32722[11:Spt:32719.0,32590.2,32595.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 32723[11:Spt:32719.0,32590.0,32590.1,32590.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 32724[12:Spt:32723.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 32725[12:MRR:182.1,32724.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 32726[12:MRR:178.1,32724.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 32727[12:MRR:180.1,32724.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 32728[12:MRR:177.1,32724.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 32729[12:MRR:32593.0,32725.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32730[12:MRR:32594.0,32726.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32731[12:MRR:32591.0,32727.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32732[12:MRR:32592.0,32728.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32733[13:Spt:32729.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 32734[13:MRR:132.0,32733.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32735[13:MRR:144.0,32733.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32738[13:MRR:137.0,32733.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 32739[13:MRR:32732.0,32734.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32740[13:MRR:32731.0,32735.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32741[13:MRR:32730.0,32738.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32742[14:Spt:32739.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32746[14:MRR:74.1,32742.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32747[14:MRR:72.1,32742.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 32748[14:MRR:32740.0,32746.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32749[14:MRR:51.0,32748.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 32755[14:MRR:32741.0,32747.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32761[14:MRR:32749.0,32755.0] || -> . % 3.57/3.76 32762[14:Spt:32761.0,32739.0,32742.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32763[14:Spt:32761.0,32739.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32764[14:MRR:46.1,32763.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32765[14:MRR:32740.1,32764.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32769[14:MRR:79.0,32765.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 32770[14:MRR:32741.0,32769.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32771[14:MRR:44.0,44.1,32770.0,32763.0] || -> . % 3.57/3.76 32776[13:Spt:32771.0,32729.0,32733.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32777[13:Spt:32771.0,32729.1,32729.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32778[14:Spt:32777.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32779[14:MRR:76.0,32778.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32780[14:MRR:88.0,32778.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32783[14:MRR:81.0,32778.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 32784[14:MRR:32732.1,32779.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 32785[14:MRR:32731.1,32780.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.76 32786[14:MRR:32730.1,32783.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 32787[15:Spt:32784.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32788[15:MRR:128.1,32787.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 32791[15:MRR:130.1,32787.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32792[15:MRR:32786.0,32788.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32793[15:MRR:51.1,32792.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32799[15:MRR:32785.0,32791.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32805[15:MRR:32793.0,32799.0] || -> . % 3.57/3.76 32806[15:Spt:32805.0,32784.0,32787.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32807[15:Spt:32805.0,32784.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32808[15:MRR:44.1,32807.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 32809[15:MRR:32786.1,32808.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 32810[15:MRR:135.1,32809.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32813[15:MRR:32785.0,32810.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32818[15:MRR:46.0,46.1,32813.0,32807.0] || -> . % 3.57/3.76 32819[14:Spt:32818.0,32777.0,32778.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32820[14:Spt:32818.0,32777.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32821[14:MRR:53.0,32820.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 32822[14:MRR:32730.2,32821.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 32823[14:MRR:60.0,32820.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32824[14:MRR:32731.2,32823.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 32825[14:MRR:48.0,32820.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32826[14:MRR:32732.2,32825.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.76 32830[15:Spt:32822.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 32831[15:MRR:128.0,32830.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 32834[15:MRR:135.1,32830.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32835[15:MRR:32826.0,32831.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32837[15:MRR:74.1,32835.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32840[15:MRR:32824.0,32834.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32844[15:MRR:32837.0,32840.0] || -> . % 3.57/3.76 32845[15:Spt:32844.0,32822.0,32830.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 32846[15:Spt:32844.0,32822.1] || -> pigeon_3_in_hole_3*. % 3.57/3.76 32847[15:MRR:72.0,32846.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32848[15:MRR:32826.1,32847.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 32849[15:MRR:130.1,32848.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 32852[15:MRR:32824.0,32849.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32855[15:MRR:79.0,79.1,32852.0,32846.0] || -> . % 3.57/3.76 32856[12:Spt:32855.0,32723.0,32724.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 32857[12:Spt:32855.0,32723.1,32723.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 32858[13:Spt:32857.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 32859[13:MRR:122.1,32858.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 32860[13:MRR:121.1,32858.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 32862[13:MRR:124.1,32858.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 32863[13:MRR:126.1,32858.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 32864[13:MRR:32594.1,32859.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32865[13:MRR:32592.1,32860.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32866[13:MRR:32591.1,32862.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32867[13:MRR:32593.1,32863.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32868[14:Spt:32864.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 32869[14:MRR:193.1,32868.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 32870[14:MRR:191.1,32868.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 32871[14:MRR:184.0,32868.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 32872[14:MRR:32867.0,32869.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.76 32873[14:MRR:32866.0,32870.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.76 32874[14:MRR:32865.0,32871.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.76 32875[15:Spt:32872.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32879[15:MRR:88.0,32875.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 32880[15:MRR:76.0,32875.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32881[15:MRR:32873.0,32879.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32887[15:MRR:46.0,32881.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32888[15:MRR:32874.0,32880.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32894[15:MRR:32887.0,32888.0] || -> . % 3.57/3.76 32895[15:Spt:32894.0,32872.0,32875.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 32896[15:Spt:32894.0,32872.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32897[15:MRR:60.0,32896.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32898[15:MRR:32873.1,32897.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32902[15:MRR:74.0,32898.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32903[15:MRR:32874.0,32902.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32907[15:MRR:48.0,48.1,32896.0,32903.0] || -> . % 3.57/3.76 32909[14:Spt:32907.0,32864.0,32868.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 32910[14:Spt:32907.0,32864.1,32864.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.76 32911[15:Spt:32910.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 32912[15:MRR:81.1,32911.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 32913[15:MRR:79.1,32911.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 32914[15:MRR:72.0,32911.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 32917[15:MRR:32867.1,32912.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 32918[15:MRR:32866.1,32913.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.76 32919[15:MRR:32865.1,32914.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.76 32920[16:Spt:32917.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 32921[16:MRR:200.0,32920.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32922[16:MRR:188.0,32920.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 32923[16:MRR:32918.0,32921.0] || -> pigeon_5_in_hole_2*. % 3.57/3.76 32925[16:MRR:46.0,32923.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32930[16:MRR:32919.0,32922.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32936[16:MRR:32925.0,32930.0] || -> . % 3.57/3.76 32937[16:Spt:32936.0,32917.0,32920.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 32938[16:Spt:32936.0,32917.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 32939[16:MRR:60.0,32938.0] || pigeon_5_in_hole_2* -> . % 3.57/3.76 32940[16:MRR:32918.1,32939.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 32941[16:MRR:186.0,32940.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 32942[16:MRR:32919.0,32941.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 32944[16:MRR:48.0,48.1,32938.0,32942.0] || -> . % 3.57/3.76 32948[15:Spt:32944.0,32910.0,32911.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 32949[15:Spt:32944.0,32910.1] || -> pigeon_3_in_hole_2*. % 3.57/3.76 32950[15:MRR:51.1,32949.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 32951[15:MRR:32866.2,32950.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 32952[15:MRR:44.0,32949.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 32953[15:MRR:32865.2,32952.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.76 32954[15:MRR:53.1,32949.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 32955[15:MRR:32867.2,32954.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 32959[16:Spt:32951.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 32960[16:MRR:200.1,32959.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 32961[16:MRR:186.0,32959.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 32962[16:MRR:32955.0,32960.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 32963[16:MRR:76.0,32962.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 32967[16:MRR:32953.0,32961.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32971[16:MRR:32963.0,32967.0] || -> . % 3.57/3.76 32972[16:Spt:32971.0,32951.0,32959.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 32973[16:Spt:32971.0,32951.1] || -> pigeon_5_in_hole_3*. % 3.57/3.76 32974[16:MRR:88.1,32973.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 32975[16:MRR:32955.1,32974.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 32976[16:MRR:188.0,32975.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 32977[16:MRR:32953.0,32976.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 32980[16:MRR:74.0,74.1,32973.0,32977.0] || -> . % 3.57/3.76 32981[13:Spt:32980.0,32857.0,32858.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 32982[13:Spt:32980.0,32857.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 32983[13:MRR:40.1,32982.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 32984[13:MRR:37.1,32982.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 32985[13:MRR:42.1,32982.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 32988[13:MRR:38.1,32982.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 32989[13:MRR:32594.3,32988.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 32990[13:MRR:32592.3,32984.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.76 32991[13:MRR:32591.3,32983.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 32992[13:MRR:32593.3,32985.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 32993[14:Spt:32989.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 32994[14:MRR:184.0,32993.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 32995[14:MRR:191.1,32993.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 32996[14:MRR:193.1,32993.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 32997[14:MRR:32990.0,32994.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.76 32998[14:MRR:32991.0,32995.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.76 32999[14:MRR:32992.0,32996.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 33000[15:Spt:32997.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33003[15:MRR:130.1,33000.0] || pigeon_5_in_hole_5* -> . % 3.57/3.76 33004[15:MRR:132.1,33000.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33005[15:MRR:32998.0,33003.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 33006[15:MRR:88.1,33005.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 33011[15:MRR:32999.0,33004.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33016[15:MRR:33006.0,33011.0] || -> . % 3.57/3.76 33017[15:Spt:33016.0,32997.0,33000.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33018[15:Spt:33016.0,32997.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 33019[15:MRR:74.1,33018.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 33020[15:MRR:32998.1,33019.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 33023[15:MRR:144.1,33020.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33024[15:MRR:32999.0,33023.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33026[15:MRR:76.0,76.1,33024.0,33018.0] || -> . % 3.57/3.76 33029[14:Spt:33026.0,32989.0,32993.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33030[14:Spt:33026.0,32989.1,32989.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 33031[15:Spt:33030.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33032[15:MRR:128.0,33031.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33033[15:MRR:135.1,33031.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 33035[15:MRR:137.1,33031.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33036[15:MRR:32990.1,33032.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.76 33037[15:MRR:32991.1,33033.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.76 33038[15:MRR:32992.1,33035.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 33039[16:Spt:33036.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33040[16:MRR:186.1,33039.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 33041[16:MRR:188.1,33039.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33042[16:MRR:33037.0,33040.0] || -> pigeon_5_in_hole_3*. % 3.57/3.76 33047[16:MRR:88.1,33042.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 33048[16:MRR:33038.0,33041.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33053[16:MRR:33047.0,33048.0] || -> . % 3.57/3.76 33054[16:Spt:33053.0,33036.0,33039.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33055[16:Spt:33053.0,33036.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 33056[16:MRR:74.1,33055.0] || pigeon_5_in_hole_3* -> . % 3.57/3.76 33057[16:MRR:33037.1,33056.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 33058[16:MRR:200.1,33057.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33059[16:MRR:33038.0,33058.0] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33062[16:MRR:76.0,76.1,33059.0,33055.0] || -> . % 3.57/3.76 33064[15:Spt:33062.0,33030.0,33031.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33065[15:Spt:33062.0,33030.1] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33066[15:MRR:79.1,33065.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 33067[15:MRR:32991.2,33066.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.76 33068[15:MRR:81.1,33065.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 33069[15:MRR:32992.2,33068.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 33070[15:MRR:72.0,33065.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 33071[15:MRR:32990.2,33070.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.76 33074[16:Spt:33067.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 33075[16:MRR:186.0,33074.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33076[16:MRR:200.1,33074.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33077[16:MRR:33071.0,33075.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33078[16:MRR:132.1,33077.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33081[16:MRR:33069.0,33076.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33084[16:MRR:33078.0,33081.0] || -> . % 3.57/3.76 33085[16:Spt:33084.0,33067.0,33074.0] || pigeon_5_in_hole_7* -> . % 3.57/3.76 33086[16:Spt:33084.0,33067.1] || -> pigeon_5_in_hole_5*. % 3.57/3.76 33087[16:MRR:130.0,33086.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33088[16:MRR:33071.1,33087.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33089[16:MRR:188.1,33088.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33090[16:MRR:33069.0,33089.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33092[16:MRR:144.0,144.1,33090.0,33086.0] || -> . % 3.57/3.76 33093[10:Spt:33092.0,32582.0,32583.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.76 33094[10:Spt:33092.0,32582.1,32582.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.76 33095[11:Spt:33094.0] || -> pigeon_4_in_hole_3*. % 3.57/3.76 33096[11:MRR:83.1,33095.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.76 33097[11:MRR:85.1,33095.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.76 33098[11:MRR:73.0,33095.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 33099[11:MRR:78.0,33095.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.76 33101[11:MRR:67.0,33095.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 33102[11:MRR:31483.3,33096.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.76 33103[11:MRR:31486.3,33097.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 33104[11:MRR:31487.3,33098.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 33105[11:MRR:31485.3,33099.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 33106[11:MRR:31484.3,33101.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 33107[12:Spt:33102.3] || -> pigeon_5_in_hole_2*. % 3.57/3.76 33108[12:MRR:40.0,33107.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 33109[12:MRR:51.0,33107.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 33110[12:MRR:60.1,33107.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 33113[12:MRR:46.0,33107.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 33114[12:MRR:33106.3,33108.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 33115[12:MRR:33105.3,33109.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 33116[12:MRR:33103.3,33110.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 33117[12:MRR:33104.3,33113.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 33118[13:Spt:33114.1] || -> pigeon_1_in_hole_5*. % 3.57/3.76 33119[13:MRR:126.1,33118.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33122[13:MRR:121.1,33118.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33123[13:MRR:122.1,33118.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33124[13:MRR:33116.1,33119.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 33125[13:MRR:33117.1,33122.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.76 33126[13:MRR:33115.1,33123.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.76 33127[14:Spt:33124.1] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33131[14:MRR:104.0,33127.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33132[14:MRR:109.0,33127.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33133[14:MRR:33125.1,33131.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33136[14:MRR:184.1,33133.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 33138[14:MRR:33126.1,33132.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33142[14:MRR:33136.0,33138.0] || -> . % 3.57/3.76 33143[14:Spt:33142.0,33124.1,33127.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 33144[14:Spt:33142.0,33124.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 33145[14:MRR:188.0,33144.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33146[14:MRR:33125.0,33145.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33150[14:MRR:100.1,33146.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33151[14:MRR:33126.1,33150.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33154[14:MRR:193.0,193.1,33144.0,33151.0] || -> . % 3.57/3.76 33155[13:Spt:33154.0,33114.1,33118.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33156[13:Spt:33154.0,33114.0,33114.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 33157[14:Spt:33156.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 33158[14:MRR:177.1,33157.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33159[14:MRR:178.1,33157.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33161[14:MRR:182.1,33157.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33162[14:MRR:33117.0,33158.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 33163[14:MRR:33115.0,33159.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 33164[14:MRR:33116.0,33161.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 33165[15:Spt:33162.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33166[15:MRR:132.1,33165.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33169[15:MRR:128.1,33165.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33170[15:MRR:33164.0,33166.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33171[15:MRR:109.0,33170.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33176[15:MRR:33163.0,33169.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33181[15:MRR:33171.0,33176.0] || -> . % 3.57/3.76 33182[15:Spt:33181.0,33162.0,33165.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33183[15:Spt:33181.0,33162.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33184[15:MRR:104.1,33183.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 33185[15:MRR:33164.1,33184.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33188[15:MRR:137.0,33185.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33189[15:MRR:33163.0,33188.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33193[15:MRR:100.0,100.1,33189.0,33183.0] || -> . % 3.57/3.76 33194[14:Spt:33193.0,33156.0,33157.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33195[14:Spt:33193.0,33156.1] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33196[14:MRR:98.1,33195.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33197[14:MRR:33116.2,33196.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 33198[14:MRR:94.1,33195.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33199[14:MRR:33115.2,33198.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.76 33200[14:MRR:93.1,33195.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33201[14:MRR:33117.2,33200.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.76 33204[15:Spt:33197.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 33205[15:MRR:188.0,33204.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33206[15:MRR:193.0,33204.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 33208[15:MRR:33201.0,33205.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33209[15:MRR:128.1,33208.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33213[15:MRR:33199.0,33206.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33217[15:MRR:33209.0,33213.0] || -> . % 3.57/3.76 33218[15:Spt:33217.0,33197.0,33204.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33219[15:Spt:33217.0,33197.1] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33220[15:MRR:132.0,33219.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33221[15:MRR:33201.1,33220.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33222[15:MRR:184.1,33221.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 33224[15:MRR:33199.0,33222.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33227[15:MRR:137.0,137.1,33219.0,33224.0] || -> . % 3.57/3.76 33228[12:Spt:33227.0,33102.3,33107.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 33229[12:Spt:33227.0,33102.0,33102.1,33102.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 33230[13:Spt:33229.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 33231[13:MRR:200.1,33230.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33232[13:MRR:186.0,33230.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33233[13:MRR:191.0,33230.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33234[13:MRR:180.0,33230.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33235[13:MRR:33103.0,33231.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 33236[13:MRR:33104.0,33232.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 33237[13:MRR:33105.0,33233.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 33238[13:MRR:33106.0,33234.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 33239[14:Spt:33235.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33240[14:MRR:132.0,33239.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33241[14:MRR:137.0,33239.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33244[14:MRR:126.0,33239.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33245[14:MRR:33236.0,33240.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 33246[14:MRR:33237.0,33241.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 33247[14:MRR:33238.0,33244.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 33248[15:Spt:33245.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33250[15:MRR:100.1,33248.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33251[15:MRR:93.0,33248.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33254[15:MRR:33246.0,33250.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 33255[15:MRR:38.0,33254.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33260[15:MRR:33247.0,33251.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33265[15:MRR:33255.0,33260.0] || -> . % 3.57/3.76 33266[15:Spt:33265.0,33245.0,33248.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33267[15:Spt:33265.0,33245.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33268[15:MRR:44.1,33267.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 33269[15:MRR:33246.1,33268.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33271[15:MRR:94.0,33269.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33274[15:MRR:33247.0,33271.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33278[15:MRR:37.0,37.1,33267.0,33274.0] || -> . % 3.57/3.76 33279[14:Spt:33278.0,33235.0,33239.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33280[14:Spt:33278.0,33235.1,33235.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 33281[15:Spt:33280.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33282[15:MRR:104.0,33281.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 33283[15:MRR:109.0,33281.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 33284[15:MRR:98.0,33281.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 33287[15:MRR:33236.1,33282.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 33288[15:MRR:33237.1,33283.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 33289[15:MRR:33238.1,33284.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 33290[16:Spt:33287.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33293[16:MRR:128.1,33290.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33294[16:MRR:121.0,33290.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33295[16:MRR:33288.0,33293.0] || -> pigeon_3_in_hole_2*. % 3.57/3.76 33300[16:MRR:38.0,33295.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33301[16:MRR:33289.0,33294.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33306[16:MRR:33300.0,33301.0] || -> . % 3.57/3.76 33307[16:Spt:33306.0,33287.0,33290.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33308[16:Spt:33306.0,33287.1] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33309[16:MRR:44.1,33308.0] || pigeon_3_in_hole_2* -> . % 3.57/3.76 33310[16:MRR:33288.1,33309.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33313[16:MRR:122.0,33310.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33314[16:MRR:33289.0,33313.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33315[16:MRR:37.0,37.1,33308.0,33314.0] || -> . % 3.57/3.76 33319[15:Spt:33315.0,33280.0,33281.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33320[15:Spt:33315.0,33280.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33321[15:MRR:53.0,33320.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 33322[15:MRR:33237.2,33321.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 33323[15:MRR:42.0,33320.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33324[15:MRR:33238.2,33323.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 33325[15:MRR:48.0,33320.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 33326[15:MRR:33236.2,33325.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.76 33329[16:Spt:33322.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33330[16:MRR:128.0,33329.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33331[16:MRR:122.0,33329.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33334[16:MRR:33326.0,33330.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33337[16:MRR:93.0,33334.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33339[16:MRR:33324.0,33331.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33343[16:MRR:33337.0,33339.0] || -> . % 3.57/3.76 33344[16:Spt:33343.0,33322.0,33329.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33345[16:Spt:33343.0,33322.1] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33346[16:MRR:100.0,33345.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33347[16:MRR:33326.1,33346.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33348[16:MRR:121.0,33347.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33351[16:MRR:33324.0,33348.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33354[16:MRR:94.0,94.1,33345.0,33351.0] || -> . % 3.57/3.76 33355[13:Spt:33354.0,33229.0,33230.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.76 33356[13:Spt:33354.0,33229.1,33229.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.57/3.76 33357[14:Spt:33356.0] || -> pigeon_5_in_hole_5*. % 3.57/3.76 33358[14:MRR:135.0,33357.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33359[14:MRR:130.0,33357.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33360[14:MRR:124.0,33357.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33362[14:MRR:144.1,33357.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33363[14:MRR:33105.1,33358.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 33364[14:MRR:33104.1,33359.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 33365[14:MRR:33106.1,33360.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 33366[14:MRR:33103.1,33362.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 33367[15:Spt:33363.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33368[15:MRR:193.1,33367.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33369[15:MRR:184.0,33367.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33370[15:MRR:178.0,33367.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33371[15:MRR:33366.0,33368.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.76 33372[15:MRR:33364.0,33369.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.76 33373[15:MRR:33365.0,33370.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.57/3.76 33374[16:Spt:33371.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33377[16:MRR:98.0,33374.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33379[16:MRR:104.0,33374.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33380[16:MRR:33373.0,33377.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33383[16:MRR:37.1,33380.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 33386[16:MRR:33372.0,33379.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33391[16:MRR:33383.0,33386.0] || -> . % 3.57/3.76 33392[16:Spt:33391.0,33371.0,33374.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 33393[16:Spt:33391.0,33371.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33394[16:MRR:42.0,33393.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33395[16:MRR:33373.1,33394.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33398[16:MRR:93.1,33395.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33400[16:MRR:33372.0,33398.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33403[16:MRR:48.0,48.1,33393.0,33400.0] || -> . % 3.57/3.76 33405[15:Spt:33403.0,33363.0,33367.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33406[15:Spt:33403.0,33363.1,33363.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.76 33407[16:Spt:33406.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33408[16:MRR:109.1,33407.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33409[16:MRR:94.0,33407.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 33412[16:MRR:100.0,33407.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 33413[16:MRR:33366.1,33408.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 33414[16:MRR:33365.1,33409.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.57/3.76 33415[16:MRR:33364.1,33412.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.76 33416[17:Spt:33413.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 33417[17:MRR:188.0,33416.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33418[17:MRR:182.0,33416.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33419[17:MRR:33415.0,33417.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33420[17:MRR:37.0,33419.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33425[17:MRR:33414.0,33418.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33430[17:MRR:33420.0,33425.0] || -> . % 3.57/3.76 33431[17:Spt:33430.0,33413.0,33416.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33432[17:Spt:33430.0,33413.1] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33433[17:MRR:48.0,33432.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 33434[17:MRR:33415.1,33433.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33435[17:MRR:177.0,33434.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33436[17:MRR:33414.0,33435.0] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33440[17:MRR:42.0,42.1,33432.0,33436.0] || -> . % 3.57/3.76 33441[16:Spt:33440.0,33406.0,33407.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 33442[16:Spt:33440.0,33406.1] || -> pigeon_3_in_hole_2*. % 3.57/3.76 33443[16:MRR:44.0,33442.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 33444[16:MRR:33364.2,33443.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.76 33445[16:MRR:38.0,33442.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33446[16:MRR:33365.2,33445.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 33449[16:MRR:53.1,33442.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 33450[16:MRR:33366.2,33449.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.76 33451[17:Spt:33444.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33452[17:MRR:188.1,33451.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33453[17:MRR:177.0,33451.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33454[17:MRR:33450.0,33452.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33456[17:MRR:98.0,33454.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33459[17:MRR:33446.0,33453.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33463[17:MRR:33456.0,33459.0] || -> . % 3.57/3.76 33464[17:Spt:33463.0,33444.0,33451.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33465[17:Spt:33463.0,33444.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33466[17:MRR:104.1,33465.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 33467[17:MRR:33450.1,33466.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 33468[17:MRR:182.0,33467.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33469[17:MRR:33446.0,33468.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33472[17:MRR:93.0,93.1,33465.0,33469.0] || -> . % 3.57/3.76 33473[14:Spt:33472.0,33356.0,33357.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 33474[14:Spt:33472.0,33356.1] || -> pigeon_5_in_hole_4*. % 3.57/3.76 33475[14:MRR:116.1,33474.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33476[14:MRR:96.0,33474.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 33477[14:MRR:102.0,33474.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 33479[14:MRR:107.0,33474.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 33480[14:MRR:33105.2,33479.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 33481[14:MRR:33104.2,33477.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 33482[14:MRR:33106.2,33476.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 33483[14:MRR:33103.2,33475.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.76 33484[15:Spt:33480.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33485[15:MRR:178.0,33484.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33486[15:MRR:184.0,33484.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33487[15:MRR:193.1,33484.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33488[15:MRR:33482.0,33485.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.76 33489[15:MRR:33481.0,33486.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.76 33490[15:MRR:33483.0,33487.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.76 33491[16:Spt:33488.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 33493[16:MRR:121.1,33491.0] || pigeon_2_in_hole_5* -> . % 3.57/3.76 33495[16:MRR:126.1,33491.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33496[16:MRR:33489.0,33493.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33498[16:MRR:48.1,33496.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 33502[16:MRR:33490.0,33495.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33507[16:MRR:33498.0,33502.0] || -> . % 3.57/3.76 33508[16:Spt:33507.0,33488.0,33491.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33509[16:Spt:33507.0,33488.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33510[16:MRR:37.1,33509.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 33511[16:MRR:33489.1,33510.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33514[16:MRR:132.1,33511.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33515[16:MRR:33490.0,33514.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33519[16:MRR:42.0,42.1,33515.0,33509.0] || -> . % 3.57/3.76 33520[15:Spt:33519.0,33480.0,33484.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33521[15:Spt:33519.0,33480.1,33480.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.76 33522[16:Spt:33521.0] || -> pigeon_3_in_hole_5*. % 3.57/3.76 33523[16:MRR:122.0,33522.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33524[16:MRR:128.0,33522.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33526[16:MRR:137.1,33522.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33527[16:MRR:33482.1,33523.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.57/3.76 33528[16:MRR:33481.1,33524.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.76 33529[16:MRR:33483.1,33526.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.76 33530[17:Spt:33527.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 33531[17:MRR:177.1,33530.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33532[17:MRR:182.1,33530.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33533[17:MRR:33528.0,33531.0] || -> pigeon_2_in_hole_2*. % 3.57/3.76 33537[17:MRR:48.1,33533.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 33539[17:MRR:33529.0,33532.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33544[17:MRR:33537.0,33539.0] || -> . % 3.57/3.76 33545[17:Spt:33544.0,33527.0,33530.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33546[17:Spt:33544.0,33527.1] || -> pigeon_1_in_hole_2*. % 3.57/3.76 33547[17:MRR:37.1,33546.0] || pigeon_2_in_hole_2* -> . % 3.57/3.76 33548[17:MRR:33528.1,33547.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33549[17:MRR:188.1,33548.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33550[17:MRR:33529.0,33549.0] || -> pigeon_7_in_hole_2*. % 3.57/3.76 33551[17:MRR:42.0,42.1,33550.0,33546.0] || -> . % 3.57/3.76 33555[16:Spt:33551.0,33521.0,33522.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33556[16:Spt:33551.0,33521.1] || -> pigeon_3_in_hole_2*. % 3.57/3.76 33557[16:MRR:44.0,33556.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 33558[16:MRR:33481.2,33557.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.76 33559[16:MRR:53.1,33556.0] || pigeon_7_in_hole_2* -> . % 3.57/3.76 33560[16:MRR:33483.2,33559.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.76 33561[16:MRR:38.0,33556.0] || pigeon_1_in_hole_2* -> . % 3.57/3.76 33562[16:MRR:33482.2,33561.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.76 33565[17:Spt:33558.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33566[17:MRR:177.0,33565.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33567[17:MRR:188.1,33565.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33568[17:MRR:33562.0,33566.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 33569[17:MRR:126.1,33568.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33572[17:MRR:33560.0,33567.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33575[17:MRR:33569.0,33572.0] || -> . % 3.57/3.76 33576[17:Spt:33575.0,33558.0,33565.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33577[17:Spt:33575.0,33558.1] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33578[17:MRR:121.0,33577.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33579[17:MRR:33562.1,33578.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 33580[17:MRR:182.1,33579.0] || pigeon_7_in_hole_7* -> . % 3.57/3.76 33581[17:MRR:33560.0,33580.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33583[17:MRR:132.0,132.1,33581.0,33577.0] || -> . % 3.57/3.76 33584[11:Spt:33583.0,33094.0,33095.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.76 33585[11:Spt:33583.0,33094.1] || -> pigeon_4_in_hole_2*. % 3.57/3.76 33586[11:MRR:45.0,33585.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.76 33587[11:MRR:57.1,33585.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.76 33588[11:MRR:39.0,33585.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.76 33589[11:MRR:50.0,33585.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.76 33591[11:MRR:55.1,33585.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.76 33592[11:MRR:31483.4,33591.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 33593[11:MRR:31486.4,33587.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 33594[11:MRR:31487.4,33586.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 33595[11:MRR:31485.4,33589.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 33596[11:MRR:31484.4,33588.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 33597[12:Spt:33592.1] || -> pigeon_5_in_hole_5*. % 3.57/3.76 33598[12:MRR:144.1,33597.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33600[12:MRR:124.0,33597.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33601[12:MRR:130.0,33597.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33602[12:MRR:135.0,33597.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33603[12:MRR:33593.1,33598.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 33604[12:MRR:33596.1,33600.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 33605[12:MRR:33594.1,33601.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 33606[12:MRR:33595.1,33602.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 33607[13:Spt:33603.1] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33609[13:MRR:104.0,33607.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 33611[13:MRR:98.0,33607.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 33612[13:MRR:109.0,33607.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 33613[13:MRR:33605.1,33609.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.76 33614[13:MRR:33604.1,33611.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.76 33615[13:MRR:33606.1,33612.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.76 33616[14:Spt:33613.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 33619[14:MRR:72.1,33616.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 33621[14:MRR:65.0,33616.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33622[14:MRR:33615.1,33619.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33625[14:MRR:178.0,33622.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33627[14:MRR:33614.1,33621.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 33631[14:MRR:33625.0,33627.0] || -> . % 3.57/3.76 33632[14:Spt:33631.0,33613.1,33616.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 33633[14:Spt:33631.0,33613.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33634[14:MRR:184.1,33633.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 33635[14:MRR:33615.0,33634.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33639[14:MRR:66.0,33635.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33640[14:MRR:33614.1,33639.0] || -> pigeon_1_in_hole_7*. % 3.57/3.76 33643[14:MRR:177.0,177.1,33633.0,33640.0] || -> . % 3.57/3.76 33644[13:Spt:33643.0,33603.1,33607.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33645[13:Spt:33643.0,33603.0,33603.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.76 33646[14:Spt:33645.0] || -> pigeon_7_in_hole_7*. % 3.57/3.76 33647[14:MRR:193.0,33646.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33648[14:MRR:182.0,33646.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33649[14:MRR:188.0,33646.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33651[14:MRR:33606.0,33647.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 33652[14:MRR:33604.0,33648.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 33653[14:MRR:33605.0,33649.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 33654[15:Spt:33651.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33656[15:MRR:100.0,33654.0] || pigeon_2_in_hole_4* -> . % 3.57/3.76 33658[15:MRR:94.0,33654.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33659[15:MRR:33653.0,33656.0] || -> pigeon_2_in_hole_3*. % 3.57/3.76 33660[15:MRR:65.0,33659.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33665[15:MRR:33652.0,33658.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 33670[15:MRR:33660.0,33665.0] || -> . % 3.57/3.76 33671[15:Spt:33670.0,33651.0,33654.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33672[15:Spt:33670.0,33651.1] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33673[15:MRR:72.0,33672.0] || pigeon_2_in_hole_3* -> . % 3.57/3.76 33674[15:MRR:33653.1,33673.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33676[15:MRR:93.0,33674.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33678[15:MRR:33652.0,33676.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 33682[15:MRR:66.0,66.1,33672.0,33678.0] || -> . % 3.57/3.76 33683[14:Spt:33682.0,33645.0,33646.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33684[14:Spt:33682.0,33645.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33685[14:MRR:76.0,33684.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.76 33686[14:MRR:33605.2,33685.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.76 33687[14:MRR:70.0,33684.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33688[14:MRR:33604.2,33687.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.76 33690[14:MRR:81.0,33684.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 33691[14:MRR:33606.2,33690.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.76 33693[15:Spt:33686.0] || -> pigeon_2_in_hole_7*. % 3.57/3.76 33694[15:MRR:184.1,33693.0] || pigeon_3_in_hole_7* -> . % 3.57/3.76 33695[15:MRR:177.0,33693.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33697[15:MRR:33691.0,33694.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33698[15:MRR:94.0,33697.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33702[15:MRR:33688.0,33695.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33706[15:MRR:33698.0,33702.0] || -> . % 3.57/3.76 33707[15:Spt:33706.0,33686.0,33693.0] || pigeon_2_in_hole_7* -> . % 3.57/3.76 33708[15:Spt:33706.0,33686.1] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33709[15:MRR:100.1,33708.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33710[15:MRR:33691.1,33709.0] || -> pigeon_3_in_hole_7*. % 3.57/3.76 33712[15:MRR:178.0,33710.0] || pigeon_1_in_hole_7* -> . % 3.57/3.76 33713[15:MRR:33688.0,33712.0] || -> pigeon_1_in_hole_4*. % 3.57/3.76 33716[15:MRR:93.0,93.1,33708.0,33713.0] || -> . % 3.57/3.76 33717[12:Spt:33716.0,33592.1,33597.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.76 33718[12:Spt:33716.0,33592.0,33592.2,33592.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.76 33719[13:Spt:33718.0] || -> pigeon_5_in_hole_7*. % 3.57/3.76 33720[13:MRR:186.0,33719.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.76 33721[13:MRR:191.0,33719.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.76 33722[13:MRR:180.0,33719.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.76 33723[13:MRR:200.1,33719.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.76 33724[13:MRR:33594.0,33720.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 33725[13:MRR:33595.0,33721.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 33726[13:MRR:33596.0,33722.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 33727[13:MRR:33593.0,33723.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 33728[14:Spt:33724.0] || -> pigeon_2_in_hole_5*. % 3.57/3.76 33729[14:MRR:132.1,33728.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.76 33731[14:MRR:121.0,33728.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.76 33732[14:MRR:128.1,33728.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.76 33733[14:MRR:33727.0,33729.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.76 33734[14:MRR:33726.0,33731.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.57/3.76 33735[14:MRR:33725.0,33732.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.76 33736[15:Spt:33733.0] || -> pigeon_7_in_hole_4*. % 3.57/3.76 33737[15:MRR:109.0,33736.0] || pigeon_3_in_hole_4* -> . % 3.57/3.76 33738[15:MRR:98.0,33736.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33742[15:MRR:33735.0,33737.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33744[15:MRR:66.0,33742.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33748[15:MRR:33734.0,33738.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 33753[15:MRR:33744.0,33748.0] || -> . % 3.57/3.76 33754[15:Spt:33753.0,33733.0,33736.0] || pigeon_7_in_hole_4* -> . % 3.57/3.76 33755[15:Spt:33753.0,33733.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33756[15:MRR:81.0,33755.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 33757[15:MRR:33735.1,33756.0] || -> pigeon_3_in_hole_4*. % 3.57/3.76 33761[15:MRR:94.0,33757.0] || pigeon_1_in_hole_4* -> . % 3.57/3.76 33762[15:MRR:33734.0,33761.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 33765[15:MRR:70.0,70.1,33755.0,33762.0] || -> . % 3.57/3.76 33767[14:Spt:33765.0,33724.0,33728.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.76 33768[14:Spt:33765.0,33724.1,33724.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.76 33769[15:Spt:33768.0] || -> pigeon_2_in_hole_4*. % 3.57/3.76 33770[15:MRR:104.1,33769.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.76 33771[15:MRR:100.1,33769.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.76 33772[15:MRR:93.0,33769.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.76 33775[15:MRR:33727.1,33770.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.76 33776[15:MRR:33725.1,33771.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.76 33777[15:MRR:33726.1,33772.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.76 33778[16:Spt:33775.0] || -> pigeon_7_in_hole_5*. % 3.57/3.76 33779[16:MRR:126.0,33778.0] || pigeon_1_in_hole_5* -> . % 3.57/3.76 33781[16:MRR:137.0,33778.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33782[16:MRR:33777.0,33779.0] || -> pigeon_1_in_hole_3*. % 3.57/3.76 33783[16:MRR:66.1,33782.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 33788[16:MRR:33776.0,33781.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33793[16:MRR:33783.0,33788.0] || -> . % 3.57/3.76 33794[16:Spt:33793.0,33775.0,33778.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33795[16:Spt:33793.0,33775.1] || -> pigeon_7_in_hole_3*. % 3.57/3.76 33796[16:MRR:70.0,33795.0] || pigeon_1_in_hole_3* -> . % 3.57/3.76 33797[16:MRR:33777.1,33796.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 33799[16:MRR:122.1,33797.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33800[16:MRR:33776.0,33799.0] || -> pigeon_3_in_hole_3*. % 3.57/3.76 33804[16:MRR:81.0,81.1,33795.0,33800.0] || -> . % 3.57/3.76 33805[15:Spt:33804.0,33768.0,33769.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.76 33806[15:Spt:33804.0,33768.1] || -> pigeon_2_in_hole_3*. % 3.57/3.76 33807[15:MRR:65.0,33806.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.76 33808[15:MRR:33726.2,33807.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.76 33809[15:MRR:72.1,33806.0] || pigeon_3_in_hole_3* -> . % 3.57/3.76 33810[15:MRR:33725.2,33809.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.76 33813[15:MRR:76.1,33806.0] || pigeon_7_in_hole_3* -> . % 3.57/3.76 33814[15:MRR:33727.2,33813.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.76 33815[16:Spt:33808.0] || -> pigeon_1_in_hole_5*. % 3.57/3.76 33816[16:MRR:126.1,33815.0] || pigeon_7_in_hole_5* -> . % 3.57/3.76 33817[16:MRR:122.1,33815.0] || pigeon_3_in_hole_5* -> . % 3.57/3.76 33819[16:MRR:33814.0,33816.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 33823[16:MRR:109.0,33819.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 33824[16:MRR:33810.0,33817.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 33828[16:MRR:33823.0,33824.0] || -> . % 3.57/3.77 33829[16:Spt:33828.0,33808.0,33815.0] || pigeon_1_in_hole_5* -> . % 3.57/3.77 33830[16:Spt:33828.0,33808.1] || -> pigeon_1_in_hole_4*. % 3.57/3.77 33831[16:MRR:98.1,33830.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 33832[16:MRR:33814.1,33831.0] || -> pigeon_7_in_hole_5*. % 3.57/3.77 33833[16:MRR:137.0,33832.0] || pigeon_3_in_hole_5* -> . % 3.57/3.77 33835[16:MRR:33810.0,33833.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 33838[16:MRR:94.0,94.1,33835.0,33830.0] || -> . % 3.57/3.77 33839[13:Spt:33838.0,33718.0,33719.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 33840[13:Spt:33838.0,33718.1,33718.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.77 33841[14:Spt:33840.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 33842[14:MRR:116.1,33841.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 33843[14:MRR:107.0,33841.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 33844[14:MRR:96.0,33841.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.77 33846[14:MRR:102.0,33841.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 33847[14:MRR:33593.2,33842.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.77 33848[14:MRR:33595.2,33843.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.77 33849[14:MRR:33596.2,33844.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.77 33850[14:MRR:33594.2,33846.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.77 33851[15:Spt:33847.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 33852[15:MRR:188.0,33851.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 33853[15:MRR:193.0,33851.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.77 33854[15:MRR:182.0,33851.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.77 33855[15:MRR:33850.0,33852.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.77 33856[15:MRR:33848.0,33853.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.77 33857[15:MRR:33849.0,33854.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.77 33858[16:Spt:33855.0] || -> pigeon_2_in_hole_5*. % 3.57/3.77 33859[16:MRR:128.1,33858.0] || pigeon_3_in_hole_5* -> . % 3.57/3.77 33860[16:MRR:121.0,33858.0] || pigeon_1_in_hole_5* -> . % 3.57/3.77 33863[16:MRR:33856.0,33859.0] || -> pigeon_3_in_hole_3*. % 3.57/3.77 33864[16:MRR:66.0,33863.0] || pigeon_1_in_hole_3* -> . % 3.57/3.77 33869[16:MRR:33857.0,33860.0] || -> pigeon_1_in_hole_3*. % 3.57/3.77 33874[16:MRR:33864.0,33869.0] || -> . % 3.57/3.77 33875[16:Spt:33874.0,33855.0,33858.0] || pigeon_2_in_hole_5* -> . % 3.57/3.77 33876[16:Spt:33874.0,33855.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 33877[16:MRR:72.1,33876.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 33878[16:MRR:33856.1,33877.0] || -> pigeon_3_in_hole_5*. % 3.57/3.77 33879[16:MRR:122.0,33878.0] || pigeon_1_in_hole_5* -> . % 3.57/3.77 33882[16:MRR:33857.0,33879.0] || -> pigeon_1_in_hole_3*. % 3.57/3.77 33886[16:MRR:65.0,65.1,33876.0,33882.0] || -> . % 3.57/3.77 33887[15:Spt:33886.0,33847.0,33851.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 33888[15:Spt:33886.0,33847.1,33847.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.77 33889[16:Spt:33888.0] || -> pigeon_7_in_hole_5*. % 3.57/3.77 33890[16:MRR:132.0,33889.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.77 33891[16:MRR:137.0,33889.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.77 33892[16:MRR:126.0,33889.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.77 33894[16:MRR:33850.1,33890.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 33895[16:MRR:33848.1,33891.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.77 33896[16:MRR:33849.1,33892.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.77 33897[17:Spt:33894.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 33898[17:MRR:177.0,33897.0] || pigeon_1_in_hole_7* -> . % 3.57/3.77 33899[17:MRR:184.1,33897.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 33900[17:MRR:33896.0,33898.0] || -> pigeon_1_in_hole_3*. % 3.57/3.77 33901[17:MRR:66.1,33900.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 33906[17:MRR:33895.0,33899.0] || -> pigeon_3_in_hole_3*. % 3.57/3.77 33911[17:MRR:33901.0,33906.0] || -> . % 3.57/3.77 33912[17:Spt:33911.0,33894.0,33897.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 33913[17:Spt:33911.0,33894.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 33914[17:MRR:65.0,33913.0] || pigeon_1_in_hole_3* -> . % 3.57/3.77 33915[17:MRR:33896.1,33914.0] || -> pigeon_1_in_hole_7*. % 3.57/3.77 33916[17:MRR:178.1,33915.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 33917[17:MRR:33895.0,33916.0] || -> pigeon_3_in_hole_3*. % 3.57/3.77 33921[17:MRR:72.0,72.1,33917.0,33913.0] || -> . % 3.57/3.77 33922[16:Spt:33921.0,33888.0,33889.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.77 33923[16:Spt:33921.0,33888.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 33924[16:MRR:70.0,33923.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.77 33925[16:MRR:33849.2,33924.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.77 33926[16:MRR:81.0,33923.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 33927[16:MRR:33848.2,33926.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.77 33930[16:MRR:76.0,33923.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 33931[16:MRR:33850.2,33930.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.77 33932[17:Spt:33925.0] || -> pigeon_1_in_hole_7*. % 3.57/3.77 33933[17:MRR:177.1,33932.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 33934[17:MRR:178.1,33932.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 33935[17:MRR:33931.0,33933.0] || -> pigeon_2_in_hole_5*. % 3.57/3.77 33938[17:MRR:128.1,33935.0] || pigeon_3_in_hole_5* -> . % 3.57/3.77 33939[17:MRR:33927.0,33934.0] || -> pigeon_3_in_hole_5*. % 3.57/3.77 33942[17:MRR:33938.0,33939.0] || -> . % 3.57/3.77 33943[17:Spt:33942.0,33925.0,33932.0] || pigeon_1_in_hole_7* -> . % 3.57/3.77 33944[17:Spt:33942.0,33925.1] || -> pigeon_1_in_hole_5*. % 3.57/3.77 33945[17:MRR:121.1,33944.0] || pigeon_2_in_hole_5* -> . % 3.57/3.77 33946[17:MRR:33931.1,33945.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 33947[17:MRR:184.1,33946.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 33948[17:MRR:33927.0,33947.0] || -> pigeon_3_in_hole_5*. % 3.57/3.77 33949[17:MRR:122.0,122.1,33948.0,33944.0] || -> . % 3.57/3.77 33951[14:Spt:33949.0,33840.0,33841.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 33952[14:Spt:33949.0,33840.1] || -> pigeon_5_in_hole_3*. % 3.57/3.77 33953[14:MRR:68.0,33952.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.77 33954[14:MRR:79.0,33952.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 33955[14:MRR:88.1,33952.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 33956[14:MRR:74.0,33952.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 33958[14:MRR:33593.3,33955.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.77 33959[14:MRR:33595.3,33954.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.77 33960[14:MRR:33596.3,33953.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.77 33961[14:MRR:33594.3,33956.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.77 33962[15:Spt:33958.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 33963[15:MRR:182.0,33962.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.77 33964[15:MRR:193.0,33962.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.77 33965[15:MRR:188.0,33962.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 33966[15:MRR:33960.0,33963.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.57/3.77 33967[15:MRR:33959.0,33964.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.57/3.77 33968[15:MRR:33961.0,33965.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.57/3.77 33969[16:Spt:33966.0] || -> pigeon_1_in_hole_5*. % 3.57/3.77 33970[16:MRR:121.1,33969.0] || pigeon_2_in_hole_5* -> . % 3.57/3.77 33971[16:MRR:122.1,33969.0] || pigeon_3_in_hole_5* -> . % 3.57/3.77 33974[16:MRR:33968.0,33970.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 33976[16:MRR:100.1,33974.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 33979[16:MRR:33967.0,33971.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 33983[16:MRR:33976.0,33979.0] || -> . % 3.57/3.77 33984[16:Spt:33983.0,33966.0,33969.0] || pigeon_1_in_hole_5* -> . % 3.57/3.77 33985[16:Spt:33983.0,33966.1] || -> pigeon_1_in_hole_4*. % 3.57/3.77 33986[16:MRR:93.1,33985.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 33987[16:MRR:33968.1,33986.0] || -> pigeon_2_in_hole_5*. % 3.57/3.77 33988[16:MRR:128.1,33987.0] || pigeon_3_in_hole_5* -> . % 3.57/3.77 33991[16:MRR:33967.0,33988.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 33992[16:MRR:94.0,94.1,33991.0,33985.0] || -> . % 3.57/3.77 33995[15:Spt:33992.0,33958.0,33962.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 33996[15:Spt:33992.0,33958.1,33958.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.57/3.77 33997[16:Spt:33996.0] || -> pigeon_7_in_hole_5*. % 3.57/3.77 33998[16:MRR:126.0,33997.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.77 33999[16:MRR:132.0,33997.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.77 34000[16:MRR:137.0,33997.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.77 34002[16:MRR:33960.1,33998.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.57/3.77 34003[16:MRR:33961.1,33999.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.77 34004[16:MRR:33959.1,34000.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.77 34005[17:Spt:34002.0] || -> pigeon_1_in_hole_7*. % 3.57/3.77 34006[17:MRR:178.1,34005.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 34007[17:MRR:177.1,34005.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34008[17:MRR:34004.0,34006.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 34009[17:MRR:100.0,34008.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 34013[17:MRR:34003.0,34007.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 34017[17:MRR:34009.0,34013.0] || -> . % 3.57/3.77 34018[17:Spt:34017.0,34002.0,34005.0] || pigeon_1_in_hole_7* -> . % 3.57/3.77 34019[17:Spt:34017.0,34002.1] || -> pigeon_1_in_hole_4*. % 3.57/3.77 34020[17:MRR:94.1,34019.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 34021[17:MRR:34004.1,34020.0] || -> pigeon_3_in_hole_7*. % 3.57/3.77 34022[17:MRR:184.0,34021.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34023[17:MRR:34003.0,34022.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 34026[17:MRR:93.0,93.1,34023.0,34019.0] || -> . % 3.57/3.77 34027[16:Spt:34026.0,33996.0,33997.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.77 34028[16:Spt:34026.0,33996.1] || -> pigeon_7_in_hole_4*. % 3.57/3.77 34029[16:MRR:109.0,34028.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 34030[16:MRR:33959.2,34029.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.57/3.77 34031[16:MRR:104.0,34028.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 34032[16:MRR:33961.2,34031.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.77 34033[16:MRR:98.0,34028.0] || pigeon_1_in_hole_4* -> . % 3.57/3.77 34034[16:MRR:33960.2,34033.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.77 34036[17:Spt:34030.0] || -> pigeon_3_in_hole_7*. % 3.57/3.77 34037[17:MRR:178.0,34036.0] || pigeon_1_in_hole_7* -> . % 3.57/3.77 34038[17:MRR:184.0,34036.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34039[17:MRR:34034.0,34037.0] || -> pigeon_1_in_hole_5*. % 3.57/3.77 34042[17:MRR:121.1,34039.0] || pigeon_2_in_hole_5* -> . % 3.57/3.77 34043[17:MRR:34032.0,34038.0] || -> pigeon_2_in_hole_5*. % 3.57/3.77 34046[17:MRR:34042.0,34043.0] || -> . % 3.57/3.77 34047[17:Spt:34046.0,34030.0,34036.0] || pigeon_3_in_hole_7* -> . % 3.57/3.77 34048[17:Spt:34046.0,34030.1] || -> pigeon_3_in_hole_5*. % 3.57/3.77 34049[17:MRR:122.0,34048.0] || pigeon_1_in_hole_5* -> . % 3.57/3.77 34050[17:MRR:34034.1,34049.0] || -> pigeon_1_in_hole_7*. % 3.57/3.77 34051[17:MRR:177.1,34050.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34052[17:MRR:34032.0,34051.0] || -> pigeon_2_in_hole_5*. % 3.57/3.77 34053[17:MRR:128.0,128.1,34048.0,34052.0] || -> . % 3.57/3.77 34055[2:Spt:34053.0,17303.0,17304.0] || pigeon_8_in_hole_6*+ -> . % 3.57/3.77 34056[2:Spt:34053.0,17303.1,17303.2,17303.3,17303.4,17303.5] || -> pigeon_8_in_hole_5 pigeon_8_in_hole_4 pigeon_8_in_hole_3 pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.57/3.77 34057[3:Spt:34056.0] || -> pigeon_8_in_hole_5*. % 3.57/3.77 34058[3:MRR:127.0,34057.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.77 34059[3:MRR:133.0,34057.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.77 34060[3:MRR:138.0,34057.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.77 34061[3:MRR:148.0,34057.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.77 34062[3:MRR:145.0,34057.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.77 34063[3:MRR:142.0,34057.0] || pigeon_4_in_hole_5*+ -> . % 3.57/3.77 34064[3:MRR:147.0,34057.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.77 34065[3:MRR:1.2,34058.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.77 34066[3:MRR:2.2,34059.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34067[3:MRR:3.2,34060.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 34068[3:MRR:7.2,34061.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34069[3:MRR:5.2,34062.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34070[3:MRR:4.2,34063.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34071[3:MRR:6.2,34064.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34072[4:Spt:34065.2] || -> pigeon_1_in_hole_4*. % 3.57/3.77 34073[4:MRR:94.1,34072.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 34074[4:MRR:93.1,34072.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 34075[4:MRR:98.1,34072.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 34077[4:MRR:96.1,34072.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 34078[4:MRR:95.1,34072.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 34079[4:MRR:97.1,34072.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.77 34080[4:MRR:34067.2,34073.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 34081[4:MRR:34066.2,34074.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34082[4:MRR:34068.2,34075.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34083[4:MRR:34069.2,34077.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34084[4:MRR:34070.2,34078.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34085[4:MRR:34071.2,34079.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34086[5:Spt:34080.2] || -> pigeon_3_in_hole_3*. % 3.57/3.77 34088[5:MRR:79.1,34086.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 34089[5:MRR:81.1,34086.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 34091[5:MRR:72.0,34086.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 34092[5:MRR:78.1,34086.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 34093[5:MRR:80.1,34086.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 34094[5:MRR:34083.2,34088.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34095[5:MRR:34082.2,34089.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34096[5:MRR:34081.2,34091.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34097[5:MRR:34084.2,34092.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34098[5:MRR:34085.2,34093.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34099[6:Spt:34094.2] || -> pigeon_5_in_hole_2*. % 3.57/3.77 34100[6:MRR:46.0,34099.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 34101[6:MRR:55.0,34099.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 34103[6:MRR:60.1,34099.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 34106[6:MRR:59.1,34099.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 34107[6:MRR:34096.2,34100.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 34108[6:MRR:34097.2,34101.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 34109[6:MRR:34095.2,34103.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 34110[6:MRR:34098.2,34106.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 34111[7:Spt:34107.2] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34114[7:MRR:19.1,34111.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 34115[7:MRR:20.1,34111.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 34118[7:MRR:17.1,34111.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 34119[7:MRR:34110.2,34114.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.77 34120[7:MRR:34109.2,34115.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.77 34121[7:MRR:34108.2,34118.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.77 34122[8:Spt:34119.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 34125[8:MRR:196.0,34122.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 34128[8:MRR:202.1,34122.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34129[8:MRR:34121.0,34125.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34135[8:MRR:169.1,34129.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34136[8:MRR:34120.0,34128.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 34142[8:MRR:34135.0,34136.0] || -> . % 3.57/3.77 34143[8:Spt:34142.0,34119.0,34122.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34144[8:Spt:34142.0,34119.1] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34145[8:MRR:168.0,34144.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 34146[8:MRR:34121.1,34145.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 34151[8:MRR:197.1,34146.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34152[8:MRR:34120.0,34151.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 34157[8:MRR:174.0,174.1,34152.0,34144.0] || -> . % 3.57/3.77 34158[7:Spt:34157.0,34107.2,34111.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 34159[7:Spt:34157.0,34107.0,34107.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 34160[8:Spt:34159.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 34161[8:MRR:187.1,34160.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 34162[8:MRR:185.1,34160.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 34165[8:MRR:188.1,34160.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 34167[8:MRR:34110.0,34161.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 34168[8:MRR:34108.0,34162.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 34169[8:MRR:34109.0,34165.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 34170[9:Spt:34167.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34171[9:MRR:168.0,34170.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 34172[9:MRR:174.1,34170.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34177[9:MRR:34168.0,34171.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34181[9:MRR:29.1,34177.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34184[9:MRR:34169.0,34172.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34190[9:MRR:34181.0,34184.0] || -> . % 3.57/3.77 34191[9:Spt:34190.0,34167.0,34170.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34192[9:Spt:34190.0,34167.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34193[9:MRR:28.0,34192.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 34194[9:MRR:34168.1,34193.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34195[9:MRR:169.1,34194.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34200[9:MRR:34169.0,34195.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34203[9:MRR:34.0,34.1,34200.0,34192.0] || -> . % 3.57/3.77 34206[8:Spt:34203.0,34159.0,34160.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 34207[8:Spt:34203.0,34159.1] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34208[8:MRR:159.1,34207.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34209[8:MRR:34110.1,34208.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.77 34210[8:MRR:157.1,34207.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 34211[8:MRR:34108.1,34210.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.77 34212[8:MRR:160.1,34207.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34213[8:MRR:34109.1,34212.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.77 34217[9:Spt:34209.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 34218[9:MRR:202.1,34217.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34221[9:MRR:196.0,34217.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 34223[9:MRR:34213.0,34218.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34224[9:MRR:29.0,34223.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 34230[9:MRR:34211.0,34221.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34236[9:MRR:34224.0,34230.0] || -> . % 3.57/3.77 34237[9:Spt:34236.0,34209.0,34217.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34238[9:Spt:34236.0,34209.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34239[9:MRR:34.1,34238.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34240[9:MRR:34213.1,34239.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 34241[9:MRR:197.0,34240.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 34245[9:MRR:34211.0,34241.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34250[9:MRR:28.0,28.1,34238.0,34245.0] || -> . % 3.57/3.77 34251[6:Spt:34250.0,34094.2,34099.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 34252[6:Spt:34250.0,34094.0,34094.1,34094.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 34253[7:Spt:34252.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 34254[7:MRR:199.1,34253.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 34255[7:MRR:200.1,34253.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 34257[7:MRR:195.0,34253.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 34259[7:MRR:186.0,34253.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 34260[7:MRR:34098.0,34254.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34261[7:MRR:34095.0,34255.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34262[7:MRR:34097.0,34257.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34263[7:MRR:34096.0,34259.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34264[8:Spt:34260.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34265[8:MRR:159.0,34264.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 34269[8:MRR:174.1,34264.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 34270[8:MRR:168.0,34264.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 34271[8:MRR:34263.0,34265.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34272[8:MRR:34261.0,34269.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34273[8:MRR:34262.0,34270.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34274[9:Spt:34271.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34275[9:MRR:45.1,34274.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 34278[9:MRR:48.1,34274.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34281[9:MRR:34273.0,34275.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34282[9:MRR:29.1,34281.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34289[9:MRR:34272.0,34278.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34296[9:MRR:34282.0,34289.0] || -> . % 3.57/3.77 34297[9:Spt:34296.0,34271.0,34274.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34298[9:Spt:34296.0,34271.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34299[9:MRR:17.1,34298.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 34300[9:MRR:34273.1,34299.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34301[9:MRR:57.1,34300.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34306[9:MRR:34272.0,34301.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34307[9:MRR:20.0,20.1,34306.0,34298.0] || -> . % 3.57/3.77 34313[8:Spt:34307.0,34260.0,34264.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34314[8:Spt:34307.0,34260.1,34260.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34315[9:Spt:34314.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34316[9:MRR:47.0,34315.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 34317[9:MRR:56.0,34315.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 34320[9:MRR:62.1,34315.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 34322[9:MRR:34263.1,34316.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 34323[9:MRR:34262.1,34317.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 34324[9:MRR:34261.1,34320.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 34325[10:Spt:34322.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34326[10:MRR:157.1,34325.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 34327[10:MRR:160.1,34325.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34331[10:MRR:34323.0,34326.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34338[10:MRR:29.1,34331.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34339[10:MRR:34324.0,34327.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34346[10:MRR:34338.0,34339.0] || -> . % 3.57/3.77 34347[10:Spt:34346.0,34322.0,34325.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34348[10:Spt:34346.0,34322.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34349[10:MRR:17.1,34348.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 34350[10:MRR:34323.1,34349.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34354[10:MRR:169.1,34350.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34355[10:MRR:34324.0,34354.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34361[10:MRR:20.0,20.1,34355.0,34348.0] || -> . % 3.57/3.77 34362[9:Spt:34361.0,34314.0,34315.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 34363[9:Spt:34361.0,34314.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34364[9:MRR:28.0,34363.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 34365[9:MRR:34262.2,34364.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 34366[9:MRR:34.1,34363.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34367[9:MRR:34261.2,34366.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.77 34368[9:MRR:19.0,34363.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 34369[9:MRR:34263.2,34368.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 34374[10:Spt:34365.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34375[10:MRR:157.0,34374.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34376[10:MRR:169.1,34374.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34380[10:MRR:34369.0,34375.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34382[10:MRR:48.1,34380.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34386[10:MRR:34367.0,34376.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34391[10:MRR:34382.0,34386.0] || -> . % 3.57/3.77 34392[10:Spt:34391.0,34365.0,34374.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 34393[10:Spt:34391.0,34365.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34394[10:MRR:45.0,34393.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34395[10:MRR:34369.1,34394.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34399[10:MRR:160.1,34395.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34400[10:MRR:34367.0,34399.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34404[10:MRR:57.0,57.1,34400.0,34393.0] || -> . % 3.57/3.77 34405[7:Spt:34404.0,34252.0,34253.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 34406[7:Spt:34404.0,34252.1,34252.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 34407[8:Spt:34406.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 34408[8:MRR:167.0,34407.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 34409[8:MRR:158.0,34407.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 34410[8:MRR:172.1,34407.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 34413[8:MRR:171.1,34407.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34414[8:MRR:34097.1,34408.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34415[8:MRR:34096.1,34409.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34416[8:MRR:34095.1,34410.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34417[8:MRR:34098.1,34413.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34418[9:Spt:34414.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 34419[9:MRR:196.1,34418.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 34420[9:MRR:197.1,34418.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 34423[9:MRR:185.0,34418.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 34424[9:MRR:34417.0,34419.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34425[9:MRR:34416.0,34420.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34426[9:MRR:34415.0,34423.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34427[10:Spt:34424.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34429[10:MRR:62.1,34427.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34433[10:MRR:47.0,34427.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34434[10:MRR:34425.0,34429.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34441[10:MRR:20.0,34434.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 34442[10:MRR:34426.0,34433.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34449[10:MRR:34441.0,34442.0] || -> . % 3.57/3.77 34450[10:Spt:34449.0,34424.0,34427.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34451[10:Spt:34449.0,34424.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34452[10:MRR:34.1,34451.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34453[10:MRR:34425.1,34452.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34455[10:MRR:48.0,34453.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34459[10:MRR:34426.0,34455.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34464[10:MRR:19.0,19.1,34451.0,34459.0] || -> . % 3.57/3.77 34466[9:Spt:34464.0,34414.0,34418.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 34467[9:Spt:34464.0,34414.1,34414.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34468[10:Spt:34467.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34469[10:MRR:56.1,34468.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 34470[10:MRR:57.1,34468.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 34474[10:MRR:45.0,34468.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 34475[10:MRR:34417.1,34469.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.77 34476[10:MRR:34416.1,34470.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.77 34477[10:MRR:34415.1,34474.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.77 34478[11:Spt:34475.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 34481[11:MRR:202.1,34478.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34482[11:MRR:187.0,34478.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34483[11:MRR:34476.0,34481.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 34485[11:MRR:20.0,34483.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 34491[11:MRR:34477.0,34482.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34498[11:MRR:34485.0,34491.0] || -> . % 3.57/3.77 34499[11:Spt:34498.0,34475.0,34478.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34500[11:Spt:34498.0,34475.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34501[11:MRR:34.1,34500.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 34502[11:MRR:34476.1,34501.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 34505[11:MRR:188.0,34502.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34506[11:MRR:34477.0,34505.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34508[11:MRR:19.0,19.1,34500.0,34506.0] || -> . % 3.57/3.77 34513[10:Spt:34508.0,34467.0,34468.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 34514[10:Spt:34508.0,34467.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34515[10:MRR:29.1,34514.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 34516[10:MRR:34416.2,34515.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.77 34517[10:MRR:17.0,34514.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 34518[10:MRR:34415.2,34517.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.77 34519[10:MRR:28.1,34514.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 34520[10:MRR:34417.2,34519.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 34525[11:Spt:34516.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 34526[11:MRR:202.0,34525.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34527[11:MRR:188.0,34525.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34530[11:MRR:34520.0,34526.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34531[11:MRR:47.0,34530.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34536[11:MRR:34518.0,34527.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34541[11:MRR:34531.0,34536.0] || -> . % 3.57/3.77 34542[11:Spt:34541.0,34516.0,34525.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34543[11:Spt:34541.0,34516.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34544[11:MRR:62.0,34543.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34545[11:MRR:34520.1,34544.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 34546[11:MRR:187.0,34545.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34549[11:MRR:34518.0,34546.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34553[11:MRR:48.0,48.1,34543.0,34549.0] || -> . % 3.57/3.77 34554[8:Spt:34553.0,34406.0,34407.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 34555[8:Spt:34553.0,34406.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34556[8:MRR:32.1,34555.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 34557[8:MRR:18.0,34555.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 34558[8:MRR:31.1,34555.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 34560[8:MRR:27.0,34555.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 34563[8:MRR:34097.3,34560.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 34564[8:MRR:34096.3,34557.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 34565[8:MRR:34095.3,34556.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.77 34566[8:MRR:34098.3,34558.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.77 34567[9:Spt:34563.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 34568[9:MRR:185.0,34567.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 34571[9:MRR:197.1,34567.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 34572[9:MRR:196.1,34567.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 34573[9:MRR:34564.0,34568.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 34574[9:MRR:34565.0,34571.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.77 34575[9:MRR:34566.0,34572.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.77 34576[10:Spt:34573.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34578[10:MRR:160.1,34576.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 34581[10:MRR:159.1,34576.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34582[10:MRR:34574.0,34578.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34583[10:MRR:62.0,34582.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34589[10:MRR:34575.0,34581.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34595[10:MRR:34583.0,34589.0] || -> . % 3.57/3.77 34596[10:Spt:34595.0,34573.0,34576.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34597[10:Spt:34595.0,34573.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34598[10:MRR:48.1,34597.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34599[10:MRR:34574.1,34598.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 34603[10:MRR:174.0,34599.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34604[10:MRR:34575.0,34603.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34606[10:MRR:47.0,47.1,34604.0,34597.0] || -> . % 3.57/3.77 34610[9:Spt:34606.0,34563.0,34567.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 34611[9:Spt:34606.0,34563.1,34563.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 34612[10:Spt:34611.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34613[10:MRR:157.0,34612.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 34614[10:MRR:169.1,34612.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 34617[10:MRR:168.1,34612.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34618[10:MRR:34564.1,34613.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.77 34619[10:MRR:34565.1,34614.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.77 34620[10:MRR:34566.1,34617.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 34621[11:Spt:34618.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 34622[11:MRR:188.1,34621.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34623[11:MRR:187.1,34621.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34626[11:MRR:34619.0,34622.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34632[11:MRR:62.0,34626.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34633[11:MRR:34620.0,34623.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34639[11:MRR:34632.0,34633.0] || -> . % 3.57/3.77 34640[11:Spt:34639.0,34618.0,34621.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34641[11:Spt:34639.0,34618.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34642[11:MRR:48.1,34641.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 34643[11:MRR:34619.1,34642.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 34646[11:MRR:202.0,34643.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34647[11:MRR:34620.0,34646.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34651[11:MRR:47.0,47.1,34647.0,34641.0] || -> . % 3.57/3.77 34653[10:Spt:34651.0,34611.0,34612.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 34654[10:Spt:34651.0,34611.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34655[10:MRR:57.1,34654.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 34656[10:MRR:34565.2,34655.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.77 34657[10:MRR:56.1,34654.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34658[10:MRR:34566.2,34657.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.77 34659[10:MRR:45.0,34654.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 34660[10:MRR:34564.2,34659.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 34664[11:Spt:34656.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 34665[11:MRR:188.0,34664.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 34666[11:MRR:202.0,34664.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34669[11:MRR:34660.0,34665.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34670[11:MRR:159.1,34669.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34674[11:MRR:34658.0,34666.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34678[11:MRR:34670.0,34674.0] || -> . % 3.57/3.77 34679[11:Spt:34678.0,34656.0,34664.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 34680[11:Spt:34678.0,34656.1] || -> pigeon_7_in_hole_6*. % 3.57/3.77 34681[11:MRR:160.0,34680.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34682[11:MRR:34660.1,34681.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 34685[11:MRR:187.1,34682.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 34686[11:MRR:34658.0,34685.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34689[11:MRR:174.0,174.1,34680.0,34686.0] || -> . % 3.57/3.77 34690[5:Spt:34689.0,34080.2,34086.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 34691[5:Spt:34689.0,34080.0,34080.1,34080.3,34080.4] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 34692[6:Spt:34691.0] || -> pigeon_3_in_hole_7*. % 3.57/3.77 34693[6:MRR:193.1,34692.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 34694[6:MRR:184.0,34692.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 34695[6:MRR:192.1,34692.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 34697[6:MRR:190.1,34692.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 34698[6:MRR:191.1,34692.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 34699[6:MRR:34082.0,34693.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 34700[6:MRR:34081.0,34694.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34701[6:MRR:34085.0,34695.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34702[6:MRR:34084.0,34697.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34703[6:MRR:34083.0,34698.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34704[7:Spt:34699.2] || -> pigeon_7_in_hole_2*. % 3.57/3.77 34705[7:MRR:57.0,34704.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 34706[7:MRR:48.0,34704.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 34707[7:MRR:62.0,34704.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 34711[7:MRR:60.0,34704.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 34712[7:MRR:34702.2,34705.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 34713[7:MRR:34700.2,34706.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 34714[7:MRR:34701.2,34707.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 34715[7:MRR:34703.2,34711.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 34716[8:Spt:34712.2] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34718[8:MRR:17.0,34716.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 34719[8:MRR:28.1,34716.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 34721[8:MRR:27.1,34716.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 34724[8:MRR:34713.2,34718.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 34725[8:MRR:34714.2,34719.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 34726[8:MRR:34715.2,34721.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 34727[9:Spt:34724.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34731[9:MRR:159.1,34727.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34733[9:MRR:158.1,34727.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 34734[9:MRR:34725.0,34731.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 34736[9:MRR:87.0,34734.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34741[9:MRR:34726.0,34733.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 34747[9:MRR:34736.0,34741.0] || -> . % 3.57/3.77 34748[9:Spt:34747.0,34724.0,34727.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34749[9:Spt:34747.0,34724.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 34750[9:MRR:75.1,34749.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 34751[9:MRR:34725.1,34750.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 34756[9:MRR:171.0,34751.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 34757[9:MRR:34726.0,34756.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 34760[9:MRR:74.0,74.1,34757.0,34749.0] || -> . % 3.57/3.77 34763[8:Spt:34760.0,34712.2,34716.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 34764[8:Spt:34760.0,34712.0,34712.1] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 34765[9:Spt:34764.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 34766[9:MRR:157.0,34765.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 34767[9:MRR:168.1,34765.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34771[9:MRR:167.1,34765.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 34772[9:MRR:34713.0,34766.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 34773[9:MRR:34714.0,34767.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 34774[9:MRR:34715.0,34771.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 34775[10:Spt:34772.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 34776[10:MRR:75.1,34775.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 34777[10:MRR:74.1,34775.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34782[10:MRR:34773.0,34776.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34785[10:MRR:31.0,34782.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 34789[10:MRR:34774.0,34777.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34795[10:MRR:34785.0,34789.0] || -> . % 3.57/3.77 34796[10:Spt:34795.0,34772.0,34775.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 34797[10:Spt:34795.0,34772.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34798[10:MRR:19.1,34797.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 34799[10:MRR:34773.1,34798.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 34803[10:MRR:87.0,34799.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34805[10:MRR:34774.0,34803.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34809[10:MRR:18.0,18.1,34805.0,34797.0] || -> . % 3.57/3.77 34811[9:Spt:34809.0,34764.0,34765.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 34812[9:Spt:34809.0,34764.1] || -> pigeon_4_in_hole_3*. % 3.57/3.77 34813[9:MRR:73.0,34812.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 34814[9:MRR:34713.1,34813.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 34815[9:MRR:84.1,34812.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 34816[9:MRR:34714.1,34815.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 34817[9:MRR:83.1,34812.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34818[9:MRR:34715.1,34817.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 34822[10:Spt:34814.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 34823[10:MRR:158.1,34822.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 34824[10:MRR:159.1,34822.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34828[10:MRR:34818.0,34823.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34829[10:MRR:31.1,34828.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 34835[10:MRR:34816.0,34824.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34841[10:MRR:34829.0,34835.0] || -> . % 3.57/3.77 34842[10:Spt:34841.0,34814.0,34822.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 34843[10:Spt:34841.0,34814.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34844[10:MRR:18.1,34843.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 34845[10:MRR:34818.1,34844.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 34846[10:MRR:171.1,34845.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 34850[10:MRR:34816.0,34846.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34855[10:MRR:19.0,19.1,34850.0,34843.0] || -> . % 3.57/3.77 34856[7:Spt:34855.0,34699.2,34704.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 34857[7:Spt:34855.0,34699.0,34699.1,34699.3] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 34858[8:Spt:34857.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 34859[8:MRR:160.0,34858.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 34860[8:MRR:172.0,34858.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 34861[8:MRR:174.0,34858.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 34864[8:MRR:169.0,34858.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 34865[8:MRR:34700.0,34859.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34866[8:MRR:34703.0,34860.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34867[8:MRR:34701.0,34861.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34868[8:MRR:34702.0,34864.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34869[9:Spt:34865.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 34870[9:MRR:73.1,34869.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 34874[9:MRR:74.1,34869.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 34875[9:MRR:75.1,34869.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 34876[9:MRR:34868.0,34870.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 34877[9:MRR:34866.0,34874.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 34878[9:MRR:34867.0,34875.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 34879[10:Spt:34876.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34880[10:MRR:56.1,34879.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 34885[10:MRR:55.1,34879.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 34886[10:MRR:34878.0,34880.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34887[10:MRR:31.0,34886.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 34894[10:MRR:34877.0,34885.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34901[10:MRR:34887.0,34894.0] || -> . % 3.57/3.77 34902[10:Spt:34901.0,34876.0,34879.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 34903[10:Spt:34901.0,34876.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34904[10:MRR:28.1,34903.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 34905[10:MRR:34878.1,34904.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34910[10:MRR:59.0,34905.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 34911[10:MRR:34877.0,34910.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34912[10:MRR:27.0,27.1,34911.0,34903.0] || -> . % 3.57/3.77 34918[9:Spt:34912.0,34865.0,34869.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 34919[9:Spt:34912.0,34865.1,34865.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 34920[10:Spt:34919.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 34921[10:MRR:45.1,34920.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 34922[10:MRR:47.1,34920.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 34926[10:MRR:46.1,34920.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 34927[10:MRR:34868.1,34921.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 34928[10:MRR:34867.1,34922.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 34929[10:MRR:34866.1,34926.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 34930[11:Spt:34927.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 34931[11:MRR:84.1,34930.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 34932[11:MRR:83.1,34930.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34936[11:MRR:34928.0,34931.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 34943[11:MRR:31.0,34936.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 34944[11:MRR:34929.0,34932.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34951[11:MRR:34943.0,34944.0] || -> . % 3.57/3.77 34952[11:Spt:34951.0,34927.0,34930.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 34953[11:Spt:34951.0,34927.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 34954[11:MRR:28.1,34953.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 34955[11:MRR:34928.1,34954.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 34959[11:MRR:87.0,34955.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34960[11:MRR:34929.0,34959.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 34966[11:MRR:27.0,27.1,34960.0,34953.0] || -> . % 3.57/3.77 34967[10:Spt:34966.0,34919.0,34920.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 34968[10:Spt:34966.0,34919.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 34969[10:MRR:19.1,34968.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 34970[10:MRR:34867.2,34969.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 34971[10:MRR:18.1,34968.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 34972[10:MRR:34866.2,34971.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 34973[10:MRR:17.1,34968.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 34974[10:MRR:34868.2,34973.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 34979[11:Spt:34970.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 34980[11:MRR:84.0,34979.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 34981[11:MRR:87.0,34979.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 34985[11:MRR:34974.0,34980.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 34986[11:MRR:55.1,34985.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 34991[11:MRR:34972.0,34981.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 34996[11:MRR:34986.0,34991.0] || -> . % 3.57/3.77 34997[11:Spt:34996.0,34970.0,34979.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 34998[11:Spt:34996.0,34970.1] || -> pigeon_6_in_hole_2*. % 3.57/3.77 34999[11:MRR:56.0,34998.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35000[11:MRR:34974.1,34999.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35004[11:MRR:83.1,35000.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 35005[11:MRR:34972.0,35004.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35009[11:MRR:59.0,59.1,34998.0,35005.0] || -> . % 3.57/3.77 35010[8:Spt:35009.0,34857.0,34858.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 35011[8:Spt:35009.0,34857.1,34857.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 35012[9:Spt:35011.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 35013[9:MRR:90.0,35012.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35014[9:MRR:85.0,35012.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35015[9:MRR:88.0,35012.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 35018[9:MRR:76.0,35012.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35019[9:MRR:34701.1,35013.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35020[9:MRR:34702.1,35014.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35021[9:MRR:34703.1,35015.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 35022[9:MRR:34700.1,35018.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35023[10:Spt:35019.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 35024[10:MRR:159.0,35023.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 35025[10:MRR:171.0,35023.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 35028[10:MRR:168.0,35023.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 35029[10:MRR:35022.0,35024.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35030[10:MRR:35021.0,35025.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 35031[10:MRR:35020.0,35028.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35032[11:Spt:35029.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35033[11:MRR:46.1,35032.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 35038[11:MRR:45.1,35032.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35039[11:MRR:35030.0,35033.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 35046[11:MRR:27.0,35039.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35047[11:MRR:35031.0,35038.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35054[11:MRR:35046.0,35047.0] || -> . % 3.57/3.77 35055[11:Spt:35054.0,35029.0,35032.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35056[11:Spt:35054.0,35029.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35057[11:MRR:18.1,35056.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 35058[11:MRR:35030.1,35057.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35059[11:MRR:55.0,35058.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35064[11:MRR:35031.0,35059.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35069[11:MRR:17.0,17.1,35064.0,35056.0] || -> . % 3.57/3.77 35071[10:Spt:35069.0,35019.0,35023.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 35072[10:Spt:35069.0,35019.1,35019.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35073[11:Spt:35072.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35074[11:MRR:47.0,35073.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 35075[11:MRR:59.0,35073.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 35079[11:MRR:56.0,35073.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 35080[11:MRR:35022.1,35074.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 35081[11:MRR:35021.1,35075.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 35082[11:MRR:35020.1,35079.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 35083[12:Spt:35080.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 35086[12:MRR:158.1,35083.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 35087[12:MRR:157.1,35083.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35088[12:MRR:35081.0,35086.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 35090[12:MRR:27.0,35088.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35096[12:MRR:35082.0,35087.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35103[12:MRR:35090.0,35096.0] || -> . % 3.57/3.77 35104[12:Spt:35103.0,35080.0,35083.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35105[12:Spt:35103.0,35080.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35106[12:MRR:18.1,35105.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 35107[12:MRR:35081.1,35106.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 35110[12:MRR:167.0,35107.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35111[12:MRR:35082.0,35110.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35113[12:MRR:17.0,17.1,35111.0,35105.0] || -> . % 3.57/3.77 35118[11:Spt:35113.0,35072.0,35073.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 35119[11:Spt:35113.0,35072.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35120[11:MRR:31.0,35119.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 35121[11:MRR:35021.2,35120.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.77 35122[11:MRR:28.0,35119.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35123[11:MRR:35020.2,35122.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 35124[11:MRR:19.0,35119.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 35125[11:MRR:35022.2,35124.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 35130[12:Spt:35121.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 35131[12:MRR:158.0,35130.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35132[12:MRR:167.0,35130.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35135[12:MRR:35125.0,35131.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35136[12:MRR:45.1,35135.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35141[12:MRR:35123.0,35132.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35146[12:MRR:35136.0,35141.0] || -> . % 3.57/3.77 35147[12:Spt:35146.0,35121.0,35130.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 35148[12:Spt:35146.0,35121.1] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35149[12:MRR:46.0,35148.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35150[12:MRR:35125.1,35149.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 35151[12:MRR:157.1,35150.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35154[12:MRR:35123.0,35151.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35158[12:MRR:55.0,55.1,35148.0,35154.0] || -> . % 3.57/3.77 35159[9:Spt:35158.0,35011.0,35012.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 35160[9:Spt:35158.0,35011.1] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35161[9:MRR:32.0,35160.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 35162[9:MRR:29.0,35160.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 35163[9:MRR:20.0,35160.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 35167[9:MRR:34.0,35160.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 35168[9:MRR:34701.3,35167.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 35169[9:MRR:34702.3,35162.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 35170[9:MRR:34703.3,35161.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 35171[9:MRR:34700.3,35163.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 35172[10:Spt:35168.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 35173[10:MRR:168.0,35172.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 35176[10:MRR:171.0,35172.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 35177[10:MRR:159.0,35172.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 35178[10:MRR:35169.0,35173.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 35179[10:MRR:35170.0,35176.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 35180[10:MRR:35171.0,35177.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 35181[11:Spt:35178.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35183[11:MRR:83.1,35181.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 35186[11:MRR:73.0,35181.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35187[11:MRR:35179.0,35183.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35188[11:MRR:46.0,35187.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35194[11:MRR:35180.0,35186.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35200[11:MRR:35188.0,35194.0] || -> . % 3.57/3.77 35201[11:Spt:35200.0,35178.0,35181.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35202[11:Spt:35200.0,35178.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35203[11:MRR:55.1,35202.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 35204[11:MRR:35179.1,35203.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 35208[11:MRR:74.0,35204.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35209[11:MRR:35180.0,35208.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35211[11:MRR:45.0,45.1,35202.0,35209.0] || -> . % 3.57/3.77 35215[10:Spt:35211.0,35168.0,35172.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 35216[10:Spt:35211.0,35168.1,35168.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 35217[11:Spt:35216.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35218[11:MRR:84.0,35217.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35219[11:MRR:87.0,35217.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 35222[11:MRR:75.0,35217.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35223[11:MRR:35169.1,35218.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 35224[11:MRR:35170.1,35219.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.77 35225[11:MRR:35171.1,35222.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 35226[12:Spt:35223.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 35227[12:MRR:167.1,35226.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 35228[12:MRR:157.0,35226.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35231[12:MRR:35224.0,35227.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35237[12:MRR:46.0,35231.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35238[12:MRR:35225.0,35228.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35244[12:MRR:35237.0,35238.0] || -> . % 3.57/3.77 35245[12:Spt:35244.0,35223.0,35226.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35246[12:Spt:35244.0,35223.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35247[12:MRR:55.1,35246.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 35248[12:MRR:35224.1,35247.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 35251[12:MRR:158.0,35248.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35252[12:MRR:35225.0,35251.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35256[12:MRR:45.0,45.1,35246.0,35252.0] || -> . % 3.57/3.77 35258[11:Spt:35256.0,35216.0,35217.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35259[11:Spt:35256.0,35216.1] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35260[11:MRR:59.0,35259.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 35261[11:MRR:35170.2,35260.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 35262[11:MRR:47.0,35259.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35263[11:MRR:35171.2,35262.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 35264[11:MRR:56.0,35259.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35265[11:MRR:35169.2,35264.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 35269[12:Spt:35261.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 35270[12:MRR:167.0,35269.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35271[12:MRR:158.0,35269.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35274[12:MRR:35265.0,35270.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35275[12:MRR:73.0,35274.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35279[12:MRR:35263.0,35271.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35283[12:MRR:35275.0,35279.0] || -> . % 3.57/3.77 35284[12:Spt:35283.0,35261.0,35269.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 35285[12:Spt:35283.0,35261.1] || -> pigeon_5_in_hole_3*. % 3.57/3.77 35286[12:MRR:83.0,35285.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35287[12:MRR:35265.1,35286.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 35290[12:MRR:157.0,35287.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35291[12:MRR:35263.0,35290.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35294[12:MRR:74.0,74.1,35285.0,35291.0] || -> . % 3.57/3.77 35295[6:Spt:35294.0,34691.0,34692.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.77 35296[6:Spt:35294.0,34691.1,34691.2,34691.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 35297[7:Spt:35296.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 35298[7:MRR:163.1,35297.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 35299[7:MRR:162.1,35297.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 35300[7:MRR:156.0,35297.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 35302[7:MRR:164.1,35297.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 35303[7:MRR:165.1,35297.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 35304[7:MRR:34083.1,35298.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 35305[7:MRR:34084.1,35299.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35306[7:MRR:34081.1,35300.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35307[7:MRR:34085.1,35302.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35308[7:MRR:34082.1,35303.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 35309[8:Spt:35304.2] || -> pigeon_5_in_hole_2*. % 3.57/3.77 35310[8:MRR:59.1,35309.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 35311[8:MRR:55.0,35309.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 35312[8:MRR:46.0,35309.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 35316[8:MRR:60.1,35309.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 35317[8:MRR:35307.2,35310.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 35318[8:MRR:35305.2,35311.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 35319[8:MRR:35306.2,35312.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 35320[8:MRR:35308.2,35316.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 35321[9:Spt:35317.2] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35323[9:MRR:28.0,35321.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 35324[9:MRR:19.0,35321.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 35328[9:MRR:34.1,35321.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 35329[9:MRR:35318.2,35323.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.77 35330[9:MRR:35319.2,35324.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 35331[9:MRR:35320.2,35328.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.77 35332[10:Spt:35329.1] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35336[10:MRR:73.0,35332.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35338[10:MRR:85.1,35332.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35339[10:MRR:35330.1,35336.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 35340[10:MRR:188.1,35339.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35345[10:MRR:35331.1,35338.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35350[10:MRR:35340.0,35345.0] || -> . % 3.57/3.77 35351[10:Spt:35350.0,35329.1,35332.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35352[10:Spt:35350.0,35329.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 35353[10:MRR:185.0,35352.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35354[10:MRR:35330.0,35353.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35359[10:MRR:76.1,35354.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35360[10:MRR:35331.1,35359.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35362[10:MRR:197.0,197.1,35360.0,35352.0] || -> . % 3.57/3.77 35365[9:Spt:35362.0,35317.2,35321.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 35366[9:Spt:35362.0,35317.0,35317.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.77 35367[10:Spt:35366.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 35368[10:MRR:187.0,35367.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 35369[10:MRR:202.1,35367.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 35371[10:MRR:196.0,35367.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 35373[10:MRR:35319.0,35368.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 35374[10:MRR:35320.0,35369.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 35375[10:MRR:35318.0,35371.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 35376[11:Spt:35373.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35377[11:MRR:73.1,35376.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35378[11:MRR:76.1,35376.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35383[11:MRR:35375.0,35377.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35385[11:MRR:29.1,35383.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35390[11:MRR:35374.0,35378.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35396[11:MRR:35385.0,35390.0] || -> . % 3.57/3.77 35397[11:Spt:35396.0,35373.0,35376.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35398[11:Spt:35396.0,35373.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35399[11:MRR:17.1,35398.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35400[11:MRR:35375.1,35399.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35401[11:MRR:85.1,35400.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35406[11:MRR:35374.0,35401.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35410[11:MRR:20.0,20.1,35406.0,35398.0] || -> . % 3.57/3.77 35412[10:Spt:35410.0,35366.0,35367.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 35413[10:Spt:35410.0,35366.1] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35414[10:MRR:75.0,35413.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35415[10:MRR:35319.1,35414.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.77 35416[10:MRR:84.0,35413.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35417[10:MRR:35318.1,35416.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.77 35418[10:MRR:90.1,35413.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35419[10:MRR:35320.1,35418.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.77 35423[11:Spt:35415.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 35424[11:MRR:185.1,35423.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 35427[11:MRR:188.1,35423.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35428[11:MRR:35417.0,35424.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35433[11:MRR:29.1,35428.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35435[11:MRR:35419.0,35427.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35441[11:MRR:35433.0,35435.0] || -> . % 3.57/3.77 35442[11:Spt:35441.0,35415.0,35423.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35443[11:Spt:35441.0,35415.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35444[11:MRR:17.1,35443.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35445[11:MRR:35417.1,35444.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 35446[11:MRR:197.1,35445.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35449[11:MRR:35419.0,35446.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35451[11:MRR:20.0,20.1,35449.0,35443.0] || -> . % 3.57/3.77 35455[8:Spt:35451.0,35304.2,35309.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 35456[8:Spt:35451.0,35304.0,35304.1,35304.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 35457[9:Spt:35456.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 35458[9:MRR:186.0,35457.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 35459[9:MRR:195.0,35457.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 35460[9:MRR:200.1,35457.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 35462[9:MRR:199.1,35457.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 35463[9:MRR:35306.0,35458.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35464[9:MRR:35305.0,35459.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35465[9:MRR:35308.0,35460.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 35466[9:MRR:35307.0,35462.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35467[10:Spt:35463.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35468[10:MRR:75.1,35467.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35472[10:MRR:76.1,35467.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 35473[10:MRR:73.1,35467.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35474[10:MRR:35466.0,35468.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35475[10:MRR:35465.0,35472.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 35476[10:MRR:35464.0,35473.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35477[11:Spt:35474.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35479[11:MRR:56.0,35477.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 35483[11:MRR:62.1,35477.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35484[11:MRR:35476.0,35479.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35487[11:MRR:29.1,35484.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35492[11:MRR:35475.0,35483.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35499[11:MRR:35487.0,35492.0] || -> . % 3.57/3.77 35500[11:Spt:35499.0,35474.0,35477.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35501[11:Spt:35499.0,35474.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35502[11:MRR:28.0,35501.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35503[11:MRR:35476.1,35502.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35508[11:MRR:57.1,35503.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35509[11:MRR:35475.0,35508.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35510[11:MRR:34.0,34.1,35509.0,35501.0] || -> . % 3.57/3.77 35516[10:Spt:35510.0,35463.0,35467.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35517[10:Spt:35510.0,35463.1,35463.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35518[11:Spt:35517.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35519[11:MRR:47.1,35518.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 35520[11:MRR:45.1,35518.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 35524[11:MRR:48.1,35518.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 35525[11:MRR:35466.1,35519.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 35526[11:MRR:35464.1,35520.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 35527[11:MRR:35465.1,35524.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 35528[12:Spt:35525.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35529[12:MRR:84.0,35528.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35530[12:MRR:90.1,35528.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35534[12:MRR:35526.0,35529.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35539[12:MRR:29.1,35534.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35542[12:MRR:35527.0,35530.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35549[12:MRR:35539.0,35542.0] || -> . % 3.57/3.77 35550[12:Spt:35549.0,35525.0,35528.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 35551[12:Spt:35549.0,35525.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35552[12:MRR:28.0,35551.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 35553[12:MRR:35526.1,35552.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35557[12:MRR:85.1,35553.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35558[12:MRR:35527.0,35557.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35564[12:MRR:34.0,34.1,35558.0,35551.0] || -> . % 3.57/3.77 35565[11:Spt:35564.0,35517.0,35518.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 35566[11:Spt:35564.0,35517.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35567[11:MRR:17.1,35566.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 35568[11:MRR:35464.2,35567.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 35569[11:MRR:20.1,35566.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35570[11:MRR:35465.2,35569.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 35571[11:MRR:19.1,35566.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 35572[11:MRR:35466.2,35571.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 35577[12:Spt:35568.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35578[12:MRR:84.1,35577.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 35579[12:MRR:85.1,35577.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35583[12:MRR:35572.0,35578.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35584[12:MRR:62.1,35583.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35589[12:MRR:35570.0,35579.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35594[12:MRR:35584.0,35589.0] || -> . % 3.57/3.77 35595[12:Spt:35594.0,35568.0,35577.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35596[12:Spt:35594.0,35568.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35597[12:MRR:56.1,35596.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35598[12:MRR:35572.1,35597.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35602[12:MRR:90.1,35598.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35603[12:MRR:35570.0,35602.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35607[12:MRR:57.0,57.1,35603.0,35596.0] || -> . % 3.57/3.77 35608[9:Spt:35607.0,35456.0,35457.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 35609[9:Spt:35607.0,35456.1,35456.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 35610[10:Spt:35609.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 35611[10:MRR:83.0,35610.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35612[10:MRR:87.1,35610.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35613[10:MRR:88.1,35610.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 35616[10:MRR:74.0,35610.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35617[10:MRR:35305.1,35611.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35618[10:MRR:35307.1,35612.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35619[10:MRR:35308.1,35613.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 35620[10:MRR:35306.1,35616.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35621[11:Spt:35617.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 35622[11:MRR:185.0,35621.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 35624[11:MRR:197.1,35621.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 35625[11:MRR:196.1,35621.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 35626[11:MRR:35620.0,35622.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 35627[11:MRR:35619.0,35624.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 35628[11:MRR:35618.0,35625.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 35629[12:Spt:35626.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35630[12:MRR:48.1,35629.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35635[12:MRR:47.1,35629.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35636[12:MRR:35627.0,35630.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35643[12:MRR:34.0,35636.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 35644[12:MRR:35628.0,35635.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35651[12:MRR:35643.0,35644.0] || -> . % 3.57/3.77 35652[12:Spt:35651.0,35626.0,35629.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35653[12:Spt:35651.0,35626.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35654[12:MRR:20.1,35653.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35655[12:MRR:35627.1,35654.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35656[12:MRR:62.0,35655.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35661[12:MRR:35628.0,35656.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35666[12:MRR:19.0,19.1,35661.0,35653.0] || -> . % 3.57/3.77 35668[11:Spt:35666.0,35617.0,35621.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 35669[11:Spt:35666.0,35617.1,35617.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 35670[12:Spt:35669.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35671[12:MRR:45.0,35670.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 35672[12:MRR:57.1,35670.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 35676[12:MRR:56.1,35670.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 35677[12:MRR:35620.1,35671.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.77 35678[12:MRR:35619.1,35672.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.77 35679[12:MRR:35618.1,35676.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.77 35680[13:Spt:35677.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 35681[13:MRR:188.1,35680.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35683[13:MRR:187.1,35680.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35684[13:MRR:35678.0,35681.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35686[13:MRR:34.0,35684.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 35692[13:MRR:35679.0,35683.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35699[13:MRR:35686.0,35692.0] || -> . % 3.57/3.77 35700[13:Spt:35699.0,35677.0,35680.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35701[13:Spt:35699.0,35677.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 35702[13:MRR:20.1,35701.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 35703[13:MRR:35678.1,35702.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35705[13:MRR:202.0,35703.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35706[13:MRR:35679.0,35705.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 35708[13:MRR:19.0,19.1,35706.0,35701.0] || -> . % 3.57/3.77 35713[12:Spt:35708.0,35669.0,35670.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 35714[12:Spt:35708.0,35669.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 35715[12:MRR:29.1,35714.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 35716[12:MRR:35619.2,35715.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.77 35717[12:MRR:28.1,35714.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 35718[12:MRR:35618.2,35717.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 35719[12:MRR:17.0,35714.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 35720[12:MRR:35620.2,35719.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.77 35725[13:Spt:35716.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35726[13:MRR:188.0,35725.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35727[13:MRR:202.0,35725.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35729[13:MRR:35720.0,35726.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35730[13:MRR:47.1,35729.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35735[13:MRR:35718.0,35727.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35740[13:MRR:35730.0,35735.0] || -> . % 3.57/3.77 35741[13:Spt:35740.0,35716.0,35725.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35742[13:Spt:35740.0,35716.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35743[13:MRR:48.0,35742.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35744[13:MRR:35720.1,35743.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 35745[13:MRR:187.1,35744.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35747[13:MRR:35718.0,35745.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35751[13:MRR:62.0,62.1,35742.0,35747.0] || -> . % 3.57/3.77 35752[10:Spt:35751.0,35609.0,35610.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 35753[10:Spt:35751.0,35609.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 35754[10:MRR:32.1,35753.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 35755[10:MRR:31.1,35753.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 35756[10:MRR:18.0,35753.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 35760[10:MRR:27.0,35753.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 35761[10:MRR:35305.3,35760.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 35762[10:MRR:35307.3,35755.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 35763[10:MRR:35308.3,35754.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 35764[10:MRR:35306.3,35756.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 35765[11:Spt:35761.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 35766[11:MRR:196.1,35765.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 35767[11:MRR:197.1,35765.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 35769[11:MRR:185.0,35765.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 35770[11:MRR:35762.0,35766.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 35771[11:MRR:35763.0,35767.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 35772[11:MRR:35764.0,35769.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 35773[12:Spt:35770.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35775[12:MRR:90.1,35773.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 35778[12:MRR:75.0,35773.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35779[12:MRR:35771.0,35775.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35780[12:MRR:48.0,35779.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35786[12:MRR:35772.0,35778.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35792[12:MRR:35780.0,35786.0] || -> . % 3.57/3.77 35793[12:Spt:35792.0,35770.0,35773.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 35794[12:Spt:35792.0,35770.1] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35795[12:MRR:62.1,35794.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35796[12:MRR:35771.1,35795.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 35800[12:MRR:76.0,35796.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35801[12:MRR:35772.0,35800.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35803[12:MRR:47.0,47.1,35794.0,35801.0] || -> . % 3.57/3.77 35807[11:Spt:35803.0,35761.0,35765.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 35808[11:Spt:35803.0,35761.1,35761.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 35809[12:Spt:35808.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35810[12:MRR:84.1,35809.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35811[12:MRR:85.1,35809.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 35814[12:MRR:73.0,35809.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35815[12:MRR:35762.1,35810.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 35816[12:MRR:35763.1,35811.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.77 35817[12:MRR:35764.1,35814.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.77 35818[13:Spt:35815.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 35819[13:MRR:202.1,35818.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35820[13:MRR:187.0,35818.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35822[13:MRR:35816.0,35819.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 35828[13:MRR:48.0,35822.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35829[13:MRR:35817.0,35820.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35835[13:MRR:35828.0,35829.0] || -> . % 3.57/3.77 35836[13:Spt:35835.0,35815.0,35818.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35837[13:Spt:35835.0,35815.1] || -> pigeon_6_in_hole_2*. % 3.57/3.77 35838[13:MRR:62.1,35837.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 35839[13:MRR:35816.1,35838.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35841[13:MRR:188.0,35839.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35842[13:MRR:35817.0,35841.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 35846[13:MRR:47.0,47.1,35837.0,35842.0] || -> . % 3.57/3.77 35848[12:Spt:35846.0,35808.0,35809.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35849[12:Spt:35846.0,35808.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 35850[12:MRR:57.1,35849.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 35851[12:MRR:35763.2,35850.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.77 35852[12:MRR:45.0,35849.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 35853[12:MRR:35764.2,35852.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 35854[12:MRR:56.1,35849.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 35855[12:MRR:35762.2,35854.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.77 35859[13:Spt:35851.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 35860[13:MRR:202.0,35859.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35861[13:MRR:188.0,35859.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35863[13:MRR:35855.0,35860.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35864[13:MRR:75.0,35863.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 35868[13:MRR:35853.0,35861.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35872[13:MRR:35864.0,35868.0] || -> . % 3.57/3.77 35873[13:Spt:35872.0,35851.0,35859.0] || pigeon_7_in_hole_7* -> . % 3.57/3.77 35874[13:Spt:35872.0,35851.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 35875[13:MRR:90.0,35874.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 35876[13:MRR:35855.1,35875.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 35878[13:MRR:187.0,35876.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35879[13:MRR:35853.0,35878.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35882[13:MRR:76.0,76.1,35874.0,35879.0] || -> . % 3.57/3.77 35883[7:Spt:35882.0,35296.0,35297.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 35884[7:Spt:35882.0,35296.1,35296.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 35885[8:Spt:35884.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 35886[8:MRR:53.1,35885.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 35887[8:MRR:44.0,35885.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 35888[8:MRR:52.1,35885.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 35889[8:MRR:50.1,35885.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 35892[8:MRR:51.1,35885.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 35893[8:MRR:34082.3,35886.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 35894[8:MRR:34081.3,35887.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 35895[8:MRR:34085.3,35888.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 35896[8:MRR:34084.3,35889.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 35897[8:MRR:34083.3,35892.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 35898[9:Spt:35893.3] || -> pigeon_7_in_hole_1*. % 3.57/3.77 35899[9:MRR:32.0,35898.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 35900[9:MRR:29.0,35898.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 35901[9:MRR:20.0,35898.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 35905[9:MRR:34.0,35898.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 35906[9:MRR:35897.3,35899.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 35907[9:MRR:35896.3,35900.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 35908[9:MRR:35894.3,35901.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 35909[9:MRR:35895.3,35905.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 35910[10:Spt:35906.2] || -> pigeon_5_in_hole_3*. % 3.57/3.77 35911[10:MRR:74.0,35910.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 35915[10:MRR:87.1,35910.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 35916[10:MRR:83.0,35910.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 35917[10:MRR:35908.2,35911.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 35918[10:MRR:35909.2,35915.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.77 35919[10:MRR:35907.2,35916.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.77 35920[11:Spt:35917.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 35922[11:MRR:187.1,35920.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 35924[11:MRR:185.1,35920.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 35926[11:MRR:35918.0,35922.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 35928[11:MRR:168.0,35926.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35932[11:MRR:35919.0,35924.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 35937[11:MRR:35928.0,35932.0] || -> . % 3.57/3.77 35938[11:Spt:35937.0,35917.0,35920.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 35939[11:Spt:35937.0,35917.1] || -> pigeon_2_in_hole_6*. % 3.57/3.77 35940[11:MRR:159.1,35939.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 35941[11:MRR:35918.1,35940.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 35944[11:MRR:196.0,35941.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 35946[11:MRR:35919.0,35944.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 35949[11:MRR:157.0,157.1,35946.0,35939.0] || -> . % 3.57/3.77 35951[10:Spt:35949.0,35906.2,35910.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 35952[10:Spt:35949.0,35906.0,35906.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.77 35953[11:Spt:35952.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 35954[11:MRR:186.0,35953.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 35955[11:MRR:199.1,35953.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 35958[11:MRR:195.0,35953.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 35959[11:MRR:35908.0,35954.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 35960[11:MRR:35909.0,35955.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 35961[11:MRR:35907.0,35958.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 35962[12:Spt:35959.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 35963[12:MRR:159.1,35962.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 35964[12:MRR:157.1,35962.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35968[12:MRR:35960.0,35963.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 35973[12:MRR:84.0,35968.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 35974[12:MRR:35961.0,35964.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35979[12:MRR:35973.0,35974.0] || -> . % 3.57/3.77 35980[12:Spt:35979.0,35959.0,35962.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 35981[12:Spt:35979.0,35959.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 35982[12:MRR:75.1,35981.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 35983[12:MRR:35960.1,35982.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 35986[12:MRR:168.0,35983.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 35988[12:MRR:35961.0,35986.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 35992[12:MRR:73.0,73.1,35988.0,35981.0] || -> . % 3.57/3.77 35993[11:Spt:35992.0,35952.0,35953.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 35994[11:Spt:35992.0,35952.1] || -> pigeon_5_in_hole_6*. % 3.57/3.77 35995[11:MRR:158.0,35994.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 35996[11:MRR:35908.1,35995.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 35997[11:MRR:171.1,35994.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 35998[11:MRR:35909.1,35997.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.77 35999[11:MRR:167.0,35994.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36000[11:MRR:35907.1,35999.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.77 36003[12:Spt:35996.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36004[12:MRR:185.1,36003.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36006[12:MRR:187.1,36003.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36008[12:MRR:36000.0,36004.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36009[12:MRR:84.1,36008.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36014[12:MRR:35998.0,36006.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36019[12:MRR:36009.0,36014.0] || -> . % 3.57/3.77 36020[12:Spt:36019.0,35996.0,36003.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36021[12:Spt:36019.0,35996.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36022[12:MRR:73.1,36021.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36023[12:MRR:36000.1,36022.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36024[12:MRR:196.1,36023.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36027[12:MRR:35998.0,36024.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36031[12:MRR:75.0,75.1,36027.0,36021.0] || -> . % 3.57/3.77 36032[9:Spt:36031.0,35893.3,35898.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 36033[9:Spt:36031.0,35893.0,35893.1,35893.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.77 36034[10:Spt:36033.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 36035[10:MRR:188.0,36034.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36036[10:MRR:197.0,36034.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36038[10:MRR:202.0,36034.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36039[10:MRR:200.0,36034.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36040[10:MRR:35894.0,36035.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 36041[10:MRR:35896.0,36036.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 36042[10:MRR:35895.0,36038.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 36043[10:MRR:35897.0,36039.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 36044[11:Spt:36040.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36045[11:MRR:158.1,36044.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36048[11:MRR:157.1,36044.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36049[11:MRR:159.1,36044.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36050[11:MRR:36043.0,36045.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 36051[11:MRR:36041.0,36048.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 36052[11:MRR:36042.0,36049.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 36053[12:Spt:36050.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36054[12:MRR:83.0,36053.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36055[12:MRR:87.1,36053.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36060[12:MRR:36051.0,36054.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36062[12:MRR:28.1,36060.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 36067[12:MRR:36052.0,36055.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 36073[12:MRR:36062.0,36067.0] || -> . % 3.57/3.77 36074[12:Spt:36073.0,36050.0,36053.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36075[12:Spt:36073.0,36050.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36076[12:MRR:27.0,36075.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36077[12:MRR:36051.1,36076.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36082[12:MRR:84.1,36077.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36083[12:MRR:36052.0,36082.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 36088[12:MRR:31.0,31.1,36083.0,36075.0] || -> . % 3.57/3.77 36089[11:Spt:36088.0,36040.0,36044.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36090[11:Spt:36088.0,36040.1,36040.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 36091[12:Spt:36090.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36092[12:MRR:74.1,36091.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36093[12:MRR:73.1,36091.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36094[12:MRR:75.1,36091.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36098[12:MRR:36043.1,36092.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 36099[12:MRR:36041.1,36093.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 36100[12:MRR:36042.1,36094.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 36101[13:Spt:36098.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36102[13:MRR:171.1,36101.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36103[13:MRR:167.0,36101.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36106[13:MRR:36100.0,36102.0] || -> pigeon_6_in_hole_1*. % 3.57/3.77 36107[13:MRR:28.0,36106.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36113[13:MRR:36099.0,36103.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36119[13:MRR:36107.0,36113.0] || -> . % 3.57/3.77 36120[13:Spt:36119.0,36098.0,36101.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36121[13:Spt:36119.0,36098.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36122[13:MRR:31.1,36121.0] || pigeon_6_in_hole_1* -> . % 3.57/3.77 36123[13:MRR:36100.1,36122.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36126[13:MRR:168.0,36123.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36127[13:MRR:36099.0,36126.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36132[13:MRR:27.0,27.1,36121.0,36127.0] || -> . % 3.57/3.77 36133[12:Spt:36132.0,36090.0,36091.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36134[12:Spt:36132.0,36090.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36135[12:MRR:19.1,36134.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 36136[12:MRR:36042.2,36135.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 36137[12:MRR:17.1,36134.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36138[12:MRR:36041.2,36137.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 36142[12:MRR:18.1,36134.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 36143[12:MRR:36043.2,36142.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 36144[13:Spt:36136.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36145[13:MRR:171.0,36144.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36146[13:MRR:168.0,36144.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36149[13:MRR:36143.0,36145.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36154[13:MRR:83.0,36149.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36155[13:MRR:36138.0,36146.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36160[13:MRR:36154.0,36155.0] || -> . % 3.57/3.77 36161[13:Spt:36160.0,36136.0,36144.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36162[13:Spt:36160.0,36136.1] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36163[13:MRR:87.0,36162.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36164[13:MRR:36143.1,36163.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36167[13:MRR:167.0,36164.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36168[13:MRR:36138.0,36167.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36172[13:MRR:84.0,84.1,36162.0,36168.0] || -> . % 3.57/3.77 36173[10:Spt:36172.0,36033.0,36034.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 36174[10:Spt:36172.0,36033.1,36033.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.77 36175[11:Spt:36174.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 36176[11:MRR:174.0,36175.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36177[11:MRR:172.0,36175.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36178[11:MRR:169.0,36175.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36180[11:MRR:160.0,36175.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36181[11:MRR:35895.1,36176.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 36182[11:MRR:35897.1,36177.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 36183[11:MRR:35896.1,36178.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 36184[11:MRR:35894.1,36180.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 36185[12:Spt:36181.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36186[12:MRR:187.0,36185.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36187[12:MRR:196.0,36185.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36189[12:MRR:199.0,36185.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36190[12:MRR:36184.0,36186.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 36191[12:MRR:36183.0,36187.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 36192[12:MRR:36182.0,36189.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 36193[13:Spt:36190.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36198[13:MRR:73.1,36193.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36199[13:MRR:74.1,36193.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36200[13:MRR:36191.0,36198.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36206[13:MRR:27.1,36200.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 36207[13:MRR:36192.0,36199.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36213[13:MRR:36206.0,36207.0] || -> . % 3.57/3.77 36214[13:Spt:36213.0,36190.0,36193.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36215[13:Spt:36213.0,36190.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36216[13:MRR:17.1,36215.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36217[13:MRR:36191.1,36216.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36222[13:MRR:83.1,36217.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36223[13:MRR:36192.0,36222.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36224[13:MRR:18.0,18.1,36223.0,36215.0] || -> . % 3.57/3.77 36229[12:Spt:36224.0,36181.0,36185.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36230[12:Spt:36224.0,36181.1,36181.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.77 36231[13:Spt:36230.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36232[13:MRR:75.0,36231.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36233[13:MRR:84.0,36231.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36237[13:MRR:87.0,36231.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36238[13:MRR:36184.1,36232.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.77 36239[13:MRR:36183.1,36233.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.77 36240[13:MRR:36182.1,36237.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.77 36241[14:Spt:36238.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36243[14:MRR:185.1,36241.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36244[14:MRR:186.1,36241.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36245[14:MRR:36239.0,36243.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36247[14:MRR:27.1,36245.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 36252[14:MRR:36240.0,36244.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36258[14:MRR:36247.0,36252.0] || -> . % 3.57/3.77 36259[14:Spt:36258.0,36238.0,36241.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36260[14:Spt:36258.0,36238.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36261[14:MRR:17.1,36260.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36262[14:MRR:36239.1,36261.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36264[14:MRR:195.1,36262.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36265[14:MRR:36240.0,36264.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36270[14:MRR:18.0,18.1,36265.0,36260.0] || -> . % 3.57/3.77 36271[13:Spt:36270.0,36230.0,36231.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36272[13:Spt:36270.0,36230.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 36273[13:MRR:28.0,36272.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 36274[13:MRR:36183.2,36273.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.77 36275[13:MRR:31.0,36272.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 36276[13:MRR:36182.2,36275.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.77 36277[13:MRR:19.0,36272.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 36278[13:MRR:36184.2,36277.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 36282[14:Spt:36274.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36283[14:MRR:185.0,36282.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36284[14:MRR:195.1,36282.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36286[14:MRR:36278.0,36283.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36287[14:MRR:74.1,36286.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36292[14:MRR:36276.0,36284.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36297[14:MRR:36287.0,36292.0] || -> . % 3.57/3.77 36298[14:Spt:36297.0,36274.0,36282.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36299[14:Spt:36297.0,36274.1] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36300[14:MRR:73.0,36299.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36301[14:MRR:36278.1,36300.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36302[14:MRR:186.1,36301.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36304[14:MRR:36276.0,36302.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36308[14:MRR:83.0,83.1,36304.0,36299.0] || -> . % 3.57/3.77 36309[11:Spt:36308.0,36174.0,36175.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 36310[11:Spt:36308.0,36174.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 36311[11:MRR:76.0,36310.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36312[11:MRR:88.0,36310.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36313[11:MRR:85.0,36310.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36316[11:MRR:90.0,36310.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36317[11:MRR:35895.2,36316.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 36318[11:MRR:35897.2,36312.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 36319[11:MRR:35896.2,36313.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 36320[11:MRR:35894.2,36311.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 36321[12:Spt:36317.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36322[12:MRR:199.0,36321.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36324[12:MRR:196.0,36321.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36325[12:MRR:187.0,36321.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36326[12:MRR:36318.0,36322.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 36327[12:MRR:36319.0,36324.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 36328[12:MRR:36320.0,36325.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 36329[13:Spt:36326.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36331[13:MRR:167.0,36329.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36333[13:MRR:158.0,36329.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36334[13:MRR:36327.0,36331.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36336[13:MRR:17.0,36334.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 36341[13:MRR:36328.0,36333.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36347[13:MRR:36336.0,36341.0] || -> . % 3.57/3.77 36348[13:Spt:36347.0,36326.0,36329.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36349[13:Spt:36347.0,36326.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36350[13:MRR:27.0,36349.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36351[13:MRR:36327.1,36350.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36354[13:MRR:157.0,36351.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36355[13:MRR:36328.0,36354.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36360[13:MRR:18.0,18.1,36349.0,36355.0] || -> . % 3.57/3.77 36361[12:Spt:36360.0,36317.0,36321.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36362[12:Spt:36360.0,36317.1,36317.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.77 36363[13:Spt:36362.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36364[13:MRR:171.0,36363.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36365[13:MRR:168.0,36363.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36367[13:MRR:159.0,36363.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36368[13:MRR:36318.1,36364.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.77 36369[13:MRR:36319.1,36365.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.77 36370[13:MRR:36320.1,36367.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.77 36371[14:Spt:36368.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 36372[14:MRR:195.0,36371.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36373[14:MRR:186.0,36371.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36375[14:MRR:36369.0,36372.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 36380[14:MRR:17.0,36375.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 36382[14:MRR:36370.0,36373.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36388[14:MRR:36380.0,36382.0] || -> . % 3.57/3.77 36389[14:Spt:36388.0,36368.0,36371.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36390[14:Spt:36388.0,36368.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 36391[14:MRR:27.0,36390.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 36392[14:MRR:36369.1,36391.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36394[14:MRR:185.0,36392.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36395[14:MRR:36370.0,36394.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 36396[14:MRR:18.0,18.1,36390.0,36395.0] || -> . % 3.57/3.77 36401[13:Spt:36396.0,36362.0,36363.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36402[13:Spt:36396.0,36362.1] || -> pigeon_6_in_hole_1*. % 3.57/3.77 36403[13:MRR:28.0,36402.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 36404[13:MRR:36319.2,36403.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.77 36405[13:MRR:19.0,36402.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 36406[13:MRR:36320.2,36405.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 36407[13:MRR:31.0,36402.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 36408[13:MRR:36318.2,36407.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.77 36412[14:Spt:36404.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36413[14:MRR:195.1,36412.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36414[14:MRR:185.0,36412.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36416[14:MRR:36408.0,36413.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36417[14:MRR:158.0,36416.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36420[14:MRR:36406.0,36414.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36423[14:MRR:36417.0,36420.0] || -> . % 3.57/3.77 36424[14:Spt:36423.0,36404.0,36412.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36425[14:Spt:36423.0,36404.1] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36426[14:MRR:167.1,36425.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36427[14:MRR:36408.1,36426.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 36429[14:MRR:186.0,36427.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36430[14:MRR:36406.0,36429.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36432[14:MRR:157.0,157.1,36425.0,36430.0] || -> . % 3.57/3.77 36433[8:Spt:36432.0,35884.0,35885.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 36434[8:Spt:36432.0,35884.1] || -> pigeon_3_in_hole_1*. % 3.57/3.77 36435[8:MRR:22.1,36434.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 36436[8:MRR:16.0,36434.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 36437[8:MRR:23.1,36434.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 36439[8:MRR:24.1,36434.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.77 36441[8:MRR:25.1,36434.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 36442[8:MRR:34082.4,36441.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 36443[8:MRR:34081.4,36436.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 36444[8:MRR:34085.4,36439.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 36445[8:MRR:34084.4,36435.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 36446[8:MRR:34083.4,36437.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 36447[9:Spt:36442.2] || -> pigeon_7_in_hole_3*. % 3.57/3.77 36448[9:MRR:76.0,36447.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36449[9:MRR:88.0,36447.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36450[9:MRR:85.0,36447.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36453[9:MRR:90.0,36447.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36454[9:MRR:36443.2,36448.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 36455[9:MRR:36446.2,36449.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.77 36456[9:MRR:36445.2,36450.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 36457[9:MRR:36444.2,36453.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.77 36458[10:Spt:36454.2] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36460[10:MRR:45.1,36458.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 36463[10:MRR:47.1,36458.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 36464[10:MRR:46.1,36458.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 36465[10:MRR:36456.2,36460.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.77 36466[10:MRR:36457.2,36463.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.77 36467[10:MRR:36455.2,36464.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.77 36468[11:Spt:36465.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36471[11:MRR:195.1,36468.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36472[11:MRR:196.1,36468.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36474[11:MRR:36467.0,36471.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36478[11:MRR:171.1,36474.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36480[11:MRR:36466.0,36472.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36485[11:MRR:36478.0,36480.0] || -> . % 3.57/3.77 36486[11:Spt:36485.0,36465.0,36468.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36487[11:Spt:36485.0,36465.1] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36488[11:MRR:167.1,36487.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36489[11:MRR:36467.1,36488.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 36492[11:MRR:199.1,36489.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36494[11:MRR:36466.0,36492.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36496[11:MRR:168.0,168.1,36494.0,36487.0] || -> . % 3.57/3.77 36499[10:Spt:36496.0,36454.2,36458.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 36500[10:Spt:36496.0,36454.0,36454.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 36501[11:Spt:36500.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36502[11:MRR:185.1,36501.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36503[11:MRR:186.1,36501.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36505[11:MRR:187.1,36501.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36507[11:MRR:36456.0,36502.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 36508[11:MRR:36455.0,36503.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.77 36509[11:MRR:36457.0,36505.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.77 36510[12:Spt:36507.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36511[12:MRR:167.1,36510.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36512[12:MRR:168.1,36510.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36516[12:MRR:36508.0,36511.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36521[12:MRR:59.1,36516.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36522[12:MRR:36509.0,36512.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36527[12:MRR:36521.0,36522.0] || -> . % 3.57/3.77 36528[12:Spt:36527.0,36507.0,36510.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36529[12:Spt:36527.0,36507.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 36530[12:MRR:55.1,36529.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 36531[12:MRR:36508.1,36530.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36533[12:MRR:171.1,36531.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36536[12:MRR:36509.0,36533.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36539[12:MRR:56.0,56.1,36536.0,36529.0] || -> . % 3.57/3.77 36541[11:Spt:36539.0,36500.0,36501.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36542[11:Spt:36539.0,36500.1] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36543[11:MRR:157.1,36542.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36544[11:MRR:36456.1,36543.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.77 36545[11:MRR:158.1,36542.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36546[11:MRR:36455.1,36545.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.77 36547[11:MRR:159.1,36542.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36548[11:MRR:36457.1,36547.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 36551[12:Spt:36544.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36553[12:MRR:196.1,36551.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36554[12:MRR:195.1,36551.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36556[12:MRR:36548.0,36553.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36557[12:MRR:59.0,36556.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 36562[12:MRR:36546.0,36554.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36567[12:MRR:36557.0,36562.0] || -> . % 3.57/3.77 36568[12:Spt:36567.0,36544.0,36551.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36569[12:Spt:36567.0,36544.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 36570[12:MRR:56.1,36569.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36571[12:MRR:36548.1,36570.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36573[12:MRR:199.0,36571.0] || pigeon_5_in_hole_7* -> . % 3.57/3.77 36575[12:MRR:36546.0,36573.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36579[12:MRR:55.0,55.1,36575.0,36569.0] || -> . % 3.57/3.77 36580[9:Spt:36579.0,36442.2,36447.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 36581[9:Spt:36579.0,36442.0,36442.1,36442.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.77 36582[10:Spt:36581.0] || -> pigeon_7_in_hole_7*. % 3.57/3.77 36583[10:MRR:197.0,36582.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36584[10:MRR:202.0,36582.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36585[10:MRR:200.0,36582.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36587[10:MRR:188.0,36582.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36588[10:MRR:36445.0,36583.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 36589[10:MRR:36444.0,36584.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 36590[10:MRR:36446.0,36585.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 36591[10:MRR:36443.0,36587.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 36592[11:Spt:36588.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36593[11:MRR:157.0,36592.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36596[11:MRR:168.1,36592.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36597[11:MRR:167.1,36592.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36598[11:MRR:36591.0,36593.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 36599[11:MRR:36589.0,36596.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 36600[11:MRR:36590.0,36597.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 36601[12:Spt:36598.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36605[12:MRR:74.1,36601.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 36606[12:MRR:75.1,36601.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36607[12:MRR:36600.0,36605.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36608[12:MRR:59.1,36607.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36614[12:MRR:36599.0,36606.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36620[12:MRR:36608.0,36614.0] || -> . % 3.57/3.77 36621[12:Spt:36620.0,36598.0,36601.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36622[12:Spt:36620.0,36598.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36623[12:MRR:46.1,36622.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 36624[12:MRR:36600.1,36623.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36628[12:MRR:87.1,36624.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36629[12:MRR:36599.0,36628.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36630[12:MRR:47.0,47.1,36629.0,36622.0] || -> . % 3.57/3.77 36635[11:Spt:36630.0,36588.0,36592.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36636[11:Spt:36630.0,36588.1,36588.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 36637[12:Spt:36636.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36638[12:MRR:73.0,36637.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36639[12:MRR:83.1,36637.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36642[12:MRR:84.1,36637.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36643[12:MRR:36591.1,36638.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 36644[12:MRR:36590.1,36639.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.77 36645[12:MRR:36589.1,36642.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.77 36646[13:Spt:36643.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36647[13:MRR:158.1,36646.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36648[13:MRR:159.1,36646.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36651[13:MRR:36644.0,36647.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36657[13:MRR:59.1,36651.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36658[13:MRR:36645.0,36648.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36664[13:MRR:36657.0,36658.0] || -> . % 3.57/3.77 36665[13:Spt:36664.0,36643.0,36646.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36666[13:Spt:36664.0,36643.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36667[13:MRR:46.1,36666.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 36668[13:MRR:36644.1,36667.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36671[13:MRR:171.1,36668.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36672[13:MRR:36645.0,36671.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36677[13:MRR:47.0,47.1,36672.0,36666.0] || -> . % 3.57/3.77 36678[12:Spt:36677.0,36636.0,36637.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36679[12:Spt:36677.0,36636.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 36680[12:MRR:55.1,36679.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 36681[12:MRR:36590.2,36680.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 36682[12:MRR:56.1,36679.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36683[12:MRR:36589.2,36682.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 36684[12:MRR:45.0,36679.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 36685[12:MRR:36591.2,36684.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 36689[13:Spt:36681.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36690[13:MRR:158.0,36689.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36691[13:MRR:171.1,36689.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36694[13:MRR:36685.0,36690.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36695[13:MRR:75.1,36694.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36699[13:MRR:36683.0,36691.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36703[13:MRR:36695.0,36699.0] || -> . % 3.57/3.77 36704[13:Spt:36703.0,36681.0,36689.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 36705[13:Spt:36703.0,36681.1] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36706[13:MRR:74.0,36705.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36707[13:MRR:36685.1,36706.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36710[13:MRR:159.1,36707.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36711[13:MRR:36683.0,36710.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36714[13:MRR:87.0,87.1,36711.0,36705.0] || -> . % 3.57/3.77 36715[10:Spt:36714.0,36581.0,36582.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 36716[10:Spt:36714.0,36581.1,36581.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.77 36717[11:Spt:36716.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 36718[11:MRR:172.0,36717.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36719[11:MRR:160.0,36717.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36720[11:MRR:174.0,36717.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36722[11:MRR:169.0,36717.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36723[11:MRR:36446.1,36718.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 36724[11:MRR:36443.1,36719.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 36725[11:MRR:36444.1,36720.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 36726[11:MRR:36445.1,36722.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 36727[12:Spt:36723.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 36728[12:MRR:195.0,36727.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36729[12:MRR:199.1,36727.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36731[12:MRR:186.0,36727.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36732[12:MRR:36726.0,36728.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 36733[12:MRR:36725.0,36729.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.77 36734[12:MRR:36724.0,36731.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 36735[13:Spt:36732.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36736[13:MRR:84.1,36735.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36740[13:MRR:73.0,36735.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36741[13:MRR:36733.0,36736.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36747[13:MRR:47.0,36741.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 36748[13:MRR:36734.0,36740.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36754[13:MRR:36747.0,36748.0] || -> . % 3.57/3.77 36755[13:Spt:36754.0,36732.0,36735.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36756[13:Spt:36754.0,36732.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 36757[13:MRR:56.1,36756.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36758[13:MRR:36733.1,36757.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36759[13:MRR:75.0,36758.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36763[13:MRR:36734.0,36759.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36767[13:MRR:45.0,45.1,36756.0,36763.0] || -> . % 3.57/3.77 36769[12:Spt:36767.0,36723.0,36727.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36770[12:Spt:36767.0,36723.1,36723.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 36771[13:Spt:36770.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36772[13:MRR:83.0,36771.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36773[13:MRR:87.1,36771.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36776[13:MRR:74.0,36771.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36777[13:MRR:36726.1,36772.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.77 36778[13:MRR:36725.1,36773.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.77 36779[13:MRR:36724.1,36776.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.77 36780[14:Spt:36777.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36782[14:MRR:196.1,36780.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36783[14:MRR:185.0,36780.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36784[14:MRR:36778.0,36782.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 36786[14:MRR:47.0,36784.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 36791[14:MRR:36779.0,36783.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36797[14:MRR:36786.0,36791.0] || -> . % 3.57/3.77 36798[14:Spt:36797.0,36777.0,36780.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36799[14:Spt:36797.0,36777.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 36800[14:MRR:56.1,36799.0] || pigeon_6_in_hole_2* -> . % 3.57/3.77 36801[14:MRR:36778.1,36800.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36803[14:MRR:187.0,36801.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36804[14:MRR:36779.0,36803.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 36806[14:MRR:45.0,45.1,36799.0,36804.0] || -> . % 3.57/3.77 36810[13:Spt:36806.0,36770.0,36771.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36811[13:Spt:36806.0,36770.1] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36812[13:MRR:59.1,36811.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 36813[13:MRR:36725.2,36812.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.77 36814[13:MRR:46.0,36811.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 36815[13:MRR:36724.2,36814.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 36816[13:MRR:55.0,36811.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 36817[13:MRR:36726.2,36816.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.77 36821[14:Spt:36813.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36822[14:MRR:196.0,36821.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36823[14:MRR:187.0,36821.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36825[14:MRR:36817.0,36822.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36826[14:MRR:73.0,36825.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36830[14:MRR:36815.0,36823.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36834[14:MRR:36826.0,36830.0] || -> . % 3.57/3.77 36835[14:Spt:36834.0,36813.0,36821.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36836[14:Spt:36834.0,36813.1] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36837[14:MRR:84.0,36836.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36838[14:MRR:36817.1,36837.0] || -> pigeon_4_in_hole_7*. % 3.57/3.77 36839[14:MRR:185.0,36838.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36841[14:MRR:36815.0,36839.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36844[14:MRR:75.0,75.1,36836.0,36841.0] || -> . % 3.57/3.77 36845[11:Spt:36844.0,36716.0,36717.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 36846[11:Spt:36844.0,36716.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 36847[11:MRR:62.0,36846.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.77 36848[11:MRR:48.0,36846.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 36849[11:MRR:57.0,36846.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 36852[11:MRR:60.0,36846.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 36853[11:MRR:36446.3,36852.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 36854[11:MRR:36443.3,36848.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 36855[11:MRR:36444.3,36847.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 36856[11:MRR:36445.3,36849.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 36857[12:Spt:36853.0] || -> pigeon_5_in_hole_7*. % 3.57/3.77 36858[12:MRR:186.0,36857.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36860[12:MRR:199.1,36857.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36861[12:MRR:195.0,36857.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36862[12:MRR:36854.0,36858.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 36863[12:MRR:36855.0,36860.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.77 36864[12:MRR:36856.0,36861.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 36865[13:Spt:36862.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36867[13:MRR:159.1,36865.0] || pigeon_6_in_hole_6* -> . % 3.57/3.77 36869[13:MRR:157.1,36865.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36870[13:MRR:36863.0,36867.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36871[13:MRR:84.0,36870.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36876[13:MRR:36864.0,36869.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36881[13:MRR:36871.0,36876.0] || -> . % 3.57/3.77 36882[13:Spt:36881.0,36862.0,36865.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36883[13:Spt:36881.0,36862.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36884[13:MRR:75.1,36883.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36885[13:MRR:36863.1,36884.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36888[13:MRR:168.0,36885.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36889[13:MRR:36864.0,36888.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36891[13:MRR:73.0,73.1,36889.0,36883.0] || -> . % 3.57/3.77 36894[12:Spt:36891.0,36853.0,36857.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36895[12:Spt:36891.0,36853.1,36853.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 36896[13:Spt:36895.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 36897[13:MRR:158.0,36896.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 36898[13:MRR:171.1,36896.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 36900[13:MRR:167.0,36896.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 36901[13:MRR:36854.1,36897.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.77 36902[13:MRR:36855.1,36898.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.77 36903[13:MRR:36856.1,36900.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.77 36904[14:Spt:36901.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36905[14:MRR:187.1,36904.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36906[14:MRR:185.1,36904.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36908[14:MRR:36902.0,36905.0] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36913[14:MRR:84.0,36908.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36914[14:MRR:36903.0,36906.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36919[14:MRR:36913.0,36914.0] || -> . % 3.57/3.77 36920[14:Spt:36919.0,36901.0,36904.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36921[14:Spt:36919.0,36901.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 36922[14:MRR:75.1,36921.0] || pigeon_6_in_hole_3* -> . % 3.57/3.77 36923[14:MRR:36902.1,36922.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36925[14:MRR:196.0,36923.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36926[14:MRR:36903.0,36925.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 36929[14:MRR:73.0,73.1,36926.0,36921.0] || -> . % 3.57/3.77 36931[13:Spt:36929.0,36895.0,36896.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 36932[13:Spt:36929.0,36895.1] || -> pigeon_5_in_hole_3*. % 3.57/3.77 36933[13:MRR:87.1,36932.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 36934[13:MRR:36855.2,36933.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.77 36935[13:MRR:83.0,36932.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 36936[13:MRR:36856.2,36935.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.77 36937[13:MRR:74.0,36932.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 36938[13:MRR:36854.2,36937.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.77 36941[14:Spt:36934.0] || -> pigeon_6_in_hole_7*. % 3.57/3.77 36942[14:MRR:187.0,36941.0] || pigeon_2_in_hole_7* -> . % 3.57/3.77 36943[14:MRR:196.0,36941.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36945[14:MRR:36938.0,36942.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 36946[14:MRR:157.1,36945.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 36949[14:MRR:36936.0,36943.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36952[14:MRR:36946.0,36949.0] || -> . % 3.57/3.77 36953[14:Spt:36952.0,36934.0,36941.0] || pigeon_6_in_hole_7* -> . % 3.57/3.77 36954[14:Spt:36952.0,36934.1] || -> pigeon_6_in_hole_6*. % 3.57/3.77 36955[14:MRR:159.0,36954.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 36956[14:MRR:36938.1,36955.0] || -> pigeon_2_in_hole_7*. % 3.57/3.77 36958[14:MRR:185.1,36956.0] || pigeon_4_in_hole_7* -> . % 3.57/3.77 36959[14:MRR:36936.0,36958.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 36961[14:MRR:168.0,168.1,36954.0,36959.0] || -> . % 3.57/3.77 36962[4:Spt:36961.0,34065.2,34072.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.77 36963[4:Spt:36961.0,34065.0,34065.1,34065.3,34065.4,34065.5] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.77 36964[5:Spt:36963.0] || -> pigeon_1_in_hole_7*. % 3.57/3.77 36965[5:MRR:181.1,36964.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.77 36966[5:MRR:177.1,36964.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.77 36967[5:MRR:179.1,36964.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.77 36968[5:MRR:180.1,36964.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.77 36969[5:MRR:182.1,36964.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.77 36970[5:MRR:178.1,36964.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.77 36971[5:MRR:34071.0,36965.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 36972[5:MRR:34066.0,36966.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 36973[5:MRR:34070.0,36967.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 36974[5:MRR:34069.0,36968.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 36975[5:MRR:34068.0,36969.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 36976[5:MRR:34067.0,36970.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 36977[6:Spt:36971.2] || -> pigeon_6_in_hole_3*. % 3.57/3.77 36978[6:MRR:87.0,36977.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 36979[6:MRR:75.0,36977.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 36980[6:MRR:84.0,36977.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 36983[6:MRR:90.1,36977.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 36984[6:MRR:80.0,36977.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 36985[6:MRR:36974.2,36978.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 36986[6:MRR:36972.2,36979.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 36987[6:MRR:36973.2,36980.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 36988[6:MRR:36975.2,36983.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 36989[6:MRR:36976.2,36984.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 36990[7:Spt:36985.2] || -> pigeon_5_in_hole_2*. % 3.57/3.77 36992[7:MRR:46.0,36990.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 36993[7:MRR:55.0,36990.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 36996[7:MRR:60.1,36990.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 36997[7:MRR:51.0,36990.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 36998[7:MRR:36986.2,36992.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 36999[7:MRR:36987.2,36993.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.77 37000[7:MRR:36988.2,36996.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 37001[7:MRR:36989.2,36997.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.77 37002[8:Spt:36998.2] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37003[8:MRR:17.1,37002.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 37004[8:MRR:16.1,37002.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 37009[8:MRR:20.1,37002.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 37010[8:MRR:36999.2,37003.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.77 37011[8:MRR:37001.2,37004.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.77 37012[8:MRR:37000.2,37009.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.77 37013[9:Spt:37010.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 37018[9:MRR:169.1,37013.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 37019[9:MRR:162.0,37013.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37020[9:MRR:37012.0,37018.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37021[9:MRR:109.0,37020.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37027[9:MRR:37011.0,37019.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 37033[9:MRR:37021.0,37027.0] || -> . % 3.57/3.77 37034[9:Spt:37033.0,37010.0,37013.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37035[9:Spt:37033.0,37010.1] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37036[9:MRR:113.1,37035.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37037[9:MRR:37012.1,37036.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 37042[9:MRR:165.0,37037.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37043[9:MRR:37011.0,37042.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 37045[9:MRR:106.0,106.1,37035.0,37043.0] || -> . % 3.57/3.77 37049[8:Spt:37045.0,36998.2,37002.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 37050[8:Spt:37045.0,36998.0,36998.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.77 37051[9:Spt:37050.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 37052[9:MRR:157.1,37051.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 37053[9:MRR:160.1,37051.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 37057[9:MRR:156.1,37051.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 37058[9:MRR:36999.0,37052.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.77 37059[9:MRR:37000.0,37053.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 37060[9:MRR:37001.0,37057.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.77 37061[10:Spt:37058.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37062[10:MRR:113.1,37061.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37063[10:MRR:106.0,37061.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37068[10:MRR:37059.0,37062.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37070[10:MRR:25.0,37068.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37075[10:MRR:37060.0,37063.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37081[10:MRR:37070.0,37075.0] || -> . % 3.57/3.77 37082[10:Spt:37081.0,37058.0,37061.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37083[10:Spt:37081.0,37058.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37084[10:MRR:29.1,37083.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37085[10:MRR:37059.1,37084.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37090[10:MRR:109.0,37085.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37091[10:MRR:37060.0,37090.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37096[10:MRR:22.0,22.1,37083.0,37091.0] || -> . % 3.57/3.77 37097[9:Spt:37096.0,37050.0,37051.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 37098[9:Spt:37096.0,37050.1] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37099[9:MRR:101.1,37098.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37100[9:MRR:36999.1,37099.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 37101[9:MRR:104.1,37098.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37102[9:MRR:37000.1,37101.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 37103[9:MRR:100.1,37098.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37104[9:MRR:37001.1,37103.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.77 37108[10:Spt:37100.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 37109[10:MRR:162.0,37108.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37110[10:MRR:169.1,37108.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 37114[10:MRR:37104.0,37109.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37115[10:MRR:25.1,37114.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37121[10:MRR:37102.0,37110.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37127[10:MRR:37115.0,37121.0] || -> . % 3.57/3.77 37128[10:Spt:37127.0,37100.0,37108.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37129[10:Spt:37127.0,37100.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37130[10:MRR:22.0,37129.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37131[10:MRR:37104.1,37130.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 37132[10:MRR:165.1,37131.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 37136[10:MRR:37102.0,37132.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37141[10:MRR:29.0,29.1,37136.0,37129.0] || -> . % 3.57/3.77 37142[7:Spt:37141.0,36985.2,36990.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 37143[7:Spt:37141.0,36985.0,36985.1,36985.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 37144[8:Spt:37143.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 37145[8:MRR:167.0,37144.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 37146[8:MRR:163.0,37144.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 37147[8:MRR:172.1,37144.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 37150[8:MRR:158.0,37144.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 37151[8:MRR:36987.0,37145.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37152[8:MRR:36989.0,37146.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 37153[8:MRR:36988.0,37147.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37154[8:MRR:36986.0,37150.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37155[9:Spt:37151.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37156[9:MRR:101.0,37155.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37160[9:MRR:106.0,37155.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 37161[9:MRR:113.1,37155.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37162[9:MRR:37154.0,37156.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37163[9:MRR:37152.0,37160.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 37164[9:MRR:37153.0,37161.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37165[10:Spt:37162.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37167[10:MRR:48.1,37165.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 37171[10:MRR:44.1,37165.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37172[10:MRR:37164.0,37167.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37173[10:MRR:25.0,37172.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37180[10:MRR:37163.0,37171.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37187[10:MRR:37173.0,37180.0] || -> . % 3.57/3.77 37188[10:Spt:37187.0,37162.0,37165.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37189[10:Spt:37187.0,37162.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37190[10:MRR:20.1,37189.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37191[10:MRR:37164.1,37190.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37196[10:MRR:53.0,37191.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37197[10:MRR:37163.0,37196.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37198[10:MRR:16.0,16.1,37197.0,37189.0] || -> . % 3.57/3.77 37204[9:Spt:37198.0,37151.0,37155.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37205[9:Spt:37198.0,37151.1,37151.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37206[10:Spt:37205.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37207[10:MRR:45.0,37206.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 37208[10:MRR:57.1,37206.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 37212[10:MRR:50.0,37206.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 37213[10:MRR:37154.1,37207.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 37214[10:MRR:37153.1,37208.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 37215[10:MRR:37152.1,37212.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.77 37216[11:Spt:37213.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37217[11:MRR:104.1,37216.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37218[11:MRR:100.1,37216.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37222[11:MRR:37214.0,37217.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37229[11:MRR:25.0,37222.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37230[11:MRR:37215.0,37218.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37237[11:MRR:37229.0,37230.0] || -> . % 3.57/3.77 37238[11:Spt:37237.0,37213.0,37216.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37239[11:Spt:37237.0,37213.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37240[11:MRR:20.1,37239.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37241[11:MRR:37214.1,37240.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37245[11:MRR:109.0,37241.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37246[11:MRR:37215.0,37245.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37252[11:MRR:16.0,16.1,37246.0,37239.0] || -> . % 3.57/3.77 37253[10:Spt:37252.0,37205.0,37206.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 37254[10:Spt:37252.0,37205.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37255[10:MRR:29.1,37254.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 37256[10:MRR:37153.2,37255.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.77 37257[10:MRR:22.0,37254.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37258[10:MRR:37152.2,37257.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.77 37259[10:MRR:17.0,37254.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 37260[10:MRR:37154.2,37259.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.77 37265[11:Spt:37256.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37266[11:MRR:104.0,37265.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37267[11:MRR:109.0,37265.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37271[11:MRR:37260.0,37266.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37272[11:MRR:44.1,37271.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37277[11:MRR:37258.0,37267.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37282[11:MRR:37272.0,37277.0] || -> . % 3.57/3.77 37283[11:Spt:37282.0,37256.0,37265.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37284[11:Spt:37282.0,37256.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37285[11:MRR:48.0,37284.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37286[11:MRR:37260.1,37285.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37290[11:MRR:100.1,37286.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37291[11:MRR:37258.0,37290.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37295[11:MRR:53.0,53.1,37284.0,37291.0] || -> . % 3.57/3.77 37296[8:Spt:37295.0,37143.0,37144.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 37297[8:Spt:37295.0,37143.1,37143.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 37298[9:Spt:37297.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 37299[9:MRR:116.1,37298.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37300[9:MRR:102.0,37298.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37301[9:MRR:107.0,37298.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 37304[9:MRR:111.0,37298.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37305[9:MRR:36988.1,37299.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37306[9:MRR:36986.1,37300.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37307[9:MRR:36989.1,37301.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 37308[9:MRR:36987.1,37304.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37309[10:Spt:37305.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 37310[10:MRR:169.0,37309.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 37311[10:MRR:165.0,37309.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 37314[10:MRR:160.0,37309.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 37315[10:MRR:37308.0,37310.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37316[10:MRR:37307.0,37311.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 37317[10:MRR:37306.0,37314.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37318[11:Spt:37315.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37319[11:MRR:50.0,37318.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37324[11:MRR:45.0,37318.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37325[11:MRR:37316.0,37319.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37332[11:MRR:16.0,37325.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 37333[11:MRR:37317.0,37324.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37340[11:MRR:37332.0,37333.0] || -> . % 3.57/3.77 37341[11:Spt:37340.0,37315.0,37318.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37342[11:Spt:37340.0,37315.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37343[11:MRR:22.0,37342.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37344[11:MRR:37316.1,37343.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37345[11:MRR:44.0,37344.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37350[11:MRR:37317.0,37345.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37355[11:MRR:17.0,17.1,37342.0,37350.0] || -> . % 3.57/3.77 37357[10:Spt:37355.0,37305.0,37309.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 37358[10:Spt:37355.0,37305.1,37305.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37359[11:Spt:37358.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37360[11:MRR:57.0,37359.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 37361[11:MRR:53.0,37359.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 37365[11:MRR:48.0,37359.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 37366[11:MRR:37308.1,37360.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 37367[11:MRR:37307.1,37361.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.77 37368[11:MRR:37306.1,37365.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 37369[12:Spt:37366.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 37372[12:MRR:162.0,37369.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37373[12:MRR:157.0,37369.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37374[12:MRR:37367.0,37372.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 37376[12:MRR:16.0,37374.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 37382[12:MRR:37368.0,37373.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37389[12:MRR:37376.0,37382.0] || -> . % 3.57/3.77 37390[12:Spt:37389.0,37366.0,37369.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37391[12:Spt:37389.0,37366.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37392[12:MRR:22.0,37391.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 37393[12:MRR:37367.1,37392.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 37396[12:MRR:156.0,37393.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37397[12:MRR:37368.0,37396.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37399[12:MRR:17.0,17.1,37391.0,37397.0] || -> . % 3.57/3.77 37404[11:Spt:37399.0,37358.0,37359.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 37405[11:Spt:37399.0,37358.1] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37406[11:MRR:25.0,37405.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 37407[11:MRR:37307.2,37406.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.77 37408[11:MRR:20.0,37405.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 37409[11:MRR:37306.2,37408.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 37410[11:MRR:29.0,37405.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 37411[11:MRR:37308.2,37410.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 37416[12:Spt:37407.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 37417[12:MRR:162.1,37416.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37418[12:MRR:156.0,37416.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37421[12:MRR:37411.0,37417.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37422[12:MRR:45.0,37421.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37427[12:MRR:37409.0,37418.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37432[12:MRR:37422.0,37427.0] || -> . % 3.57/3.77 37433[12:Spt:37432.0,37407.0,37416.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37434[12:Spt:37432.0,37407.1] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37435[12:MRR:50.1,37434.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37436[12:MRR:37411.1,37435.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 37437[12:MRR:157.0,37436.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37440[12:MRR:37409.0,37437.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37444[12:MRR:44.0,44.1,37434.0,37440.0] || -> . % 3.57/3.77 37445[9:Spt:37444.0,37297.0,37298.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 37446[9:Spt:37444.0,37297.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37447[9:MRR:23.0,37446.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 37448[9:MRR:18.0,37446.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 37449[9:MRR:27.0,37446.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 37453[9:MRR:32.1,37446.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 37454[9:MRR:36988.3,37453.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.77 37455[9:MRR:36986.3,37448.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.77 37456[9:MRR:36989.3,37447.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.77 37457[9:MRR:36987.3,37449.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.77 37458[10:Spt:37454.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 37459[10:MRR:160.0,37458.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 37462[10:MRR:165.0,37458.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 37463[10:MRR:169.0,37458.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 37464[10:MRR:37455.0,37459.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.77 37465[10:MRR:37456.0,37462.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.77 37466[10:MRR:37457.0,37463.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.77 37467[11:Spt:37464.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37469[11:MRR:100.1,37467.0] || pigeon_3_in_hole_4* -> . % 3.57/3.77 37472[11:MRR:101.1,37467.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37473[11:MRR:37465.0,37469.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37474[11:MRR:50.1,37473.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37480[11:MRR:37466.0,37472.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37486[11:MRR:37474.0,37480.0] || -> . % 3.57/3.77 37487[11:Spt:37486.0,37464.0,37467.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37488[11:Spt:37486.0,37464.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37489[11:MRR:44.1,37488.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37490[11:MRR:37465.1,37489.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 37494[11:MRR:106.1,37490.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37495[11:MRR:37466.0,37494.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37497[11:MRR:45.0,45.1,37495.0,37488.0] || -> . % 3.57/3.77 37501[10:Spt:37497.0,37454.0,37458.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 37502[10:Spt:37497.0,37454.1,37454.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.77 37503[11:Spt:37502.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37504[11:MRR:104.0,37503.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37505[11:MRR:109.0,37503.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 37508[11:MRR:113.0,37503.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37509[11:MRR:37455.1,37504.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 37510[11:MRR:37456.1,37505.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.77 37511[11:MRR:37457.1,37508.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 37512[12:Spt:37509.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 37513[12:MRR:156.1,37512.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37514[12:MRR:157.1,37512.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37517[12:MRR:37510.0,37513.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37523[12:MRR:50.1,37517.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37524[12:MRR:37511.0,37514.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37530[12:MRR:37523.0,37524.0] || -> . % 3.57/3.77 37531[12:Spt:37530.0,37509.0,37512.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37532[12:Spt:37530.0,37509.1] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37533[12:MRR:44.1,37532.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 37534[12:MRR:37510.1,37533.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 37537[12:MRR:162.1,37534.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37538[12:MRR:37511.0,37537.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37542[12:MRR:45.0,45.1,37538.0,37532.0] || -> . % 3.57/3.77 37544[11:Spt:37542.0,37502.0,37503.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37545[11:Spt:37542.0,37502.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37546[11:MRR:53.0,37545.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 37547[11:MRR:37456.2,37546.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.77 37548[11:MRR:57.0,37545.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37549[11:MRR:37457.2,37548.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.77 37550[11:MRR:48.0,37545.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37551[11:MRR:37455.2,37550.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.77 37555[12:Spt:37547.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 37556[12:MRR:156.0,37555.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 37557[12:MRR:162.1,37555.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37560[12:MRR:37551.0,37556.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37561[12:MRR:101.1,37560.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37565[12:MRR:37549.0,37557.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37569[12:MRR:37561.0,37565.0] || -> . % 3.57/3.77 37570[12:Spt:37569.0,37547.0,37555.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 37571[12:Spt:37569.0,37547.1] || -> pigeon_3_in_hole_4*. % 3.57/3.77 37572[12:MRR:100.0,37571.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37573[12:MRR:37551.1,37572.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 37576[12:MRR:157.1,37573.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 37577[12:MRR:37549.0,37576.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37580[12:MRR:106.0,106.1,37577.0,37571.0] || -> . % 3.57/3.77 37581[6:Spt:37580.0,36971.2,36977.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.77 37582[6:Spt:37580.0,36971.0,36971.1,36971.3,36971.4] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 37583[7:Spt:37582.0] || -> pigeon_6_in_hole_6*. % 3.57/3.77 37584[7:MRR:164.0,37583.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 37585[7:MRR:159.0,37583.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 37586[7:MRR:168.0,37583.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 37588[7:MRR:174.1,37583.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 37589[7:MRR:171.0,37583.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 37590[7:MRR:36976.0,37584.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 37591[7:MRR:36972.0,37585.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37592[7:MRR:36973.0,37586.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37593[7:MRR:36975.0,37588.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37594[7:MRR:36974.0,37589.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 37595[8:Spt:37590.2] || -> pigeon_3_in_hole_2*. % 3.57/3.77 37596[8:MRR:53.1,37595.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 37597[8:MRR:44.0,37595.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 37598[8:MRR:50.1,37595.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 37602[8:MRR:51.1,37595.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 37603[8:MRR:37593.2,37596.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 37604[8:MRR:37591.2,37597.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 37605[8:MRR:37592.2,37598.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 37606[8:MRR:37594.2,37602.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 37607[9:Spt:37603.2] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37609[9:MRR:20.0,37607.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 37610[9:MRR:29.0,37607.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 37614[9:MRR:32.0,37607.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 37615[9:MRR:37604.2,37609.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.77 37616[9:MRR:37605.2,37610.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.77 37617[9:MRR:37606.2,37614.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.77 37618[10:Spt:37615.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37622[10:MRR:101.1,37618.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37624[10:MRR:102.1,37618.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 37625[10:MRR:37616.0,37622.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 37626[10:MRR:83.1,37625.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37632[10:MRR:37617.0,37624.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 37638[10:MRR:37626.0,37632.0] || -> . % 3.57/3.77 37639[10:Spt:37638.0,37615.0,37618.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37640[10:Spt:37638.0,37615.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 37641[10:MRR:73.1,37640.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 37642[10:MRR:37616.1,37641.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37647[10:MRR:111.1,37642.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 37648[10:MRR:37617.0,37647.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 37653[10:MRR:74.0,74.1,37648.0,37640.0] || -> . % 3.57/3.77 37654[9:Spt:37653.0,37603.2,37607.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 37655[9:Spt:37653.0,37603.0,37603.1] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.77 37656[10:Spt:37655.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 37657[10:MRR:104.0,37656.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37658[10:MRR:113.0,37656.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37662[10:MRR:116.0,37656.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 37663[10:MRR:37604.0,37657.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 37664[10:MRR:37605.0,37658.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 37665[10:MRR:37606.0,37662.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 37666[11:Spt:37663.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 37667[11:MRR:73.1,37666.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 37668[11:MRR:74.1,37666.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37673[11:MRR:37664.0,37667.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37676[11:MRR:27.1,37673.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37680[11:MRR:37665.0,37668.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37686[11:MRR:37676.0,37680.0] || -> . % 3.57/3.77 37687[11:Spt:37686.0,37663.0,37666.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 37688[11:Spt:37686.0,37663.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37689[11:MRR:17.1,37688.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 37690[11:MRR:37664.1,37689.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 37695[11:MRR:83.1,37690.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37696[11:MRR:37665.0,37695.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37700[11:MRR:18.0,18.1,37696.0,37688.0] || -> . % 3.57/3.77 37702[10:Spt:37700.0,37655.0,37656.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37703[10:Spt:37700.0,37655.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 37704[10:MRR:76.0,37703.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 37705[10:MRR:37604.1,37704.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 37706[10:MRR:85.0,37703.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 37707[10:MRR:37605.1,37706.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.77 37708[10:MRR:88.0,37703.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37709[10:MRR:37606.1,37708.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 37713[11:Spt:37705.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37714[11:MRR:102.1,37713.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 37715[11:MRR:101.1,37713.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37719[11:MRR:37709.0,37714.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37720[11:MRR:27.0,37719.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 37726[11:MRR:37707.0,37715.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37732[11:MRR:37720.0,37726.0] || -> . % 3.57/3.77 37733[11:Spt:37732.0,37705.0,37713.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37734[11:Spt:37732.0,37705.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37735[11:MRR:18.1,37734.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37736[11:MRR:37709.1,37735.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 37737[11:MRR:111.0,37736.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 37741[11:MRR:37707.0,37737.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37746[11:MRR:17.0,17.1,37741.0,37734.0] || -> . % 3.57/3.77 37747[8:Spt:37746.0,37590.2,37595.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 37748[8:Spt:37746.0,37590.0,37590.1,37590.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 37749[9:Spt:37748.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 37750[9:MRR:100.0,37749.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37751[9:MRR:107.1,37749.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 37752[9:MRR:106.1,37749.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37755[9:MRR:109.1,37749.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37756[9:MRR:37591.0,37750.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37757[9:MRR:37594.0,37751.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 37758[9:MRR:37592.0,37752.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37759[9:MRR:37593.0,37755.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37760[10:Spt:37756.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 37761[10:MRR:76.1,37760.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 37765[10:MRR:74.1,37760.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 37766[10:MRR:73.1,37760.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 37767[10:MRR:37759.0,37761.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37768[10:MRR:37757.0,37765.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 37769[10:MRR:37758.0,37766.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37770[11:Spt:37767.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37771[11:MRR:57.0,37770.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 37776[11:MRR:60.0,37770.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 37777[11:MRR:37769.0,37771.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37778[11:MRR:27.1,37777.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37785[11:MRR:37768.0,37776.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37792[11:MRR:37778.0,37785.0] || -> . % 3.57/3.77 37793[11:Spt:37792.0,37767.0,37770.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 37794[11:Spt:37792.0,37767.1] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37795[11:MRR:29.0,37794.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 37796[11:MRR:37769.1,37795.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37801[11:MRR:55.1,37796.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 37802[11:MRR:37768.0,37801.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37803[11:MRR:32.0,32.1,37794.0,37802.0] || -> . % 3.57/3.77 37809[10:Spt:37803.0,37756.0,37760.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 37810[10:Spt:37803.0,37756.1,37756.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37811[11:Spt:37810.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37812[11:MRR:48.1,37811.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 37813[11:MRR:45.1,37811.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 37817[11:MRR:46.1,37811.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 37818[11:MRR:37759.1,37812.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 37819[11:MRR:37758.1,37813.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 37820[11:MRR:37757.1,37817.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 37821[12:Spt:37818.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 37822[12:MRR:85.0,37821.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 37823[12:MRR:88.0,37821.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37827[12:MRR:37819.0,37822.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 37834[12:MRR:27.1,37827.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37835[12:MRR:37820.0,37823.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37842[12:MRR:37834.0,37835.0] || -> . % 3.57/3.77 37843[12:Spt:37842.0,37818.0,37821.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 37844[12:Spt:37842.0,37818.1] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37845[12:MRR:29.0,37844.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 37846[12:MRR:37819.1,37845.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 37850[12:MRR:83.1,37846.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37851[12:MRR:37820.0,37850.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37857[12:MRR:32.0,32.1,37844.0,37851.0] || -> . % 3.57/3.77 37858[11:Spt:37857.0,37810.0,37811.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 37859[11:Spt:37857.0,37810.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37860[11:MRR:17.1,37859.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 37861[11:MRR:37758.2,37860.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 37862[11:MRR:18.1,37859.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37863[11:MRR:37757.2,37862.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 37864[11:MRR:20.1,37859.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37865[11:MRR:37759.2,37864.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 37870[12:Spt:37861.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 37871[12:MRR:85.1,37870.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 37872[12:MRR:83.1,37870.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37876[12:MRR:37865.0,37871.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 37877[12:MRR:60.0,37876.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 37882[12:MRR:37863.0,37872.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 37887[12:MRR:37877.0,37882.0] || -> . % 3.57/3.77 37888[12:Spt:37887.0,37861.0,37870.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 37889[12:Spt:37887.0,37861.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37890[12:MRR:57.1,37889.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 37891[12:MRR:37865.1,37890.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 37895[12:MRR:88.0,37891.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 37896[12:MRR:37863.0,37895.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 37900[12:MRR:55.0,55.1,37896.0,37889.0] || -> . % 3.57/3.77 37901[9:Spt:37900.0,37748.0,37749.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 37902[9:Spt:37900.0,37748.1,37748.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 37903[10:Spt:37902.0] || -> pigeon_3_in_hole_3*. % 3.57/3.77 37904[10:MRR:78.1,37903.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 37905[10:MRR:81.1,37903.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 37906[10:MRR:79.1,37903.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 37909[10:MRR:72.0,37903.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 37910[10:MRR:37592.1,37904.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37911[10:MRR:37593.1,37905.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37912[10:MRR:37594.1,37906.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 37913[10:MRR:37591.1,37909.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37914[11:Spt:37910.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 37915[11:MRR:101.0,37914.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 37916[11:MRR:111.1,37914.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 37919[11:MRR:113.1,37914.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 37920[11:MRR:37913.0,37915.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 37921[11:MRR:37912.0,37916.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 37922[11:MRR:37911.0,37919.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 37923[12:Spt:37920.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 37924[12:MRR:46.1,37923.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 37929[12:MRR:48.1,37923.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 37930[12:MRR:37921.0,37924.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37937[12:MRR:32.1,37930.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37938[12:MRR:37922.0,37929.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37945[12:MRR:37937.0,37938.0] || -> . % 3.57/3.77 37946[12:Spt:37945.0,37920.0,37923.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 37947[12:Spt:37945.0,37920.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37948[12:MRR:18.1,37947.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37949[12:MRR:37921.1,37948.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 37950[12:MRR:60.1,37949.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 37955[12:MRR:37922.0,37950.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37960[12:MRR:20.0,20.1,37955.0,37947.0] || -> . % 3.57/3.77 37962[11:Spt:37960.0,37910.0,37914.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 37963[11:Spt:37960.0,37910.1,37910.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 37964[12:Spt:37963.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 37965[12:MRR:45.0,37964.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 37966[12:MRR:55.1,37964.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 37970[12:MRR:57.1,37964.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 37971[12:MRR:37913.1,37965.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 37972[12:MRR:37912.1,37966.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 37973[12:MRR:37911.1,37970.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 37974[13:Spt:37971.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 37977[13:MRR:102.1,37974.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 37978[13:MRR:104.1,37974.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 37979[13:MRR:37972.0,37977.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 37981[13:MRR:32.1,37979.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 37987[13:MRR:37973.0,37978.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 37994[13:MRR:37981.0,37987.0] || -> . % 3.57/3.77 37995[13:Spt:37994.0,37971.0,37974.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 37996[13:Spt:37994.0,37971.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 37997[13:MRR:18.1,37996.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 37998[13:MRR:37972.1,37997.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38001[13:MRR:116.1,37998.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38002[13:MRR:37973.0,38001.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38004[13:MRR:20.0,20.1,38002.0,37996.0] || -> . % 3.57/3.77 38009[12:Spt:38004.0,37963.0,37964.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 38010[12:Spt:38004.0,37963.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38011[12:MRR:27.1,38010.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 38012[12:MRR:37912.2,38011.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.77 38013[12:MRR:29.1,38010.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38014[12:MRR:37911.2,38013.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.77 38015[12:MRR:17.0,38010.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 38016[12:MRR:37913.2,38015.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.77 38021[13:Spt:38012.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38022[13:MRR:102.0,38021.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38023[13:MRR:116.1,38021.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38026[13:MRR:38016.0,38022.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38027[13:MRR:48.1,38026.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 38032[13:MRR:38014.0,38023.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38037[13:MRR:38027.0,38032.0] || -> . % 3.57/3.77 38038[13:Spt:38037.0,38012.0,38021.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 38039[13:Spt:38037.0,38012.1] || -> pigeon_5_in_hole_2*. % 3.57/3.77 38040[13:MRR:46.0,38039.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38041[13:MRR:38016.1,38040.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 38042[13:MRR:104.1,38041.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38045[13:MRR:38014.0,38042.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38049[13:MRR:60.0,60.1,38045.0,38039.0] || -> . % 3.57/3.77 38050[10:Spt:38049.0,37902.0,37903.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 38051[10:Spt:38049.0,37902.1] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38052[10:MRR:23.1,38051.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 38053[10:MRR:25.1,38051.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 38054[10:MRR:16.0,38051.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 38058[10:MRR:22.1,38051.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 38059[10:MRR:37592.3,38058.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 38060[10:MRR:37593.3,38053.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 38061[10:MRR:37594.3,38052.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 38062[10:MRR:37591.3,38054.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 38063[11:Spt:38059.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 38064[11:MRR:113.1,38063.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 38067[11:MRR:111.1,38063.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 38068[11:MRR:101.0,38063.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 38069[11:MRR:38060.0,38064.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 38070[11:MRR:38061.0,38067.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.77 38071[11:MRR:38062.0,38068.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 38072[12:Spt:38069.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38074[12:MRR:88.0,38072.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 38077[12:MRR:76.0,38072.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38078[12:MRR:38070.0,38074.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 38079[12:MRR:46.0,38078.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38085[12:MRR:38071.0,38077.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38091[12:MRR:38079.0,38085.0] || -> . % 3.57/3.77 38092[12:Spt:38091.0,38069.0,38072.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38093[12:Spt:38091.0,38069.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38094[12:MRR:60.0,38093.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 38095[12:MRR:38070.1,38094.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 38099[12:MRR:74.0,38095.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38100[12:MRR:38071.0,38099.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38102[12:MRR:48.0,48.1,38093.0,38100.0] || -> . % 3.57/3.77 38106[11:Spt:38102.0,38059.0,38063.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 38107[11:Spt:38102.0,38059.1,38059.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 38108[12:Spt:38107.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38109[12:MRR:85.1,38108.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38110[12:MRR:83.1,38108.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 38113[12:MRR:73.0,38108.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38114[12:MRR:38060.1,38109.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.77 38115[12:MRR:38061.1,38110.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.77 38116[12:MRR:38062.1,38113.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.77 38117[13:Spt:38114.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 38118[13:MRR:116.0,38117.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 38119[13:MRR:104.0,38117.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38122[13:MRR:38115.0,38118.0] || -> pigeon_5_in_hole_2*. % 3.57/3.77 38128[13:MRR:46.0,38122.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38129[13:MRR:38116.0,38119.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38135[13:MRR:38128.0,38129.0] || -> . % 3.57/3.77 38136[13:Spt:38135.0,38114.0,38117.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38137[13:Spt:38135.0,38114.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38138[13:MRR:60.0,38137.0] || pigeon_5_in_hole_2* -> . % 3.57/3.77 38139[13:MRR:38115.1,38138.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38142[13:MRR:102.0,38139.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38143[13:MRR:38116.0,38142.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38147[13:MRR:48.0,48.1,38137.0,38143.0] || -> . % 3.57/3.77 38149[12:Spt:38147.0,38107.0,38108.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38150[12:Spt:38147.0,38107.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38151[12:MRR:55.1,38150.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 38152[12:MRR:38061.2,38151.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.77 38153[12:MRR:45.0,38150.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38154[12:MRR:38062.2,38153.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.77 38155[12:MRR:57.1,38150.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 38156[12:MRR:38060.2,38155.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.77 38160[13:Spt:38152.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38161[13:MRR:116.1,38160.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38162[13:MRR:102.0,38160.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38165[13:MRR:38156.0,38161.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38166[13:MRR:76.0,38165.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38170[13:MRR:38154.0,38162.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38174[13:MRR:38166.0,38170.0] || -> . % 3.57/3.77 38175[13:Spt:38174.0,38152.0,38160.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 38176[13:Spt:38174.0,38152.1] || -> pigeon_5_in_hole_3*. % 3.57/3.77 38177[13:MRR:88.1,38176.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38178[13:MRR:38156.1,38177.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 38181[13:MRR:104.0,38178.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38182[13:MRR:38154.0,38181.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38185[13:MRR:74.0,74.1,38176.0,38182.0] || -> . % 3.57/3.77 38186[7:Spt:38185.0,37582.0,37583.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.77 38187[7:Spt:38185.0,37582.1,37582.2,37582.3] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 38188[8:Spt:38187.0] || -> pigeon_6_in_hole_4*. % 3.57/3.77 38189[8:MRR:115.0,38188.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 38190[8:MRR:118.1,38188.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 38191[8:MRR:103.0,38188.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 38193[8:MRR:112.0,38188.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 38194[8:MRR:108.0,38188.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 38195[8:MRR:36974.1,38189.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.77 38196[8:MRR:36975.1,38190.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 38197[8:MRR:36972.1,38191.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 38198[8:MRR:36973.1,38193.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 38199[8:MRR:36976.1,38194.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 38200[9:Spt:38195.2] || -> pigeon_5_in_hole_2*. % 3.57/3.77 38201[9:MRR:55.0,38200.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 38202[9:MRR:60.1,38200.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 38203[9:MRR:46.0,38200.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 38207[9:MRR:51.0,38200.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 38208[9:MRR:38198.2,38201.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 38209[9:MRR:38196.2,38202.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38210[9:MRR:38197.2,38203.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 38211[9:MRR:38199.2,38207.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 38212[10:Spt:38208.2] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38214[10:MRR:29.1,38212.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 38215[10:MRR:17.0,38212.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 38219[10:MRR:22.0,38212.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 38220[10:MRR:38209.2,38214.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.77 38221[10:MRR:38210.2,38215.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 38222[10:MRR:38211.2,38219.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.77 38223[11:Spt:38220.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38227[11:MRR:76.0,38223.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38229[11:MRR:81.0,38223.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38230[11:MRR:38221.1,38227.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38231[11:MRR:156.1,38230.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38236[11:MRR:38222.1,38229.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38241[11:MRR:38231.0,38236.0] || -> . % 3.57/3.77 38242[11:Spt:38241.0,38220.1,38223.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38243[11:Spt:38241.0,38220.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 38244[11:MRR:160.0,38243.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38245[11:MRR:38221.0,38244.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38250[11:MRR:72.1,38245.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38251[11:MRR:38222.1,38250.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38253[11:MRR:165.0,165.1,38243.0,38251.0] || -> . % 3.57/3.77 38256[10:Spt:38253.0,38208.2,38212.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 38257[10:Spt:38253.0,38208.0,38208.1] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 38258[11:Spt:38257.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 38259[11:MRR:157.0,38258.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38260[11:MRR:162.0,38258.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 38262[11:MRR:169.1,38258.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38264[11:MRR:38210.0,38259.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 38265[11:MRR:38211.0,38260.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 38266[11:MRR:38209.0,38262.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38267[12:Spt:38264.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38268[12:MRR:76.1,38267.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38269[12:MRR:72.1,38267.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38274[12:MRR:38266.0,38268.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38276[12:MRR:25.0,38274.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38281[12:MRR:38265.0,38269.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38287[12:MRR:38276.0,38281.0] || -> . % 3.57/3.77 38288[12:Spt:38287.0,38264.0,38267.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38289[12:Spt:38287.0,38264.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 38290[12:MRR:20.1,38289.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38291[12:MRR:38266.1,38290.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38292[12:MRR:81.0,38291.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38297[12:MRR:38265.0,38292.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38301[12:MRR:16.0,16.1,38297.0,38289.0] || -> . % 3.57/3.77 38303[11:Spt:38301.0,38257.0,38258.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38304[11:Spt:38301.0,38257.1] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38305[11:MRR:73.0,38304.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38306[11:MRR:38210.1,38305.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 38307[11:MRR:85.1,38304.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38308[11:MRR:38209.1,38307.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 38309[11:MRR:78.0,38304.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38310[11:MRR:38211.1,38309.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.77 38314[12:Spt:38306.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38315[12:MRR:160.1,38314.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 38318[12:MRR:156.1,38314.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38319[12:MRR:38308.0,38315.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38324[12:MRR:25.0,38319.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38326[12:MRR:38310.0,38318.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38332[12:MRR:38324.0,38326.0] || -> . % 3.57/3.77 38333[12:Spt:38332.0,38306.0,38314.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38334[12:Spt:38332.0,38306.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 38335[12:MRR:20.1,38334.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38336[12:MRR:38308.1,38335.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 38337[12:MRR:165.0,38336.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38340[12:MRR:38310.0,38337.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38342[12:MRR:16.0,16.1,38340.0,38334.0] || -> . % 3.57/3.77 38346[9:Spt:38342.0,38195.2,38200.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 38347[9:Spt:38342.0,38195.0,38195.1,38195.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 38348[10:Spt:38347.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 38349[10:MRR:158.0,38348.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38350[10:MRR:172.1,38348.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38351[10:MRR:163.0,38348.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 38353[10:MRR:167.0,38348.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38354[10:MRR:38197.0,38349.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 38355[10:MRR:38196.0,38350.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 38356[10:MRR:38199.0,38351.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 38357[10:MRR:38198.0,38353.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 38358[11:Spt:38354.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38359[11:MRR:73.1,38358.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38363[11:MRR:72.1,38358.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 38364[11:MRR:76.1,38358.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38365[11:MRR:38357.0,38359.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 38366[11:MRR:38356.0,38363.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 38367[11:MRR:38355.0,38364.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 38368[12:Spt:38365.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38370[12:MRR:57.1,38368.0] || pigeon_7_in_hole_2* -> . % 3.57/3.77 38374[12:MRR:50.0,38368.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38375[12:MRR:38367.0,38370.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38378[12:MRR:25.0,38375.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38383[12:MRR:38366.0,38374.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38390[12:MRR:38378.0,38383.0] || -> . % 3.57/3.77 38391[12:Spt:38390.0,38365.0,38368.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38392[12:Spt:38390.0,38365.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38393[12:MRR:29.1,38392.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38394[12:MRR:38367.1,38393.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38399[12:MRR:53.0,38394.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38400[12:MRR:38366.0,38399.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38401[12:MRR:22.0,22.1,38392.0,38400.0] || -> . % 3.57/3.77 38407[11:Spt:38401.0,38354.0,38358.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38408[11:Spt:38401.0,38354.1,38354.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 38409[12:Spt:38408.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38410[12:MRR:45.1,38409.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 38411[12:MRR:48.1,38409.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 38415[12:MRR:44.1,38409.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 38416[12:MRR:38357.1,38410.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 38417[12:MRR:38355.1,38411.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38418[12:MRR:38356.1,38415.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 38419[13:Spt:38416.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38420[13:MRR:85.1,38419.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38421[13:MRR:78.0,38419.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38425[13:MRR:38417.0,38420.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38430[13:MRR:25.0,38425.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38433[13:MRR:38418.0,38421.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38440[13:MRR:38430.0,38433.0] || -> . % 3.57/3.77 38441[13:Spt:38440.0,38416.0,38419.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38442[13:Spt:38440.0,38416.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38443[13:MRR:29.1,38442.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38444[13:MRR:38417.1,38443.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38448[13:MRR:81.0,38444.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38449[13:MRR:38418.0,38448.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38455[13:MRR:22.0,22.1,38442.0,38449.0] || -> . % 3.57/3.77 38456[12:Spt:38455.0,38408.0,38409.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 38457[12:Spt:38455.0,38408.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 38458[12:MRR:20.1,38457.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 38459[12:MRR:38355.2,38458.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 38460[12:MRR:16.1,38457.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38461[12:MRR:38356.2,38460.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.77 38462[12:MRR:17.1,38457.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 38463[12:MRR:38357.2,38462.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 38468[13:Spt:38459.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38469[13:MRR:85.0,38468.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38470[13:MRR:81.0,38468.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38474[13:MRR:38463.0,38469.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38475[13:MRR:50.0,38474.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38480[13:MRR:38461.0,38470.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38485[13:MRR:38475.0,38480.0] || -> . % 3.57/3.77 38486[13:Spt:38485.0,38459.0,38468.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38487[13:Spt:38485.0,38459.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38488[13:MRR:57.0,38487.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38489[13:MRR:38463.1,38488.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38493[13:MRR:78.0,38489.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38494[13:MRR:38461.0,38493.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38498[13:MRR:53.0,53.1,38487.0,38494.0] || -> . % 3.57/3.77 38499[10:Spt:38498.0,38347.0,38348.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 38500[10:Spt:38498.0,38347.1,38347.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 38501[11:Spt:38500.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 38502[11:MRR:88.1,38501.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38503[11:MRR:83.0,38501.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38504[11:MRR:79.0,38501.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 38507[11:MRR:74.0,38501.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38508[11:MRR:38196.1,38502.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 38509[11:MRR:38198.1,38503.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 38510[11:MRR:38199.1,38504.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 38511[11:MRR:38197.1,38507.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 38512[12:Spt:38508.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 38513[12:MRR:160.0,38512.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38515[12:MRR:165.0,38512.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 38516[12:MRR:169.0,38512.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38517[12:MRR:38511.0,38513.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.77 38518[12:MRR:38510.0,38515.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.77 38519[12:MRR:38509.0,38516.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.77 38520[13:Spt:38517.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38521[13:MRR:44.1,38520.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38526[13:MRR:45.1,38520.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38527[13:MRR:38518.0,38521.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38534[13:MRR:22.1,38527.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 38535[13:MRR:38519.0,38526.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38542[13:MRR:38534.0,38535.0] || -> . % 3.57/3.77 38543[13:Spt:38542.0,38517.0,38520.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38544[13:Spt:38542.0,38517.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 38545[13:MRR:16.1,38544.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38546[13:MRR:38518.1,38545.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38547[13:MRR:50.1,38546.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38552[13:MRR:38519.0,38547.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38557[13:MRR:17.0,17.1,38552.0,38544.0] || -> . % 3.57/3.77 38559[12:Spt:38557.0,38508.0,38512.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38560[12:Spt:38557.0,38508.1,38508.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.77 38561[13:Spt:38560.0] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38562[13:MRR:48.0,38561.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 38563[13:MRR:53.0,38561.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 38567[13:MRR:57.0,38561.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 38568[13:MRR:38511.1,38562.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 38569[13:MRR:38510.1,38563.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.77 38570[13:MRR:38509.1,38567.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.77 38571[14:Spt:38568.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38572[14:MRR:156.1,38571.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38574[14:MRR:157.1,38571.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38575[14:MRR:38569.0,38572.0] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38577[14:MRR:22.1,38575.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 38583[14:MRR:38570.0,38574.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38590[14:MRR:38577.0,38583.0] || -> . % 3.57/3.77 38591[14:Spt:38590.0,38568.0,38571.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38592[14:Spt:38590.0,38568.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 38593[14:MRR:16.1,38592.0] || pigeon_3_in_hole_1* -> . % 3.57/3.77 38594[14:MRR:38569.1,38593.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38596[14:MRR:162.1,38594.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38597[14:MRR:38570.0,38596.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38599[14:MRR:17.0,17.1,38597.0,38592.0] || -> . % 3.57/3.77 38604[13:Spt:38599.0,38560.0,38561.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 38605[13:Spt:38599.0,38560.1] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38606[13:MRR:25.0,38605.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 38607[13:MRR:38510.2,38606.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.77 38608[13:MRR:29.0,38605.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 38609[13:MRR:38509.2,38608.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 38610[13:MRR:20.0,38605.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 38611[13:MRR:38511.2,38610.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 38616[14:Spt:38607.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38617[14:MRR:156.0,38616.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38618[14:MRR:162.1,38616.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38620[14:MRR:38611.0,38617.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38621[14:MRR:45.1,38620.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38626[14:MRR:38609.0,38618.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38631[14:MRR:38621.0,38626.0] || -> . % 3.57/3.77 38632[14:Spt:38631.0,38607.0,38616.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38633[14:Spt:38631.0,38607.1] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38634[14:MRR:44.0,38633.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38635[14:MRR:38611.1,38634.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38636[14:MRR:157.1,38635.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38638[14:MRR:38609.0,38636.0] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38642[14:MRR:50.0,50.1,38638.0,38633.0] || -> . % 3.57/3.77 38643[11:Spt:38642.0,38500.0,38501.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 38644[11:Spt:38642.0,38500.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 38645[11:MRR:23.0,38644.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 38646[11:MRR:27.0,38644.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 38647[11:MRR:18.0,38644.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 38651[11:MRR:32.1,38644.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 38652[11:MRR:38196.3,38651.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 38653[11:MRR:38198.3,38646.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 38654[11:MRR:38199.3,38645.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.77 38655[11:MRR:38197.3,38647.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 38656[12:Spt:38652.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 38657[12:MRR:169.0,38656.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38658[12:MRR:165.0,38656.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 38660[12:MRR:160.0,38656.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38661[12:MRR:38653.0,38657.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.77 38662[12:MRR:38654.0,38658.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.77 38663[12:MRR:38655.0,38660.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.77 38664[13:Spt:38661.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38666[13:MRR:78.0,38664.0] || pigeon_3_in_hole_3* -> . % 3.57/3.77 38669[13:MRR:73.0,38664.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38670[13:MRR:38662.0,38666.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38671[13:MRR:44.0,38670.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38677[13:MRR:38663.0,38669.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38683[13:MRR:38671.0,38677.0] || -> . % 3.57/3.77 38684[13:Spt:38683.0,38661.0,38664.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38685[13:Spt:38683.0,38661.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38686[13:MRR:50.0,38685.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38687[13:MRR:38662.1,38686.0] || -> pigeon_3_in_hole_3*. % 3.57/3.77 38691[13:MRR:72.0,38687.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38692[13:MRR:38663.0,38691.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38694[13:MRR:45.0,45.1,38685.0,38692.0] || -> . % 3.57/3.77 38698[12:Spt:38694.0,38652.0,38656.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38699[12:Spt:38694.0,38652.1,38652.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.77 38700[13:Spt:38699.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38701[13:MRR:85.0,38700.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38702[13:MRR:81.0,38700.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.77 38705[13:MRR:76.0,38700.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38706[13:MRR:38653.1,38701.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.77 38707[13:MRR:38654.1,38702.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.77 38708[13:MRR:38655.1,38705.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.77 38709[14:Spt:38706.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 38710[14:MRR:162.0,38709.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38711[14:MRR:157.0,38709.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38713[14:MRR:38707.0,38710.0] || -> pigeon_3_in_hole_2*. % 3.57/3.77 38719[14:MRR:44.0,38713.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38720[14:MRR:38708.0,38711.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38726[14:MRR:38719.0,38720.0] || -> . % 3.57/3.77 38727[14:Spt:38726.0,38706.0,38709.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38728[14:Spt:38726.0,38706.1] || -> pigeon_4_in_hole_2*. % 3.57/3.77 38729[14:MRR:50.0,38728.0] || pigeon_3_in_hole_2* -> . % 3.57/3.77 38730[14:MRR:38707.1,38729.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38732[14:MRR:156.0,38730.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38733[14:MRR:38708.0,38732.0] || -> pigeon_2_in_hole_2*. % 3.57/3.77 38737[14:MRR:45.0,45.1,38728.0,38733.0] || -> . % 3.57/3.77 38739[13:Spt:38737.0,38699.0,38700.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38740[13:Spt:38737.0,38699.1] || -> pigeon_7_in_hole_2*. % 3.57/3.77 38741[13:MRR:53.0,38740.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 38742[13:MRR:38654.2,38741.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.77 38743[13:MRR:48.0,38740.0] || pigeon_2_in_hole_2* -> . % 3.57/3.77 38744[13:MRR:38655.2,38743.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 38745[13:MRR:57.0,38740.0] || pigeon_4_in_hole_2* -> . % 3.57/3.77 38746[13:MRR:38653.2,38745.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 38750[14:Spt:38742.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38751[14:MRR:162.1,38750.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38752[14:MRR:156.0,38750.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38754[14:MRR:38746.0,38751.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38755[14:MRR:73.0,38754.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 38759[14:MRR:38744.0,38752.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38763[14:MRR:38755.0,38759.0] || -> . % 3.57/3.77 38764[14:Spt:38763.0,38742.0,38750.0] || pigeon_3_in_hole_6* -> . % 3.57/3.77 38765[14:Spt:38763.0,38742.1] || -> pigeon_3_in_hole_3*. % 3.57/3.77 38766[14:MRR:78.1,38765.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38767[14:MRR:38746.1,38766.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 38769[14:MRR:157.0,38767.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38770[14:MRR:38744.0,38769.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38773[14:MRR:72.0,72.1,38765.0,38770.0] || -> . % 3.57/3.77 38774[8:Spt:38773.0,38187.0,38188.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.77 38775[8:Spt:38773.0,38187.1,38187.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.77 38776[9:Spt:38775.0] || -> pigeon_6_in_hole_2*. % 3.57/3.77 38777[9:MRR:52.0,38776.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.77 38778[9:MRR:47.0,38776.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.77 38779[9:MRR:56.0,38776.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.77 38780[9:MRR:62.1,38776.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.77 38783[9:MRR:59.0,38776.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.77 38784[9:MRR:36976.3,38777.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.77 38785[9:MRR:36972.3,38778.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 38786[9:MRR:36973.3,38779.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 38787[9:MRR:36975.3,38780.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38788[9:MRR:36974.3,38783.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 38789[10:Spt:38784.3] || -> pigeon_3_in_hole_1*. % 3.57/3.77 38790[10:MRR:23.1,38789.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.77 38791[10:MRR:25.1,38789.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 38792[10:MRR:16.0,38789.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.77 38796[10:MRR:22.1,38789.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 38797[10:MRR:38788.3,38790.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.77 38798[10:MRR:38787.3,38791.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.77 38799[10:MRR:38785.3,38792.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.77 38800[10:MRR:38786.3,38796.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.77 38801[11:Spt:38797.2] || -> pigeon_5_in_hole_3*. % 3.57/3.77 38802[11:MRR:74.0,38801.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 38806[11:MRR:83.0,38801.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38807[11:MRR:88.1,38801.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38808[11:MRR:38799.2,38802.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.77 38809[11:MRR:38800.2,38806.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.77 38810[11:MRR:38798.2,38807.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.77 38811[12:Spt:38808.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38813[12:MRR:157.1,38811.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38815[12:MRR:160.1,38811.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 38817[12:MRR:38809.0,38813.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 38819[12:MRR:113.1,38817.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38823[12:MRR:38810.0,38815.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 38828[12:MRR:38819.0,38823.0] || -> . % 3.57/3.77 38829[12:Spt:38828.0,38808.0,38811.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38830[12:Spt:38828.0,38808.1] || -> pigeon_2_in_hole_4*. % 3.57/3.77 38831[12:MRR:101.1,38830.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 38832[12:MRR:38809.1,38831.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 38835[12:MRR:169.1,38832.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 38837[12:MRR:38810.0,38835.0] || -> pigeon_7_in_hole_4*. % 3.57/3.77 38840[12:MRR:104.0,104.1,38837.0,38830.0] || -> . % 3.57/3.77 38842[11:Spt:38840.0,38797.2,38801.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 38843[11:Spt:38840.0,38797.0,38797.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.77 38844[12:Spt:38843.0] || -> pigeon_5_in_hole_6*. % 3.57/3.77 38845[12:MRR:158.0,38844.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38846[12:MRR:167.0,38844.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38849[12:MRR:172.1,38844.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38850[12:MRR:38799.0,38845.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.77 38851[12:MRR:38800.0,38846.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.77 38852[12:MRR:38798.0,38849.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.77 38853[13:Spt:38850.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 38854[13:MRR:101.1,38853.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 38855[13:MRR:104.1,38853.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38859[13:MRR:38851.0,38854.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38864[13:MRR:85.1,38859.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38865[13:MRR:38852.0,38855.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38870[13:MRR:38864.0,38865.0] || -> . % 3.57/3.77 38871[13:Spt:38870.0,38850.0,38853.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 38872[13:Spt:38870.0,38850.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38873[13:MRR:73.1,38872.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38874[13:MRR:38851.1,38873.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 38877[13:MRR:113.1,38874.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38879[13:MRR:38852.0,38877.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38883[13:MRR:76.0,76.1,38879.0,38872.0] || -> . % 3.57/3.77 38884[12:Spt:38883.0,38843.0,38844.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 38885[12:Spt:38883.0,38843.1] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38886[12:MRR:102.0,38885.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 38887[12:MRR:38799.1,38886.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 38888[12:MRR:111.0,38885.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 38889[12:MRR:38800.1,38888.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.77 38890[12:MRR:116.1,38885.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38891[12:MRR:38798.1,38890.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.77 38894[13:Spt:38887.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 38895[13:MRR:160.1,38894.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 38897[13:MRR:157.1,38894.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38899[13:MRR:38891.0,38895.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38900[13:MRR:85.0,38899.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38905[13:MRR:38889.0,38897.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38910[13:MRR:38900.0,38905.0] || -> . % 3.57/3.77 38911[13:Spt:38910.0,38887.0,38894.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 38912[13:Spt:38910.0,38887.1] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38913[13:MRR:76.1,38912.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38914[13:MRR:38891.1,38913.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 38915[13:MRR:169.0,38914.0] || pigeon_4_in_hole_6* -> . % 3.57/3.77 38918[13:MRR:38889.0,38915.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 38922[13:MRR:73.0,73.1,38918.0,38912.0] || -> . % 3.57/3.77 38923[10:Spt:38922.0,38784.3,38789.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.77 38924[10:Spt:38922.0,38784.0,38784.1,38784.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.77 38925[11:Spt:38924.0] || -> pigeon_3_in_hole_6*. % 3.57/3.77 38926[11:MRR:156.0,38925.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 38927[11:MRR:165.1,38925.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 38929[11:MRR:162.1,38925.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 38930[11:MRR:163.1,38925.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 38931[11:MRR:38785.0,38926.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 38932[11:MRR:38787.0,38927.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38933[11:MRR:38786.0,38929.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 38934[11:MRR:38788.0,38930.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 38935[12:Spt:38931.0] || -> pigeon_2_in_hole_4*. % 3.57/3.77 38936[12:MRR:102.1,38935.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 38939[12:MRR:104.1,38935.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 38940[12:MRR:101.1,38935.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 38941[12:MRR:38934.0,38936.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 38942[12:MRR:38932.0,38939.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 38943[12:MRR:38933.0,38940.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 38944[13:Spt:38941.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 38945[13:MRR:88.1,38944.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 38946[13:MRR:83.0,38944.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38951[13:MRR:38942.0,38945.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 38953[13:MRR:29.0,38951.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 38958[13:MRR:38943.0,38946.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38964[13:MRR:38953.0,38958.0] || -> . % 3.57/3.77 38965[13:Spt:38964.0,38941.0,38944.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 38966[13:Spt:38964.0,38941.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 38967[13:MRR:32.1,38966.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 38968[13:MRR:38942.1,38967.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 38973[13:MRR:85.0,38968.0] || pigeon_4_in_hole_3* -> . % 3.57/3.77 38974[13:MRR:38943.0,38973.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38979[13:MRR:27.0,27.1,38966.0,38974.0] || -> . % 3.57/3.77 38980[12:Spt:38979.0,38931.0,38935.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 38981[12:Spt:38979.0,38931.1,38931.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 38982[13:Spt:38981.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 38983[13:MRR:74.1,38982.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 38984[13:MRR:76.1,38982.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 38985[13:MRR:73.1,38982.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 38989[13:MRR:38934.1,38983.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 38990[13:MRR:38932.1,38984.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 38991[13:MRR:38933.1,38985.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.77 38992[14:Spt:38989.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 38993[14:MRR:111.0,38992.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 38994[14:MRR:116.1,38992.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 38997[14:MRR:38991.0,38993.0] || -> pigeon_4_in_hole_1*. % 3.57/3.77 38998[14:MRR:29.1,38997.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 39004[14:MRR:38990.0,38994.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 39010[14:MRR:38998.0,39004.0] || -> . % 3.57/3.77 39011[14:Spt:39010.0,38989.0,38992.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 39012[14:Spt:39010.0,38989.1] || -> pigeon_5_in_hole_1*. % 3.57/3.77 39013[14:MRR:27.0,39012.0] || pigeon_4_in_hole_1* -> . % 3.57/3.77 39014[14:MRR:38991.1,39013.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 39017[14:MRR:113.1,39014.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 39018[14:MRR:38990.0,39017.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 39023[14:MRR:32.0,32.1,39018.0,39012.0] || -> . % 3.57/3.77 39024[13:Spt:39023.0,38981.0,38982.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 39025[13:Spt:39023.0,38981.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 39026[13:MRR:17.1,39025.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.77 39027[13:MRR:38933.2,39026.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.77 39028[13:MRR:20.1,39025.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 39029[13:MRR:38932.2,39028.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.77 39033[13:MRR:18.1,39025.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 39034[13:MRR:38934.2,39033.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.77 39035[14:Spt:39027.0] || -> pigeon_4_in_hole_4*. % 3.57/3.77 39036[14:MRR:111.1,39035.0] || pigeon_5_in_hole_4* -> . % 3.57/3.77 39037[14:MRR:113.1,39035.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 39040[14:MRR:39034.0,39036.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 39045[14:MRR:88.1,39040.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 39046[14:MRR:39029.0,39037.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 39051[14:MRR:39045.0,39046.0] || -> . % 3.57/3.77 39052[14:Spt:39051.0,39027.0,39035.0] || pigeon_4_in_hole_4* -> . % 3.57/3.77 39053[14:Spt:39051.0,39027.1] || -> pigeon_4_in_hole_3*. % 3.57/3.77 39054[14:MRR:83.1,39053.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 39055[14:MRR:39034.1,39054.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 39058[14:MRR:116.1,39055.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 39059[14:MRR:39029.0,39058.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 39063[14:MRR:85.0,85.1,39059.0,39053.0] || -> . % 3.57/3.77 39064[11:Spt:39063.0,38924.0,38925.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.77 39065[11:Spt:39063.0,38924.1,38924.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.77 39066[12:Spt:39065.0] || -> pigeon_3_in_hole_4*. % 3.57/3.77 39067[12:MRR:106.1,39066.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.77 39068[12:MRR:107.1,39066.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.77 39069[12:MRR:109.1,39066.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.77 39071[12:MRR:100.0,39066.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.77 39072[12:MRR:38786.1,39067.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 39073[12:MRR:38788.1,39068.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 39074[12:MRR:38787.1,39069.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 39075[12:MRR:38785.1,39071.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 39076[13:Spt:39072.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 39077[13:MRR:157.0,39076.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 39078[13:MRR:169.1,39076.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 39080[13:MRR:167.1,39076.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 39081[13:MRR:39075.0,39077.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.77 39082[13:MRR:39074.0,39078.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.77 39083[13:MRR:39073.0,39080.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.77 39084[14:Spt:39081.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 39089[14:MRR:76.1,39084.0] || pigeon_7_in_hole_3* -> . % 3.57/3.77 39090[14:MRR:74.1,39084.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 39091[14:MRR:39082.0,39089.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 39097[14:MRR:32.0,39091.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 39098[14:MRR:39083.0,39090.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 39104[14:MRR:39097.0,39098.0] || -> . % 3.57/3.77 39105[14:Spt:39104.0,39081.0,39084.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 39106[14:Spt:39104.0,39081.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 39107[14:MRR:20.1,39106.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 39108[14:MRR:39082.1,39107.0] || -> pigeon_7_in_hole_3*. % 3.57/3.77 39113[14:MRR:88.0,39108.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 39114[14:MRR:39083.0,39113.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 39115[14:MRR:18.0,18.1,39114.0,39106.0] || -> . % 3.57/3.77 39120[13:Spt:39115.0,39072.0,39076.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.77 39121[13:Spt:39115.0,39072.1,39072.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.77 39122[14:Spt:39121.0] || -> pigeon_4_in_hole_3*. % 3.57/3.77 39123[14:MRR:73.0,39122.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 39124[14:MRR:85.1,39122.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 39128[14:MRR:83.1,39122.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 39129[14:MRR:39075.1,39123.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.77 39130[14:MRR:39074.1,39124.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.77 39131[14:MRR:39073.1,39128.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.77 39132[15:Spt:39129.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 39134[15:MRR:160.1,39132.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 39135[15:MRR:158.1,39132.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 39136[15:MRR:39130.0,39134.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 39138[15:MRR:32.0,39136.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 39143[15:MRR:39131.0,39135.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 39149[15:MRR:39138.0,39143.0] || -> . % 3.57/3.77 39150[15:Spt:39149.0,39129.0,39132.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 39151[15:Spt:39149.0,39129.1] || -> pigeon_2_in_hole_1*. % 3.57/3.77 39152[15:MRR:20.1,39151.0] || pigeon_7_in_hole_1* -> . % 3.57/3.77 39153[15:MRR:39130.1,39152.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 39155[15:MRR:172.0,39153.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 39156[15:MRR:39131.0,39155.0] || -> pigeon_5_in_hole_1*. % 3.57/3.77 39161[15:MRR:18.0,18.1,39156.0,39151.0] || -> . % 3.57/3.77 39162[14:Spt:39161.0,39121.0,39122.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 39163[14:Spt:39161.0,39121.1] || -> pigeon_4_in_hole_1*. % 3.57/3.77 39164[14:MRR:29.1,39163.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.77 39165[14:MRR:39074.2,39164.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.77 39166[14:MRR:27.1,39163.0] || pigeon_5_in_hole_1* -> . % 3.57/3.77 39167[14:MRR:39073.2,39166.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.77 39168[14:MRR:17.0,39163.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 39169[14:MRR:39075.2,39168.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.77 39173[15:Spt:39165.0] || -> pigeon_7_in_hole_6*. % 3.57/3.77 39174[15:MRR:160.0,39173.0] || pigeon_2_in_hole_6* -> . % 3.57/3.77 39175[15:MRR:172.0,39173.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 39177[15:MRR:39169.0,39174.0] || -> pigeon_2_in_hole_3*. % 3.57/3.77 39178[15:MRR:74.1,39177.0] || pigeon_5_in_hole_3* -> . % 3.57/3.77 39183[15:MRR:39167.0,39175.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 39188[15:MRR:39178.0,39183.0] || -> . % 3.57/3.77 39189[15:Spt:39188.0,39165.0,39173.0] || pigeon_7_in_hole_6* -> . % 3.57/3.77 39190[15:Spt:39188.0,39165.1] || -> pigeon_7_in_hole_3*. % 3.57/3.77 39191[15:MRR:76.0,39190.0] || pigeon_2_in_hole_3* -> . % 3.57/3.77 39192[15:MRR:39169.1,39191.0] || -> pigeon_2_in_hole_6*. % 3.57/3.77 39193[15:MRR:158.1,39192.0] || pigeon_5_in_hole_6* -> . % 3.57/3.77 39195[15:MRR:39167.0,39193.0] || -> pigeon_5_in_hole_3*. % 3.57/3.77 39199[15:MRR:88.0,88.1,39190.0,39195.0] || -> . % 3.57/3.77 39200[12:Spt:39199.0,39065.0,39066.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.77 39201[12:Spt:39199.0,39065.1] || -> pigeon_3_in_hole_3*. % 3.57/3.77 39202[12:MRR:72.0,39201.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.77 39203[12:MRR:79.1,39201.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.77 39204[12:MRR:81.1,39201.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.77 39207[12:MRR:78.1,39201.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.77 39208[12:MRR:38786.2,39207.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.77 39209[12:MRR:38788.2,39203.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 39210[12:MRR:38787.2,39204.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 39211[12:MRR:38785.2,39202.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 39212[13:Spt:39208.0] || -> pigeon_4_in_hole_6*. % 3.57/3.77 39213[13:MRR:167.1,39212.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.77 39215[13:MRR:169.1,39212.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.77 39216[13:MRR:157.0,39212.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.77 39217[13:MRR:39209.0,39213.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.77 39218[13:MRR:39210.0,39215.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.77 39219[13:MRR:39211.0,39216.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.77 39220[14:Spt:39217.0] || -> pigeon_5_in_hole_4*. % 3.57/3.77 39222[14:MRR:116.1,39220.0] || pigeon_7_in_hole_4* -> . % 3.57/3.77 39224[14:MRR:102.0,39220.0] || pigeon_2_in_hole_4* -> . % 3.57/3.77 39225[14:MRR:39218.0,39222.0] || -> pigeon_7_in_hole_1*. % 3.57/3.77 39227[14:MRR:20.0,39225.0] || pigeon_2_in_hole_1* -> . % 3.57/3.77 39232[14:MRR:39219.0,39224.0] || -> pigeon_2_in_hole_1*. % 3.57/3.77 39238[14:MRR:39227.0,39232.0] || -> . % 3.57/3.77 39239[14:Spt:39238.0,39217.0,39220.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39240[14:Spt:39238.0,39217.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 39241[14:MRR:32.1,39240.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 39242[14:MRR:39218.1,39241.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39245[14:MRR:104.0,39242.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39246[14:MRR:39219.0,39245.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 39251[14:MRR:18.0,18.1,39240.0,39246.0] || -> . % 3.57/3.78 39252[13:Spt:39251.0,39208.0,39212.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39253[13:Spt:39251.0,39208.1,39208.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 39254[14:Spt:39253.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 39255[14:MRR:111.1,39254.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 39256[14:MRR:113.1,39254.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 39258[14:MRR:101.0,39254.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 39259[14:MRR:39209.1,39255.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.78 39260[14:MRR:39210.1,39256.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.78 39261[14:MRR:39211.1,39258.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 39262[15:Spt:39259.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 39263[15:MRR:172.1,39262.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39264[15:MRR:158.0,39262.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39266[15:MRR:39260.0,39263.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 39271[15:MRR:20.0,39266.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 39273[15:MRR:39261.0,39264.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 39279[15:MRR:39271.0,39273.0] || -> . % 3.57/3.78 39280[15:Spt:39279.0,39259.0,39262.0] || pigeon_5_in_hole_6* -> . % 3.57/3.78 39281[15:Spt:39279.0,39259.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 39282[15:MRR:32.1,39281.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 39283[15:MRR:39260.1,39282.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39285[15:MRR:160.0,39283.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39286[15:MRR:39261.0,39285.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 39287[15:MRR:18.0,18.1,39281.0,39286.0] || -> . % 3.57/3.78 39292[14:Spt:39287.0,39253.0,39254.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 39293[14:Spt:39287.0,39253.1] || -> pigeon_4_in_hole_1*. % 3.57/3.78 39294[14:MRR:29.1,39293.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 39295[14:MRR:39210.2,39294.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 39296[14:MRR:17.0,39293.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 39297[14:MRR:39211.2,39296.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 39298[14:MRR:27.1,39293.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 39299[14:MRR:39209.2,39298.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.78 39303[15:Spt:39295.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39304[15:MRR:172.0,39303.0] || pigeon_5_in_hole_6* -> . % 3.57/3.78 39305[15:MRR:160.0,39303.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39307[15:MRR:39299.0,39304.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39308[15:MRR:102.0,39307.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39311[15:MRR:39297.0,39305.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39314[15:MRR:39308.0,39311.0] || -> . % 3.57/3.78 39315[15:Spt:39314.0,39295.0,39303.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39316[15:Spt:39314.0,39295.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39317[15:MRR:116.0,39316.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39318[15:MRR:39299.1,39317.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 39320[15:MRR:158.0,39318.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39321[15:MRR:39297.0,39320.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39323[15:MRR:104.0,104.1,39316.0,39321.0] || -> . % 3.57/3.78 39324[9:Spt:39323.0,38775.0,38776.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 39325[9:Spt:39323.0,38775.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 39326[9:MRR:34.1,39325.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 39327[9:MRR:19.0,39325.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 39328[9:MRR:31.0,39325.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 39330[9:MRR:28.0,39325.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 39332[9:MRR:24.0,39325.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 39333[9:MRR:36976.4,39332.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 39334[9:MRR:36972.4,39327.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 39335[9:MRR:36973.4,39330.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.78 39336[9:MRR:36975.4,39326.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 39337[9:MRR:36974.4,39328.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 39338[10:Spt:39333.2] || -> pigeon_3_in_hole_3*. % 3.57/3.78 39339[10:MRR:72.0,39338.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 39340[10:MRR:79.1,39338.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 39341[10:MRR:81.1,39338.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 39344[10:MRR:78.1,39338.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 39345[10:MRR:39334.2,39339.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 39346[10:MRR:39337.2,39340.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 39347[10:MRR:39336.2,39341.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 39348[10:MRR:39335.2,39344.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 39349[11:Spt:39345.2] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39351[11:MRR:48.1,39349.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 39354[11:MRR:45.1,39349.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 39355[11:MRR:46.1,39349.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 39356[11:MRR:39347.2,39351.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 39357[11:MRR:39348.2,39354.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.78 39358[11:MRR:39346.2,39355.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.78 39359[12:Spt:39356.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39362[12:MRR:172.0,39359.0] || pigeon_5_in_hole_6* -> . % 3.57/3.78 39363[12:MRR:169.0,39359.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39365[12:MRR:39358.0,39362.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39369[12:MRR:111.0,39365.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39371[12:MRR:39357.0,39363.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 39376[12:MRR:39369.0,39371.0] || -> . % 3.57/3.78 39377[12:Spt:39376.0,39356.0,39359.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39378[12:Spt:39376.0,39356.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39379[12:MRR:116.0,39378.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39380[12:MRR:39358.1,39379.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 39383[12:MRR:167.0,39380.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39385[12:MRR:39357.0,39383.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 39387[12:MRR:113.0,113.1,39378.0,39385.0] || -> . % 3.57/3.78 39390[11:Spt:39387.0,39345.2,39349.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 39391[11:Spt:39387.0,39345.0,39345.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 39392[12:Spt:39391.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 39393[12:MRR:160.1,39392.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 39394[12:MRR:158.1,39392.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 39396[12:MRR:157.1,39392.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39398[12:MRR:39347.0,39393.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 39399[12:MRR:39346.0,39394.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 39400[12:MRR:39348.0,39396.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 39401[13:Spt:39398.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39402[13:MRR:116.0,39401.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39403[13:MRR:113.0,39401.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39407[13:MRR:39399.0,39402.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39412[13:MRR:55.0,39407.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39413[13:MRR:39400.0,39403.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39418[13:MRR:39412.0,39413.0] || -> . % 3.57/3.78 39419[13:Spt:39418.0,39398.0,39401.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39420[13:Spt:39418.0,39398.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 39421[13:MRR:60.0,39420.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 39422[13:MRR:39399.1,39421.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39424[13:MRR:111.0,39422.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39427[13:MRR:39400.0,39424.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39430[13:MRR:57.0,57.1,39420.0,39427.0] || -> . % 3.57/3.78 39432[12:Spt:39430.0,39391.0,39392.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 39433[12:Spt:39430.0,39391.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39434[12:MRR:104.1,39433.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 39435[12:MRR:39347.1,39434.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 39436[12:MRR:102.1,39433.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39437[12:MRR:39346.1,39436.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.78 39438[12:MRR:101.1,39433.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39439[12:MRR:39348.1,39438.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.78 39442[13:Spt:39435.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39444[13:MRR:169.0,39442.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39445[13:MRR:172.0,39442.0] || pigeon_5_in_hole_6* -> . % 3.57/3.78 39447[13:MRR:39439.0,39444.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39448[13:MRR:55.1,39447.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 39453[13:MRR:39437.0,39445.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39458[13:MRR:39448.0,39453.0] || -> . % 3.57/3.78 39459[13:Spt:39458.0,39435.0,39442.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39460[13:Spt:39458.0,39435.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 39461[13:MRR:57.0,39460.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39462[13:MRR:39439.1,39461.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 39464[13:MRR:167.1,39462.0] || pigeon_5_in_hole_6* -> . % 3.57/3.78 39466[13:MRR:39437.0,39464.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39470[13:MRR:60.0,60.1,39460.0,39466.0] || -> . % 3.57/3.78 39471[10:Spt:39470.0,39333.2,39338.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 39472[10:Spt:39470.0,39333.0,39333.1,39333.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 39473[11:Spt:39472.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 39474[11:MRR:165.1,39473.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 39475[11:MRR:162.1,39473.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39476[11:MRR:163.1,39473.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 39478[11:MRR:156.0,39473.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 39479[11:MRR:39336.0,39474.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 39480[11:MRR:39335.0,39475.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.78 39481[11:MRR:39337.0,39476.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 39482[11:MRR:39334.0,39478.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 39483[12:Spt:39479.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39484[12:MRR:104.0,39483.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 39487[12:MRR:113.0,39483.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 39488[12:MRR:116.0,39483.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 39489[12:MRR:39482.0,39484.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 39490[12:MRR:39480.0,39487.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.78 39491[12:MRR:39481.0,39488.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 39492[13:Spt:39489.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39496[13:MRR:74.1,39492.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 39497[13:MRR:73.1,39492.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39498[13:MRR:39491.0,39496.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39499[13:MRR:55.0,39498.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39505[13:MRR:39490.0,39497.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39511[13:MRR:39499.0,39505.0] || -> . % 3.57/3.78 39512[13:Spt:39511.0,39489.0,39492.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39513[13:Spt:39511.0,39489.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39514[13:MRR:46.1,39513.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 39515[13:MRR:39491.1,39514.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 39519[13:MRR:83.0,39515.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39520[13:MRR:39490.0,39519.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39521[13:MRR:45.0,45.1,39520.0,39513.0] || -> . % 3.57/3.78 39526[12:Spt:39521.0,39479.0,39483.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 39527[12:Spt:39521.0,39479.1,39479.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 39528[13:Spt:39527.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39529[13:MRR:76.0,39528.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 39530[13:MRR:88.0,39528.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 39533[13:MRR:85.0,39528.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 39534[13:MRR:39482.1,39529.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 39535[13:MRR:39481.1,39530.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 39536[13:MRR:39480.1,39533.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 39537[14:Spt:39534.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39538[14:MRR:102.1,39537.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39539[14:MRR:101.1,39537.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39542[14:MRR:39535.0,39538.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39548[14:MRR:55.0,39542.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39549[14:MRR:39536.0,39539.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39555[14:MRR:39548.0,39549.0] || -> . % 3.57/3.78 39556[14:Spt:39555.0,39534.0,39537.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39557[14:Spt:39555.0,39534.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39558[14:MRR:46.1,39557.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 39559[14:MRR:39535.1,39558.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39562[14:MRR:111.0,39559.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39563[14:MRR:39536.0,39562.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39568[14:MRR:45.0,45.1,39563.0,39557.0] || -> . % 3.57/3.78 39569[13:Spt:39568.0,39527.0,39528.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 39570[13:Spt:39568.0,39527.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 39571[13:MRR:60.0,39570.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 39572[13:MRR:39481.2,39571.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 39573[13:MRR:57.0,39570.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39574[13:MRR:39480.2,39573.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.78 39575[13:MRR:48.0,39570.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 39576[13:MRR:39482.2,39575.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 39580[14:Spt:39572.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39581[14:MRR:102.0,39580.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39582[14:MRR:111.0,39580.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39585[14:MRR:39576.0,39581.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39586[14:MRR:73.1,39585.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39590[14:MRR:39574.0,39582.0] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39594[14:MRR:39586.0,39590.0] || -> . % 3.57/3.78 39595[14:Spt:39594.0,39572.0,39580.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 39596[14:Spt:39594.0,39572.1] || -> pigeon_5_in_hole_3*. % 3.57/3.78 39597[14:MRR:74.0,39596.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39598[14:MRR:39576.1,39597.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39601[14:MRR:101.1,39598.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39602[14:MRR:39574.0,39601.0] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39605[14:MRR:83.0,83.1,39596.0,39602.0] || -> . % 3.57/3.78 39606[11:Spt:39605.0,39472.0,39473.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 39607[11:Spt:39605.0,39472.1,39472.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 39608[12:Spt:39607.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 39609[12:MRR:107.1,39608.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 39610[12:MRR:100.0,39608.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 39611[12:MRR:106.1,39608.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 39613[12:MRR:109.1,39608.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 39614[12:MRR:39337.1,39609.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 39615[12:MRR:39334.1,39610.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 39616[12:MRR:39335.1,39611.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.78 39617[12:MRR:39336.1,39613.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 39618[13:Spt:39614.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 39619[13:MRR:172.1,39618.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 39620[13:MRR:167.0,39618.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39622[13:MRR:158.0,39618.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 39623[13:MRR:39617.0,39619.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 39624[13:MRR:39616.0,39620.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.78 39625[13:MRR:39615.0,39622.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 39626[14:Spt:39623.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39627[14:MRR:85.0,39626.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39631[14:MRR:76.0,39626.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39632[14:MRR:39624.0,39627.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39638[14:MRR:45.0,39632.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 39639[14:MRR:39625.0,39631.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39645[14:MRR:39638.0,39639.0] || -> . % 3.57/3.78 39646[14:Spt:39645.0,39623.0,39626.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 39647[14:Spt:39645.0,39623.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 39648[14:MRR:57.0,39647.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39649[14:MRR:39624.1,39648.0] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39650[14:MRR:73.0,39649.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39654[14:MRR:39625.0,39650.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39658[14:MRR:48.0,48.1,39647.0,39654.0] || -> . % 3.57/3.78 39660[13:Spt:39658.0,39614.0,39618.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 39661[13:Spt:39658.0,39614.1,39614.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 39662[14:Spt:39661.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 39663[14:MRR:88.1,39662.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 39664[14:MRR:83.0,39662.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 39667[14:MRR:74.0,39662.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 39668[14:MRR:39617.1,39663.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 39669[14:MRR:39616.1,39664.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.78 39670[14:MRR:39615.1,39667.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.78 39671[15:Spt:39668.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39673[15:MRR:169.0,39671.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39674[15:MRR:160.0,39671.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39675[15:MRR:39669.0,39673.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 39677[15:MRR:45.0,39675.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 39682[15:MRR:39670.0,39674.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39688[15:MRR:39677.0,39682.0] || -> . % 3.57/3.78 39689[15:Spt:39688.0,39668.0,39671.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39690[15:Spt:39688.0,39668.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 39691[15:MRR:57.0,39690.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 39692[15:MRR:39669.1,39691.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 39694[15:MRR:157.0,39692.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39695[15:MRR:39670.0,39694.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 39697[15:MRR:48.0,48.1,39690.0,39695.0] || -> . % 3.57/3.78 39701[14:Spt:39697.0,39661.0,39662.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 39702[14:Spt:39697.0,39661.1] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39703[14:MRR:55.0,39702.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 39704[14:MRR:39616.2,39703.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.78 39705[14:MRR:46.0,39702.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 39706[14:MRR:39615.2,39705.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.78 39707[14:MRR:60.1,39702.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 39708[14:MRR:39617.2,39707.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.78 39712[15:Spt:39704.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 39713[15:MRR:169.1,39712.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39714[15:MRR:157.0,39712.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39716[15:MRR:39708.0,39713.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39717[15:MRR:76.0,39716.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39721[15:MRR:39706.0,39714.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39725[15:MRR:39717.0,39721.0] || -> . % 3.57/3.78 39726[15:Spt:39725.0,39704.0,39712.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39727[15:Spt:39725.0,39704.1] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39728[15:MRR:85.1,39727.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 39729[15:MRR:39708.1,39728.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 39730[15:MRR:160.0,39729.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39732[15:MRR:39706.0,39730.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39735[15:MRR:73.0,73.1,39727.0,39732.0] || -> . % 3.57/3.78 39736[12:Spt:39735.0,39607.0,39608.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 39737[12:Spt:39735.0,39607.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 39738[12:MRR:50.1,39737.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 39739[12:MRR:44.0,39737.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 39740[12:MRR:53.1,39737.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 39743[12:MRR:51.1,39737.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 39744[12:MRR:39337.3,39743.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 39745[12:MRR:39334.3,39739.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 39746[12:MRR:39335.3,39738.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.78 39747[12:MRR:39336.3,39740.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 39748[13:Spt:39744.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 39749[13:MRR:158.0,39748.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 39751[13:MRR:167.0,39748.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39752[13:MRR:172.1,39748.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 39753[13:MRR:39745.0,39749.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 39754[13:MRR:39746.0,39751.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.78 39755[13:MRR:39747.0,39752.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 39756[14:Spt:39753.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39758[14:MRR:101.1,39756.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 39760[14:MRR:104.1,39756.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39761[14:MRR:39754.0,39758.0] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39762[14:MRR:85.1,39761.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 39767[14:MRR:39755.0,39760.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39772[14:MRR:39762.0,39767.0] || -> . % 3.57/3.78 39773[14:Spt:39772.0,39753.0,39756.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39774[14:Spt:39772.0,39753.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39775[14:MRR:73.1,39774.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39776[14:MRR:39754.1,39775.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 39779[14:MRR:113.1,39776.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39780[14:MRR:39755.0,39779.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39782[14:MRR:76.0,76.1,39780.0,39774.0] || -> . % 3.57/3.78 39785[13:Spt:39782.0,39744.0,39748.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 39786[13:Spt:39782.0,39744.1,39744.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 39787[14:Spt:39786.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 39788[14:MRR:102.0,39787.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 39789[14:MRR:111.0,39787.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 39791[14:MRR:116.1,39787.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 39792[14:MRR:39745.1,39788.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.78 39793[14:MRR:39746.1,39789.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.78 39794[14:MRR:39747.1,39791.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.78 39795[15:Spt:39792.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 39796[15:MRR:157.1,39795.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39797[15:MRR:160.1,39795.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39799[15:MRR:39793.0,39796.0] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39804[15:MRR:85.1,39799.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 39805[15:MRR:39794.0,39797.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39810[15:MRR:39804.0,39805.0] || -> . % 3.57/3.78 39811[15:Spt:39810.0,39792.0,39795.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39812[15:Spt:39810.0,39792.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 39813[15:MRR:73.1,39812.0] || pigeon_4_in_hole_3* -> . % 3.57/3.78 39814[15:MRR:39793.1,39813.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 39816[15:MRR:169.1,39814.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39817[15:MRR:39794.0,39816.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 39820[15:MRR:76.0,76.1,39817.0,39812.0] || -> . % 3.57/3.78 39822[14:Spt:39820.0,39786.0,39787.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 39823[14:Spt:39820.0,39786.1] || -> pigeon_5_in_hole_3*. % 3.57/3.78 39824[14:MRR:83.0,39823.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 39825[14:MRR:39746.2,39824.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.78 39826[14:MRR:88.1,39823.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 39827[14:MRR:39747.2,39826.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 39828[14:MRR:74.0,39823.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 39829[14:MRR:39745.2,39828.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 39832[15:Spt:39825.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 39833[15:MRR:157.0,39832.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 39834[15:MRR:169.1,39832.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39836[15:MRR:39829.0,39833.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39837[15:MRR:104.1,39836.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39840[15:MRR:39827.0,39834.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39843[15:MRR:39837.0,39840.0] || -> . % 3.57/3.78 39844[15:Spt:39843.0,39825.0,39832.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 39845[15:Spt:39843.0,39825.1] || -> pigeon_4_in_hole_4*. % 3.57/3.78 39846[15:MRR:101.0,39845.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 39847[15:MRR:39829.1,39846.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 39849[15:MRR:160.1,39847.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 39850[15:MRR:39827.0,39849.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39852[15:MRR:113.0,113.1,39850.0,39845.0] || -> . % 3.57/3.78 39853[5:Spt:39852.0,36963.0,36964.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.78 39854[5:Spt:39852.0,36963.1,36963.2,36963.3,36963.4] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.78 39855[6:Spt:39854.0] || -> pigeon_1_in_hole_6*. % 3.57/3.78 39856[6:MRR:151.1,39855.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 39857[6:MRR:149.1,39855.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 39858[6:MRR:154.1,39855.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 39859[6:MRR:152.1,39855.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 39860[6:MRR:150.1,39855.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 39861[6:MRR:153.1,39855.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 39862[6:MRR:34070.1,39856.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 39863[6:MRR:34066.1,39857.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 39864[6:MRR:34068.1,39858.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 39865[6:MRR:34069.1,39859.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 39866[6:MRR:34067.1,39860.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 39867[6:MRR:34071.1,39861.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 39868[7:Spt:39862.2] || -> pigeon_4_in_hole_3*. % 3.57/3.78 39869[7:MRR:83.1,39868.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 39870[7:MRR:73.0,39868.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 39871[7:MRR:85.1,39868.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 39874[7:MRR:78.0,39868.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 39875[7:MRR:84.1,39868.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 39876[7:MRR:39865.2,39869.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 39877[7:MRR:39863.2,39870.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 39878[7:MRR:39864.2,39871.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 39879[7:MRR:39866.2,39874.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 39880[7:MRR:39867.2,39875.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 39881[8:Spt:39876.2] || -> pigeon_5_in_hole_2*. % 3.57/3.78 39883[8:MRR:46.0,39881.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 39884[8:MRR:60.1,39881.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 39887[8:MRR:51.0,39881.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 39888[8:MRR:59.1,39881.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 39889[8:MRR:39877.2,39883.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 39890[8:MRR:39878.2,39884.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 39891[8:MRR:39879.2,39887.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 39892[8:MRR:39880.2,39888.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 39893[9:Spt:39889.2] || -> pigeon_2_in_hole_1*. % 3.57/3.78 39894[9:MRR:20.1,39893.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 39895[9:MRR:19.1,39893.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 39900[9:MRR:16.1,39893.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 39901[9:MRR:39890.2,39894.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 39902[9:MRR:39892.2,39895.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.78 39903[9:MRR:39891.2,39900.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 39904[10:Spt:39901.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39909[10:MRR:109.0,39904.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 39910[10:MRR:118.0,39904.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 39911[10:MRR:39903.1,39909.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 39912[10:MRR:192.1,39911.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 39917[10:MRR:39902.1,39910.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 39922[10:MRR:39912.0,39917.0] || -> . % 3.57/3.78 39923[10:Spt:39922.0,39901.1,39904.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39924[10:Spt:39922.0,39901.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 39925[10:MRR:193.0,39924.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 39926[10:MRR:39903.0,39925.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 39931[10:MRR:108.1,39926.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 39932[10:MRR:39902.1,39931.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 39933[10:MRR:202.0,202.1,39924.0,39932.0] || -> . % 3.57/3.78 39937[9:Spt:39933.0,39889.2,39893.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 39938[9:Spt:39933.0,39889.0,39889.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 39939[10:Spt:39938.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 39940[10:MRR:184.1,39939.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 39941[10:MRR:187.1,39939.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 39944[10:MRR:188.1,39939.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 39945[10:MRR:39891.0,39940.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 39946[10:MRR:39892.0,39941.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 39947[10:MRR:39890.0,39944.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 39948[11:Spt:39945.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 39949[11:MRR:109.1,39948.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39950[11:MRR:108.1,39948.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 39955[11:MRR:39947.0,39949.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 39956[11:MRR:34.0,39955.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 39962[11:MRR:39946.0,39950.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 39968[11:MRR:39956.0,39962.0] || -> . % 3.57/3.78 39969[11:Spt:39968.0,39945.0,39948.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 39970[11:Spt:39968.0,39945.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 39971[11:MRR:25.1,39970.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 39972[11:MRR:39947.1,39971.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 39973[11:MRR:118.0,39972.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 39978[11:MRR:39946.0,39973.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 39979[11:MRR:24.0,24.1,39978.0,39970.0] || -> . % 3.57/3.78 39984[10:Spt:39979.0,39938.0,39939.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 39985[10:Spt:39979.0,39938.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 39986[10:MRR:100.1,39985.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 39987[10:MRR:39891.1,39986.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 39988[10:MRR:104.1,39985.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 39989[10:MRR:39890.1,39988.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 39990[10:MRR:103.1,39985.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 39991[10:MRR:39892.1,39990.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 39995[11:Spt:39987.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 39996[11:MRR:193.1,39995.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 39999[11:MRR:192.1,39995.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40000[11:MRR:39989.0,39996.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40006[11:MRR:34.0,40000.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40007[11:MRR:39991.0,39999.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40013[11:MRR:40006.0,40007.0] || -> . % 3.57/3.78 40014[11:Spt:40013.0,39987.0,39995.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40015[11:Spt:40013.0,39987.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40016[11:MRR:25.1,40015.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40017[11:MRR:39989.1,40016.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 40018[11:MRR:202.0,40017.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40021[11:MRR:39991.0,40018.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40026[11:MRR:24.0,24.1,40021.0,40015.0] || -> . % 3.57/3.78 40027[8:Spt:40026.0,39876.2,39881.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 40028[8:Spt:40026.0,39876.0,39876.1,39876.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 40029[9:Spt:40028.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 40030[9:MRR:191.0,40029.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 40031[9:MRR:200.1,40029.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 40032[9:MRR:199.1,40029.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 40034[9:MRR:186.0,40029.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 40035[9:MRR:39879.0,40030.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40036[9:MRR:39878.0,40031.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40037[9:MRR:39880.0,40032.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 40038[9:MRR:39877.0,40034.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40039[10:Spt:40035.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40040[10:MRR:100.0,40039.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40044[10:MRR:108.1,40039.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 40045[10:MRR:109.1,40039.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40046[10:MRR:40038.0,40040.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40047[10:MRR:40037.0,40044.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 40048[10:MRR:40036.0,40045.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40049[11:Spt:40046.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40052[11:MRR:48.1,40049.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40055[11:MRR:47.1,40049.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40056[11:MRR:40048.0,40052.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40058[11:MRR:34.0,40056.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40064[11:MRR:40047.0,40055.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40071[11:MRR:40058.0,40064.0] || -> . % 3.57/3.78 40072[11:Spt:40071.0,40046.0,40049.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40073[11:Spt:40071.0,40046.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40074[11:MRR:20.1,40073.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40075[11:MRR:40048.1,40074.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40080[11:MRR:62.0,40075.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40081[11:MRR:40047.0,40080.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40082[11:MRR:19.0,19.1,40081.0,40073.0] || -> . % 3.57/3.78 40088[10:Spt:40082.0,40035.0,40039.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40089[10:Spt:40082.0,40035.1,40035.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40090[11:Spt:40089.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40091[11:MRR:44.0,40090.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 40092[11:MRR:53.1,40090.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 40096[11:MRR:52.1,40090.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 40097[11:MRR:40038.1,40091.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 40098[11:MRR:40036.1,40092.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 40099[11:MRR:40037.1,40096.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 40100[12:Spt:40097.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40101[12:MRR:104.1,40100.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40102[12:MRR:103.1,40100.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 40106[12:MRR:40098.0,40101.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40112[12:MRR:34.0,40106.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40114[12:MRR:40099.0,40102.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40121[12:MRR:40112.0,40114.0] || -> . % 3.57/3.78 40122[12:Spt:40121.0,40097.0,40100.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40123[12:Spt:40121.0,40097.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40124[12:MRR:20.1,40123.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40125[12:MRR:40098.1,40124.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 40129[12:MRR:118.0,40125.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 40130[12:MRR:40099.0,40129.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40136[12:MRR:19.0,19.1,40130.0,40123.0] || -> . % 3.57/3.78 40137[11:Spt:40136.0,40089.0,40090.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 40138[11:Spt:40136.0,40089.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40139[11:MRR:25.1,40138.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 40140[11:MRR:40036.2,40139.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 40141[11:MRR:24.1,40138.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40142[11:MRR:40037.2,40141.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 40143[11:MRR:16.0,40138.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 40144[11:MRR:40038.2,40143.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 40149[12:Spt:40140.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 40150[12:MRR:104.0,40149.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40151[12:MRR:118.0,40149.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 40155[12:MRR:40144.0,40150.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40156[12:MRR:47.1,40155.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40161[12:MRR:40142.0,40151.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40166[12:MRR:40156.0,40161.0] || -> . % 3.57/3.78 40167[12:Spt:40166.0,40140.0,40149.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40168[12:Spt:40166.0,40140.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40169[12:MRR:48.0,40168.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40170[12:MRR:40144.1,40169.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40174[12:MRR:103.1,40170.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 40175[12:MRR:40142.0,40174.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40179[12:MRR:62.0,62.1,40168.0,40175.0] || -> . % 3.57/3.78 40180[9:Spt:40179.0,40028.0,40029.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 40181[9:Spt:40179.0,40028.1,40028.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 40182[10:Spt:40181.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 40183[10:MRR:116.1,40182.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40184[10:MRR:102.0,40182.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40185[10:MRR:115.1,40182.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 40188[10:MRR:107.0,40182.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40189[10:MRR:39878.1,40183.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40190[10:MRR:39877.1,40184.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40191[10:MRR:39880.1,40185.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 40192[10:MRR:39879.1,40188.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40193[11:Spt:40189.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 40194[11:MRR:193.0,40193.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 40196[11:MRR:202.0,40193.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 40197[11:MRR:188.0,40193.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 40198[11:MRR:40192.0,40194.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40199[11:MRR:40191.0,40196.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 40200[11:MRR:40190.0,40197.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40201[12:Spt:40198.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40202[12:MRR:52.1,40201.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40207[12:MRR:44.0,40201.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40208[12:MRR:40199.0,40202.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40215[12:MRR:19.0,40208.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 40216[12:MRR:40200.0,40207.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40223[12:MRR:40215.0,40216.0] || -> . % 3.57/3.78 40224[12:Spt:40223.0,40198.0,40201.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40225[12:Spt:40223.0,40198.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40226[12:MRR:24.1,40225.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40227[12:MRR:40199.1,40226.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40228[12:MRR:47.0,40227.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40233[12:MRR:40200.0,40228.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40238[12:MRR:16.0,16.1,40225.0,40233.0] || -> . % 3.57/3.78 40240[11:Spt:40238.0,40189.0,40193.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 40241[11:Spt:40238.0,40189.1,40189.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40242[12:Spt:40241.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40243[12:MRR:53.0,40242.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 40244[12:MRR:62.0,40242.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 40248[12:MRR:48.0,40242.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 40249[12:MRR:40192.1,40243.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 40250[12:MRR:40191.1,40244.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 40251[12:MRR:40190.1,40248.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.78 40252[13:Spt:40249.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 40253[13:MRR:192.1,40252.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40255[13:MRR:184.0,40252.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40256[13:MRR:40250.0,40253.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40258[13:MRR:19.0,40256.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 40264[13:MRR:40251.0,40255.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40271[13:MRR:40258.0,40264.0] || -> . % 3.57/3.78 40272[13:Spt:40271.0,40249.0,40252.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40273[13:Spt:40271.0,40249.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40274[13:MRR:24.1,40273.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 40275[13:MRR:40250.1,40274.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 40277[13:MRR:187.0,40275.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40278[13:MRR:40251.0,40277.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40280[13:MRR:16.0,16.1,40273.0,40278.0] || -> . % 3.57/3.78 40285[12:Spt:40280.0,40241.0,40242.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 40286[12:Spt:40280.0,40241.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40287[12:MRR:34.0,40286.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 40288[12:MRR:40191.2,40287.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 40289[12:MRR:20.0,40286.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 40290[12:MRR:40190.2,40289.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 40291[12:MRR:25.0,40286.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 40292[12:MRR:40192.2,40291.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 40297[13:Spt:40288.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 40298[13:MRR:192.0,40297.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40299[13:MRR:187.0,40297.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40301[13:MRR:40292.0,40298.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40302[13:MRR:44.0,40301.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40307[13:MRR:40290.0,40299.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40312[13:MRR:40302.0,40307.0] || -> . % 3.57/3.78 40313[13:Spt:40312.0,40288.0,40297.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40314[13:Spt:40312.0,40288.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40315[13:MRR:52.0,40314.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40316[13:MRR:40292.1,40315.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 40317[13:MRR:184.0,40316.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40319[13:MRR:40290.0,40317.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40323[13:MRR:47.0,47.1,40314.0,40319.0] || -> . % 3.57/3.78 40324[10:Spt:40323.0,40181.0,40182.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 40325[10:Spt:40323.0,40181.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40326[10:MRR:31.1,40325.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 40327[10:MRR:18.0,40325.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 40328[10:MRR:23.0,40325.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 40332[10:MRR:32.1,40325.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 40333[10:MRR:39878.3,40332.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 40334[10:MRR:39877.3,40327.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 40335[10:MRR:39880.3,40326.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 40336[10:MRR:39879.3,40328.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 40337[11:Spt:40333.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 40338[11:MRR:188.0,40337.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 40339[11:MRR:202.0,40337.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 40341[11:MRR:193.0,40337.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 40342[11:MRR:40334.0,40338.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 40343[11:MRR:40335.0,40339.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 40344[11:MRR:40336.0,40341.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 40345[12:Spt:40342.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40347[12:MRR:103.1,40345.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 40350[12:MRR:100.1,40345.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40351[12:MRR:40343.0,40347.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40352[12:MRR:52.0,40351.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40358[12:MRR:40344.0,40350.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40364[12:MRR:40352.0,40358.0] || -> . % 3.57/3.78 40365[12:Spt:40364.0,40342.0,40345.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40366[12:Spt:40364.0,40342.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40367[12:MRR:47.1,40366.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40368[12:MRR:40343.1,40367.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 40372[12:MRR:108.0,40368.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40373[12:MRR:40344.0,40372.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40375[12:MRR:44.0,44.1,40373.0,40366.0] || -> . % 3.57/3.78 40379[11:Spt:40375.0,40333.0,40337.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 40380[11:Spt:40375.0,40333.1,40333.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 40381[12:Spt:40380.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 40382[12:MRR:104.0,40381.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40383[12:MRR:118.0,40381.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 40386[12:MRR:109.0,40381.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40387[12:MRR:40334.1,40382.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 40388[12:MRR:40335.1,40383.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 40389[12:MRR:40336.1,40386.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 40390[13:Spt:40387.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 40391[13:MRR:187.1,40390.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40392[13:MRR:184.1,40390.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40394[13:MRR:40388.0,40391.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40400[13:MRR:52.0,40394.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40401[13:MRR:40389.0,40392.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40407[13:MRR:40400.0,40401.0] || -> . % 3.57/3.78 40408[13:Spt:40407.0,40387.0,40390.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40409[13:Spt:40407.0,40387.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40410[13:MRR:47.1,40409.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 40411[13:MRR:40388.1,40410.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 40413[13:MRR:192.0,40411.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40414[13:MRR:40389.0,40413.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40418[13:MRR:44.0,44.1,40414.0,40409.0] || -> . % 3.57/3.78 40420[12:Spt:40418.0,40380.0,40381.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40421[12:Spt:40418.0,40380.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40422[12:MRR:62.0,40421.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 40423[12:MRR:40335.2,40422.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.78 40424[12:MRR:53.0,40421.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40425[12:MRR:40336.2,40424.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 40426[12:MRR:48.0,40421.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40427[12:MRR:40334.2,40426.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 40431[13:Spt:40423.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 40432[13:MRR:187.0,40431.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 40433[13:MRR:192.0,40431.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40435[13:MRR:40427.0,40432.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40436[13:MRR:100.1,40435.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40440[13:MRR:40425.0,40433.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40444[13:MRR:40436.0,40440.0] || -> . % 3.57/3.78 40445[13:Spt:40444.0,40423.0,40431.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 40446[13:Spt:40444.0,40423.1] || -> pigeon_6_in_hole_4*. % 3.57/3.78 40447[13:MRR:103.0,40446.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40448[13:MRR:40427.1,40447.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 40450[13:MRR:184.1,40448.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 40451[13:MRR:40425.0,40450.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40454[13:MRR:108.0,108.1,40446.0,40451.0] || -> . % 3.57/3.78 40455[7:Spt:40454.0,39862.2,39868.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 40456[7:Spt:40454.0,39862.0,39862.1,39862.3,39862.4] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 40457[8:Spt:40456.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 40458[8:MRR:196.1,40457.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 40459[8:MRR:185.0,40457.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 40460[8:MRR:190.0,40457.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 40461[8:MRR:197.1,40457.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 40462[8:MRR:195.1,40457.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 40463[8:MRR:39867.0,40458.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 40464[8:MRR:39863.0,40459.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40465[8:MRR:39866.0,40460.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40466[8:MRR:39864.0,40461.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40467[8:MRR:39865.0,40462.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 40468[9:Spt:40463.2] || -> pigeon_6_in_hole_2*. % 3.57/3.78 40469[9:MRR:62.1,40468.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 40470[9:MRR:47.0,40468.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 40471[9:MRR:52.0,40468.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 40475[9:MRR:59.0,40468.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 40476[9:MRR:40466.2,40469.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 40477[9:MRR:40464.2,40470.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 40478[9:MRR:40465.2,40471.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 40479[9:MRR:40467.2,40475.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 40480[10:Spt:40476.2] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40482[10:MRR:20.0,40480.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 40483[10:MRR:25.0,40480.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 40487[10:MRR:32.0,40480.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 40488[10:MRR:40477.2,40482.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 40489[10:MRR:40478.2,40483.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 40490[10:MRR:40479.2,40487.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 40491[11:Spt:40488.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40495[11:MRR:100.1,40491.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40497[11:MRR:102.1,40491.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40498[11:MRR:40489.0,40495.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 40499[11:MRR:79.1,40498.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40505[11:MRR:40490.0,40497.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 40511[11:MRR:40499.0,40505.0] || -> . % 3.57/3.78 40512[11:Spt:40511.0,40488.0,40491.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40513[11:Spt:40511.0,40488.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 40514[11:MRR:72.1,40513.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 40515[11:MRR:40489.1,40514.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40520[11:MRR:107.1,40515.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40521[11:MRR:40490.0,40520.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 40525[11:MRR:74.0,74.1,40521.0,40513.0] || -> . % 3.57/3.78 40527[10:Spt:40525.0,40476.2,40480.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 40528[10:Spt:40525.0,40476.0,40476.1] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 40529[11:Spt:40528.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 40530[11:MRR:104.0,40529.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40531[11:MRR:109.0,40529.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40535[11:MRR:116.0,40529.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 40536[11:MRR:40477.0,40530.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 40537[11:MRR:40478.0,40531.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 40538[11:MRR:40479.0,40535.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 40539[12:Spt:40536.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 40540[12:MRR:72.1,40539.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 40541[12:MRR:74.1,40539.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40546[12:MRR:40537.0,40540.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40549[12:MRR:23.1,40546.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40553[12:MRR:40538.0,40541.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40559[12:MRR:40549.0,40553.0] || -> . % 3.57/3.78 40560[12:Spt:40559.0,40536.0,40539.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 40561[12:Spt:40559.0,40536.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40562[12:MRR:16.1,40561.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 40563[12:MRR:40537.1,40562.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 40568[12:MRR:79.1,40563.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40569[12:MRR:40538.0,40568.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40573[12:MRR:18.0,18.1,40569.0,40561.0] || -> . % 3.57/3.78 40575[11:Spt:40573.0,40528.0,40529.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40576[11:Spt:40573.0,40528.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 40577[11:MRR:76.0,40576.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 40578[11:MRR:40477.1,40577.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 40579[11:MRR:81.0,40576.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 40580[11:MRR:40478.1,40579.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 40581[11:MRR:88.0,40576.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40582[11:MRR:40479.1,40581.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 40586[12:Spt:40578.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40587[12:MRR:102.1,40586.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40588[12:MRR:100.1,40586.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40592[12:MRR:40582.0,40587.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40593[12:MRR:23.0,40592.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 40599[12:MRR:40580.0,40588.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40605[12:MRR:40593.0,40599.0] || -> . % 3.57/3.78 40606[12:Spt:40605.0,40578.0,40586.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40607[12:Spt:40605.0,40578.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40608[12:MRR:18.1,40607.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40609[12:MRR:40582.1,40608.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 40610[12:MRR:107.0,40609.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 40614[12:MRR:40580.0,40610.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40619[12:MRR:16.0,16.1,40614.0,40607.0] || -> . % 3.57/3.78 40620[9:Spt:40619.0,40463.2,40468.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 40621[9:Spt:40619.0,40463.0,40463.1,40463.3] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 40622[10:Spt:40621.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 40623[10:MRR:103.0,40622.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40624[10:MRR:115.0,40622.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 40625[10:MRR:108.0,40622.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40628[10:MRR:118.1,40622.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40629[10:MRR:40464.0,40623.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40630[10:MRR:40467.0,40624.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 40631[10:MRR:40465.0,40625.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40632[10:MRR:40466.0,40628.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40633[11:Spt:40629.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 40634[11:MRR:76.1,40633.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 40638[11:MRR:74.1,40633.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 40639[11:MRR:72.1,40633.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 40640[11:MRR:40632.0,40634.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40641[11:MRR:40630.0,40638.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 40642[11:MRR:40631.0,40639.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40643[12:Spt:40640.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40644[12:MRR:53.0,40643.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 40649[12:MRR:60.0,40643.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 40650[12:MRR:40642.0,40644.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40651[12:MRR:23.1,40650.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40658[12:MRR:40641.0,40649.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40665[12:MRR:40651.0,40658.0] || -> . % 3.57/3.78 40666[12:Spt:40665.0,40640.0,40643.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40667[12:Spt:40665.0,40640.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40668[12:MRR:25.0,40667.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 40669[12:MRR:40642.1,40668.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40674[12:MRR:51.1,40669.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 40675[12:MRR:40641.0,40674.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40676[12:MRR:32.0,32.1,40667.0,40675.0] || -> . % 3.57/3.78 40682[11:Spt:40676.0,40629.0,40633.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 40683[11:Spt:40676.0,40629.1,40629.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40684[12:Spt:40683.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40685[12:MRR:48.1,40684.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 40686[12:MRR:44.1,40684.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 40690[12:MRR:46.1,40684.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 40691[12:MRR:40632.1,40685.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 40692[12:MRR:40631.1,40686.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 40693[12:MRR:40630.1,40690.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 40694[13:Spt:40691.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 40695[13:MRR:81.0,40694.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 40696[13:MRR:88.0,40694.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40700[13:MRR:40692.0,40695.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40707[13:MRR:23.1,40700.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40708[13:MRR:40693.0,40696.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40715[13:MRR:40707.0,40708.0] || -> . % 3.57/3.78 40716[13:Spt:40715.0,40691.0,40694.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 40717[13:Spt:40715.0,40691.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40718[13:MRR:25.0,40717.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 40719[13:MRR:40692.1,40718.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 40723[13:MRR:79.1,40719.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40724[13:MRR:40693.0,40723.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40730[13:MRR:32.0,32.1,40717.0,40724.0] || -> . % 3.57/3.78 40731[12:Spt:40730.0,40683.0,40684.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 40732[12:Spt:40730.0,40683.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40733[12:MRR:16.1,40732.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 40734[12:MRR:40631.2,40733.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 40735[12:MRR:18.1,40732.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40736[12:MRR:40630.2,40735.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 40737[12:MRR:20.1,40732.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40738[12:MRR:40632.2,40737.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 40743[13:Spt:40734.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 40744[13:MRR:81.1,40743.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 40745[13:MRR:79.1,40743.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40749[13:MRR:40738.0,40744.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40750[13:MRR:60.0,40749.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 40755[13:MRR:40736.0,40745.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 40760[13:MRR:40750.0,40755.0] || -> . % 3.57/3.78 40761[13:Spt:40760.0,40734.0,40743.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 40762[13:Spt:40760.0,40734.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40763[13:MRR:53.1,40762.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40764[13:MRR:40738.1,40763.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 40768[13:MRR:88.0,40764.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40769[13:MRR:40736.0,40768.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 40773[13:MRR:51.0,51.1,40769.0,40762.0] || -> . % 3.57/3.78 40774[10:Spt:40773.0,40621.0,40622.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 40775[10:Spt:40773.0,40621.1,40621.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 40776[11:Spt:40775.0] || -> pigeon_6_in_hole_3*. % 3.57/3.78 40777[11:MRR:80.0,40776.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 40778[11:MRR:90.1,40776.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 40779[11:MRR:87.0,40776.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 40782[11:MRR:75.0,40776.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 40783[11:MRR:40465.1,40777.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40784[11:MRR:40466.1,40778.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40785[11:MRR:40467.1,40779.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 40786[11:MRR:40464.1,40782.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40787[12:Spt:40783.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40788[12:MRR:100.0,40787.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40789[12:MRR:107.1,40787.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 40792[12:MRR:109.1,40787.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40793[12:MRR:40786.0,40788.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 40794[12:MRR:40785.0,40789.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 40795[12:MRR:40784.0,40792.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 40796[13:Spt:40793.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40797[13:MRR:46.1,40796.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 40802[13:MRR:48.1,40796.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40803[13:MRR:40794.0,40797.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40810[13:MRR:32.1,40803.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40811[13:MRR:40795.0,40802.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40818[13:MRR:40810.0,40811.0] || -> . % 3.57/3.78 40819[13:Spt:40818.0,40793.0,40796.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40820[13:Spt:40818.0,40793.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40821[13:MRR:18.1,40820.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40822[13:MRR:40794.1,40821.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 40823[13:MRR:60.1,40822.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40828[13:MRR:40795.0,40823.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40833[13:MRR:20.0,20.1,40828.0,40820.0] || -> . % 3.57/3.78 40835[12:Spt:40833.0,40783.0,40787.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40836[12:Spt:40833.0,40783.1,40783.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 40837[13:Spt:40836.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 40838[13:MRR:44.0,40837.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 40839[13:MRR:51.1,40837.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 40843[13:MRR:53.1,40837.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 40844[13:MRR:40786.1,40838.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 40845[13:MRR:40785.1,40839.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 40846[13:MRR:40784.1,40843.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 40847[14:Spt:40844.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40850[14:MRR:102.1,40847.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40851[14:MRR:104.1,40847.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40852[14:MRR:40845.0,40850.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 40854[14:MRR:32.1,40852.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40860[14:MRR:40846.0,40851.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40867[14:MRR:40854.0,40860.0] || -> . % 3.57/3.78 40868[14:Spt:40867.0,40844.0,40847.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40869[14:Spt:40867.0,40844.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 40870[14:MRR:18.1,40869.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 40871[14:MRR:40845.1,40870.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 40874[14:MRR:116.1,40871.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40875[14:MRR:40846.0,40874.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 40877[14:MRR:20.0,20.1,40875.0,40869.0] || -> . % 3.57/3.78 40882[13:Spt:40877.0,40836.0,40837.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 40883[13:Spt:40877.0,40836.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 40884[13:MRR:23.1,40883.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 40885[13:MRR:40785.2,40884.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 40886[13:MRR:25.1,40883.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 40887[13:MRR:40784.2,40886.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 40888[13:MRR:16.0,40883.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 40889[13:MRR:40786.2,40888.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 40894[14:Spt:40885.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 40895[14:MRR:102.0,40894.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40896[14:MRR:116.1,40894.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40899[14:MRR:40889.0,40895.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40900[14:MRR:48.1,40899.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 40905[14:MRR:40887.0,40896.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40910[14:MRR:40900.0,40905.0] || -> . % 3.57/3.78 40911[14:Spt:40910.0,40885.0,40894.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40912[14:Spt:40910.0,40885.1] || -> pigeon_5_in_hole_2*. % 3.57/3.78 40913[14:MRR:46.0,40912.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40914[14:MRR:40889.1,40913.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 40915[14:MRR:104.1,40914.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 40918[14:MRR:40887.0,40915.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40922[14:MRR:60.0,60.1,40918.0,40912.0] || -> . % 3.57/3.78 40923[11:Spt:40922.0,40775.0,40776.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 40924[11:Spt:40922.0,40775.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 40925[11:MRR:31.0,40924.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 40926[11:MRR:34.1,40924.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 40927[11:MRR:19.0,40924.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 40931[11:MRR:24.0,40924.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 40932[11:MRR:40465.3,40931.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 40933[11:MRR:40466.3,40926.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 40934[11:MRR:40467.3,40925.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 40935[11:MRR:40464.3,40927.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 40936[12:Spt:40932.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 40937[12:MRR:109.1,40936.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 40940[12:MRR:107.1,40936.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 40941[12:MRR:100.0,40936.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 40942[12:MRR:40933.0,40937.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 40943[12:MRR:40934.0,40940.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 40944[12:MRR:40935.0,40941.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 40945[13:Spt:40942.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 40947[13:MRR:88.0,40945.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 40950[13:MRR:76.0,40945.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 40951[13:MRR:40943.0,40947.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 40952[13:MRR:46.0,40951.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 40958[13:MRR:40944.0,40950.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40964[13:MRR:40952.0,40958.0] || -> . % 3.57/3.78 40965[13:Spt:40964.0,40942.0,40945.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 40966[13:Spt:40964.0,40942.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 40967[13:MRR:60.0,40966.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 40968[13:MRR:40943.1,40967.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 40972[13:MRR:74.0,40968.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 40973[13:MRR:40944.0,40972.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 40975[13:MRR:48.0,48.1,40966.0,40973.0] || -> . % 3.57/3.78 40979[12:Spt:40975.0,40932.0,40936.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 40980[12:Spt:40975.0,40932.1,40932.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 40981[13:Spt:40980.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 40982[13:MRR:81.1,40981.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 40983[13:MRR:79.1,40981.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 40986[13:MRR:72.0,40981.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 40987[13:MRR:40933.1,40982.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 40988[13:MRR:40934.1,40983.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 40989[13:MRR:40935.1,40986.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 40990[14:Spt:40987.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 40991[14:MRR:116.0,40990.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 40992[14:MRR:104.0,40990.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 40995[14:MRR:40988.0,40991.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 41001[14:MRR:46.0,40995.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41002[14:MRR:40989.0,40992.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41008[14:MRR:41001.0,41002.0] || -> . % 3.57/3.78 41009[14:Spt:41008.0,40987.0,40990.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 41010[14:Spt:41008.0,40987.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 41011[14:MRR:60.0,41010.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 41012[14:MRR:40988.1,41011.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 41015[14:MRR:102.0,41012.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41016[14:MRR:40989.0,41015.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41020[14:MRR:48.0,48.1,41010.0,41016.0] || -> . % 3.57/3.78 41022[13:Spt:41020.0,40980.0,40981.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41023[13:Spt:41020.0,40980.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41024[13:MRR:51.1,41023.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 41025[13:MRR:40934.2,41024.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 41026[13:MRR:44.0,41023.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41027[13:MRR:40935.2,41026.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 41028[13:MRR:53.1,41023.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 41029[13:MRR:40933.2,41028.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 41033[14:Spt:41025.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 41034[14:MRR:116.1,41033.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 41035[14:MRR:102.0,41033.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41038[14:MRR:41029.0,41034.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41039[14:MRR:76.0,41038.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41043[14:MRR:41027.0,41035.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41047[14:MRR:41039.0,41043.0] || -> . % 3.57/3.78 41048[14:Spt:41047.0,41025.0,41033.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 41049[14:Spt:41047.0,41025.1] || -> pigeon_5_in_hole_3*. % 3.57/3.78 41050[14:MRR:88.1,41049.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41051[14:MRR:41029.1,41050.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 41054[14:MRR:104.0,41051.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41055[14:MRR:41027.0,41054.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41058[14:MRR:74.0,74.1,41049.0,41055.0] || -> . % 3.57/3.78 41059[8:Spt:41058.0,40456.0,40457.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 41060[8:Spt:41058.0,40456.1,40456.2,40456.3] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 41061[9:Spt:41060.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 41062[9:MRR:111.1,41061.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 41063[9:MRR:113.1,41061.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 41064[9:MRR:101.0,41061.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 41066[9:MRR:106.0,41061.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 41067[9:MRR:112.1,41061.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 41068[9:MRR:39865.1,41062.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 41069[9:MRR:39864.1,41063.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 41070[9:MRR:39863.1,41064.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 41071[9:MRR:39866.1,41066.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 41072[9:MRR:39867.1,41067.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 41073[10:Spt:41068.2] || -> pigeon_5_in_hole_2*. % 3.57/3.78 41074[10:MRR:51.0,41073.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 41075[10:MRR:60.1,41073.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 41076[10:MRR:46.0,41073.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 41080[10:MRR:59.1,41073.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 41081[10:MRR:41071.2,41074.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41082[10:MRR:41069.2,41075.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41083[10:MRR:41070.2,41076.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41084[10:MRR:41072.2,41080.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 41085[11:Spt:41081.2] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41087[11:MRR:25.1,41085.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 41088[11:MRR:16.0,41085.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 41092[11:MRR:24.1,41085.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 41093[11:MRR:41082.2,41087.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.78 41094[11:MRR:41083.2,41088.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.78 41095[11:MRR:41084.2,41092.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.78 41096[12:Spt:41093.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41100[12:MRR:76.0,41096.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41102[12:MRR:90.0,41096.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41103[12:MRR:41094.1,41100.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41104[12:MRR:187.1,41103.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41108[12:MRR:41095.1,41102.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41112[12:MRR:41104.0,41108.0] || -> . % 3.57/3.78 41113[12:Spt:41112.0,41093.1,41096.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41114[12:Spt:41112.0,41093.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41115[12:MRR:188.0,41114.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41116[12:MRR:41094.0,41115.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41121[12:MRR:75.1,41116.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41122[12:MRR:41095.1,41121.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41124[12:MRR:202.0,202.1,41114.0,41122.0] || -> . % 3.57/3.78 41126[11:Spt:41124.0,41081.2,41085.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 41127[11:Spt:41124.0,41081.0,41081.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 41128[12:Spt:41127.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 41129[12:MRR:184.0,41128.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41130[12:MRR:192.1,41128.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 41131[12:MRR:193.1,41128.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41133[12:MRR:41083.0,41129.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41134[12:MRR:41084.0,41130.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 41135[12:MRR:41082.0,41131.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41136[13:Spt:41133.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41137[13:MRR:76.1,41136.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41138[13:MRR:75.1,41136.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41143[13:MRR:41135.0,41137.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41145[13:MRR:34.0,41143.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41150[13:MRR:41134.0,41138.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41156[13:MRR:41145.0,41150.0] || -> . % 3.57/3.78 41157[13:Spt:41156.0,41133.0,41136.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41158[13:Spt:41156.0,41133.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41159[13:MRR:20.1,41158.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 41160[13:MRR:41135.1,41159.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41161[13:MRR:90.0,41160.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41166[13:MRR:41134.0,41161.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41170[13:MRR:19.0,19.1,41166.0,41158.0] || -> . % 3.57/3.78 41172[12:Spt:41170.0,41127.0,41128.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41173[12:Spt:41170.0,41127.1] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41174[12:MRR:72.0,41173.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41175[12:MRR:41083.1,41174.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.78 41176[12:MRR:81.1,41173.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41177[12:MRR:41082.1,41176.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 41178[12:MRR:80.1,41173.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41179[12:MRR:41084.1,41178.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 41183[13:Spt:41175.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41184[13:MRR:188.1,41183.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 41186[13:MRR:187.1,41183.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41187[13:MRR:41177.0,41184.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41192[13:MRR:34.0,41187.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41194[13:MRR:41179.0,41186.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41200[13:MRR:41192.0,41194.0] || -> . % 3.57/3.78 41201[13:Spt:41200.0,41175.0,41183.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41202[13:Spt:41200.0,41175.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41203[13:MRR:20.1,41202.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 41204[13:MRR:41177.1,41203.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41205[13:MRR:202.0,41204.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41207[13:MRR:41179.0,41205.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41209[13:MRR:19.0,19.1,41207.0,41202.0] || -> . % 3.57/3.78 41213[10:Spt:41209.0,41068.2,41073.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 41214[10:Spt:41209.0,41068.0,41068.1,41068.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41215[11:Spt:41214.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 41216[11:MRR:186.0,41215.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41217[11:MRR:200.1,41215.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41218[11:MRR:199.1,41215.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 41219[11:MRR:191.0,41215.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41220[11:MRR:41070.0,41216.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 41221[11:MRR:41069.0,41217.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 41222[11:MRR:41072.0,41218.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 41223[11:MRR:41071.0,41219.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 41224[12:Spt:41220.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41225[12:MRR:72.1,41224.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41229[12:MRR:75.1,41224.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 41230[12:MRR:76.1,41224.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41231[12:MRR:41223.0,41225.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 41232[12:MRR:41222.0,41229.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 41233[12:MRR:41221.0,41230.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 41234[13:Spt:41231.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41236[13:MRR:53.1,41234.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 41240[13:MRR:52.1,41234.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41241[13:MRR:41233.0,41236.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41244[13:MRR:34.0,41241.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41249[13:MRR:41232.0,41240.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41256[13:MRR:41244.0,41249.0] || -> . % 3.57/3.78 41257[13:Spt:41256.0,41231.0,41234.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41258[13:Spt:41256.0,41231.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41259[13:MRR:25.1,41258.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 41260[13:MRR:41233.1,41259.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 41265[13:MRR:62.0,41260.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41266[13:MRR:41232.0,41265.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41267[13:MRR:24.0,24.1,41266.0,41258.0] || -> . % 3.57/3.78 41273[12:Spt:41267.0,41220.0,41224.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41274[12:Spt:41267.0,41220.1,41220.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 41275[13:Spt:41274.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41276[13:MRR:44.1,41275.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 41277[13:MRR:48.1,41275.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 41281[13:MRR:47.1,41275.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 41282[13:MRR:41223.1,41276.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41283[13:MRR:41221.1,41277.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41284[13:MRR:41222.1,41281.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 41285[14:Spt:41282.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41286[14:MRR:81.1,41285.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41287[14:MRR:80.1,41285.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41291[14:MRR:41283.0,41286.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41296[14:MRR:34.0,41291.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41299[14:MRR:41284.0,41287.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41306[14:MRR:41296.0,41299.0] || -> . % 3.57/3.78 41307[14:Spt:41306.0,41282.0,41285.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41308[14:Spt:41306.0,41282.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41309[14:MRR:25.1,41308.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 41310[14:MRR:41283.1,41309.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41314[14:MRR:90.0,41310.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41315[14:MRR:41284.0,41314.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41321[14:MRR:24.0,24.1,41315.0,41308.0] || -> . % 3.57/3.78 41322[13:Spt:41321.0,41274.0,41275.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 41323[13:Spt:41321.0,41274.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41324[13:MRR:20.1,41323.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 41325[13:MRR:41221.2,41324.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 41326[13:MRR:19.1,41323.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41327[13:MRR:41222.2,41326.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.78 41328[13:MRR:16.1,41323.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41329[13:MRR:41223.2,41328.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 41334[14:Spt:41325.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41335[14:MRR:81.0,41334.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41336[14:MRR:90.0,41334.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41340[14:MRR:41329.0,41335.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41341[14:MRR:52.1,41340.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41346[14:MRR:41327.0,41336.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41351[14:MRR:41341.0,41346.0] || -> . % 3.57/3.78 41352[14:Spt:41351.0,41325.0,41334.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41353[14:Spt:41351.0,41325.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 41354[14:MRR:53.0,41353.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41355[14:MRR:41329.1,41354.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41359[14:MRR:80.1,41355.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41360[14:MRR:41327.0,41359.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41364[14:MRR:62.0,62.1,41353.0,41360.0] || -> . % 3.57/3.78 41365[11:Spt:41364.0,41214.0,41215.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 41366[11:Spt:41364.0,41214.1,41214.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41367[12:Spt:41366.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 41368[12:MRR:88.1,41367.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41369[12:MRR:79.0,41367.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41370[12:MRR:87.1,41367.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 41373[12:MRR:74.0,41367.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41374[12:MRR:41069.1,41368.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 41375[12:MRR:41071.1,41369.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 41376[12:MRR:41072.1,41370.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 41377[12:MRR:41070.1,41373.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 41378[13:Spt:41374.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41379[13:MRR:188.0,41378.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41380[13:MRR:202.0,41378.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 41381[13:MRR:193.0,41378.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41382[13:MRR:41377.0,41379.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 41383[13:MRR:41376.0,41380.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 41384[13:MRR:41375.0,41381.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 41385[14:Spt:41382.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41386[14:MRR:47.1,41385.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41391[14:MRR:44.1,41385.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41392[14:MRR:41383.0,41386.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41399[14:MRR:24.0,41392.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41400[14:MRR:41384.0,41391.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41407[14:MRR:41399.0,41400.0] || -> . % 3.57/3.78 41408[14:Spt:41407.0,41382.0,41385.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41409[14:Spt:41407.0,41382.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41410[14:MRR:19.1,41409.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41411[14:MRR:41383.1,41410.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41412[14:MRR:52.0,41411.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41417[14:MRR:41384.0,41412.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41422[14:MRR:16.0,16.1,41417.0,41409.0] || -> . % 3.57/3.78 41424[13:Spt:41422.0,41374.0,41378.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41425[13:Spt:41422.0,41374.1,41374.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 41426[14:Spt:41425.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 41427[14:MRR:48.0,41426.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 41428[14:MRR:62.0,41426.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 41432[14:MRR:53.0,41426.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 41433[14:MRR:41377.1,41427.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.78 41434[14:MRR:41376.1,41428.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 41435[14:MRR:41375.1,41432.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 41436[15:Spt:41433.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41437[15:MRR:187.1,41436.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41438[15:MRR:184.1,41436.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41439[15:MRR:41434.0,41437.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41441[15:MRR:24.0,41439.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41447[15:MRR:41435.0,41438.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41454[15:MRR:41441.0,41447.0] || -> . % 3.57/3.78 41455[15:Spt:41454.0,41433.0,41436.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41456[15:Spt:41454.0,41433.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41457[15:MRR:19.1,41456.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 41458[15:MRR:41434.1,41457.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41459[15:MRR:192.0,41458.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41460[15:MRR:41435.0,41459.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41462[15:MRR:16.0,16.1,41460.0,41456.0] || -> . % 3.57/3.78 41467[14:Spt:41462.0,41425.0,41426.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 41468[14:Spt:41462.0,41425.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41469[14:MRR:34.0,41468.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 41470[14:MRR:41376.2,41469.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 41471[14:MRR:25.0,41468.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41472[14:MRR:41375.2,41471.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 41473[14:MRR:20.0,41468.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 41474[14:MRR:41377.2,41473.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 41479[15:Spt:41470.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41480[15:MRR:187.0,41479.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41481[15:MRR:192.0,41479.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41482[15:MRR:41474.0,41480.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41483[15:MRR:44.1,41482.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41488[15:MRR:41472.0,41481.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41493[15:MRR:41483.0,41488.0] || -> . % 3.57/3.78 41494[15:Spt:41493.0,41470.0,41479.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41495[15:Spt:41493.0,41470.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41496[15:MRR:47.0,41495.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41497[15:MRR:41474.1,41496.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41498[15:MRR:184.1,41497.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41499[15:MRR:41472.0,41498.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41503[15:MRR:52.0,52.1,41495.0,41499.0] || -> . % 3.57/3.78 41504[12:Spt:41503.0,41366.0,41367.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 41505[12:Spt:41503.0,41366.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41506[12:MRR:31.1,41505.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 41507[12:MRR:23.0,41505.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 41508[12:MRR:18.0,41505.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 41512[12:MRR:32.1,41505.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 41513[12:MRR:41069.3,41512.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 41514[12:MRR:41071.3,41507.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 41515[12:MRR:41072.3,41506.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.78 41516[12:MRR:41070.3,41508.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 41517[13:Spt:41513.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41518[13:MRR:193.0,41517.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41519[13:MRR:202.0,41517.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 41520[13:MRR:188.0,41517.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41521[13:MRR:41514.0,41518.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 41522[13:MRR:41515.0,41519.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.78 41523[13:MRR:41516.0,41520.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 41524[14:Spt:41521.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41526[14:MRR:80.1,41524.0] || pigeon_6_in_hole_3* -> . % 3.57/3.78 41529[14:MRR:72.0,41524.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41530[14:MRR:41522.0,41526.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41531[14:MRR:47.0,41530.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41537[14:MRR:41523.0,41529.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41543[14:MRR:41531.0,41537.0] || -> . % 3.57/3.78 41544[14:Spt:41543.0,41521.0,41524.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41545[14:Spt:41543.0,41521.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41546[14:MRR:52.1,41545.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41547[14:MRR:41522.1,41546.0] || -> pigeon_6_in_hole_3*. % 3.57/3.78 41551[14:MRR:75.0,41547.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41552[14:MRR:41523.0,41551.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41554[14:MRR:44.0,44.1,41545.0,41552.0] || -> . % 3.57/3.78 41558[13:Spt:41554.0,41513.0,41517.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41559[13:Spt:41554.0,41513.1,41513.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 41560[14:Spt:41559.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41561[14:MRR:81.0,41560.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41562[14:MRR:90.0,41560.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 41565[14:MRR:76.0,41560.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41566[14:MRR:41514.1,41561.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 41567[14:MRR:41515.1,41562.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 41568[14:MRR:41516.1,41565.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 41569[15:Spt:41566.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 41570[15:MRR:192.1,41569.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41571[15:MRR:184.0,41569.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41572[15:MRR:41567.0,41570.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 41578[15:MRR:47.0,41572.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41579[15:MRR:41568.0,41571.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41585[15:MRR:41578.0,41579.0] || -> . % 3.57/3.78 41586[15:Spt:41585.0,41566.0,41569.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41587[15:Spt:41585.0,41566.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 41588[15:MRR:52.1,41587.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 41589[15:MRR:41567.1,41588.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41590[15:MRR:187.0,41589.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41591[15:MRR:41568.0,41590.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 41595[15:MRR:44.0,44.1,41587.0,41591.0] || -> . % 3.57/3.78 41597[14:Spt:41595.0,41559.0,41560.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41598[14:Spt:41595.0,41559.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 41599[14:MRR:62.0,41598.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 41600[14:MRR:41515.2,41599.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.78 41601[14:MRR:48.0,41598.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 41602[14:MRR:41516.2,41601.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.78 41603[14:MRR:53.0,41598.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 41604[14:MRR:41514.2,41603.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 41608[15:Spt:41600.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41609[15:MRR:192.0,41608.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41610[15:MRR:187.0,41608.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41611[15:MRR:41604.0,41609.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41612[15:MRR:72.0,41611.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41616[15:MRR:41602.0,41610.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41620[15:MRR:41612.0,41616.0] || -> . % 3.57/3.78 41621[15:Spt:41620.0,41600.0,41608.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 41622[15:Spt:41620.0,41600.1] || -> pigeon_6_in_hole_3*. % 3.57/3.78 41623[15:MRR:80.0,41622.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41624[15:MRR:41604.1,41623.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 41625[15:MRR:184.0,41624.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41626[15:MRR:41602.0,41625.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41629[15:MRR:75.0,75.1,41622.0,41626.0] || -> . % 3.57/3.78 41630[9:Spt:41629.0,41060.0,41061.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 41631[9:Spt:41629.0,41060.1,41060.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 41632[10:Spt:41631.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 41633[10:MRR:56.1,41632.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 41634[10:MRR:45.0,41632.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 41635[10:MRR:50.0,41632.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 41636[10:MRR:57.1,41632.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 41639[10:MRR:55.1,41632.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 41640[10:MRR:39867.3,41633.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.78 41641[10:MRR:39863.3,41634.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41642[10:MRR:39866.3,41635.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41643[10:MRR:39864.3,41636.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41644[10:MRR:39865.3,41639.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41645[11:Spt:41640.3] || -> pigeon_6_in_hole_1*. % 3.57/3.78 41646[11:MRR:31.0,41645.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 41647[11:MRR:34.1,41645.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 41648[11:MRR:19.0,41645.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 41652[11:MRR:24.0,41645.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 41653[11:MRR:41644.3,41646.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 41654[11:MRR:41643.3,41647.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 41655[11:MRR:41641.3,41648.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 41656[11:MRR:41642.3,41652.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 41657[12:Spt:41653.2] || -> pigeon_5_in_hole_3*. % 3.57/3.78 41658[12:MRR:74.0,41657.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41662[12:MRR:79.0,41657.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41663[12:MRR:88.1,41657.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41664[12:MRR:41655.2,41658.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 41665[12:MRR:41656.2,41662.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 41666[12:MRR:41654.2,41663.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 41667[13:Spt:41664.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 41669[13:MRR:104.1,41667.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 41671[13:MRR:100.1,41667.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41673[13:MRR:41666.1,41669.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41676[13:MRR:193.0,41673.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41678[13:MRR:41665.1,41671.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 41682[13:MRR:41676.0,41678.0] || -> . % 3.57/3.78 41683[13:Spt:41682.0,41664.1,41667.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41684[13:Spt:41682.0,41664.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41685[13:MRR:188.1,41684.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 41686[13:MRR:41666.0,41685.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 41689[13:MRR:109.0,41686.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41691[13:MRR:41665.1,41689.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 41693[13:MRR:184.0,184.1,41691.0,41684.0] || -> . % 3.57/3.78 41695[12:Spt:41693.0,41653.2,41657.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 41696[12:Spt:41693.0,41653.0,41653.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.78 41697[13:Spt:41696.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 41698[13:MRR:200.1,41697.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41699[13:MRR:191.0,41697.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41700[13:MRR:186.0,41697.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41702[13:MRR:41654.0,41698.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 41703[13:MRR:41656.0,41699.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 41704[13:MRR:41655.0,41700.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 41705[14:Spt:41702.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 41706[14:MRR:104.0,41705.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41708[14:MRR:109.0,41705.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41711[14:MRR:41704.0,41706.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41712[14:MRR:72.1,41711.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41717[14:MRR:41703.0,41708.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41722[14:MRR:41712.0,41717.0] || -> . % 3.57/3.78 41723[14:Spt:41722.0,41702.0,41705.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 41724[14:Spt:41722.0,41702.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41725[14:MRR:76.0,41724.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41726[14:MRR:41704.1,41725.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 41728[14:MRR:100.1,41726.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41731[14:MRR:41703.0,41728.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41732[14:MRR:81.0,81.1,41724.0,41731.0] || -> . % 3.57/3.78 41736[13:Spt:41732.0,41696.0,41697.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 41737[13:Spt:41732.0,41696.1] || -> pigeon_5_in_hole_4*. % 3.57/3.78 41738[13:MRR:116.1,41737.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 41739[13:MRR:41654.1,41738.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.78 41740[13:MRR:102.0,41737.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41741[13:MRR:41655.1,41740.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.57/3.78 41743[13:MRR:107.0,41737.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41744[13:MRR:41656.1,41743.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 41746[14:Spt:41739.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41747[14:MRR:188.0,41746.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 41748[14:MRR:193.0,41746.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41750[14:MRR:41741.0,41747.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41755[14:MRR:72.1,41750.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41756[14:MRR:41744.0,41748.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41761[14:MRR:41755.0,41756.0] || -> . % 3.57/3.78 41762[14:Spt:41761.0,41739.0,41746.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 41763[14:Spt:41761.0,41739.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41764[14:MRR:76.0,41763.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41765[14:MRR:41741.1,41764.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41766[14:MRR:184.1,41765.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41768[14:MRR:41744.0,41766.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41772[14:MRR:81.0,81.1,41763.0,41768.0] || -> . % 3.57/3.78 41773[11:Spt:41772.0,41640.3,41645.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 41774[11:Spt:41772.0,41640.0,41640.1,41640.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.78 41775[12:Spt:41774.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 41776[12:MRR:202.1,41775.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41777[12:MRR:187.0,41775.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41778[12:MRR:192.0,41775.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41779[12:MRR:199.0,41775.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 41780[12:MRR:41643.0,41776.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41781[12:MRR:41641.0,41777.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41782[12:MRR:41642.0,41778.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41783[12:MRR:41644.0,41779.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41784[13:Spt:41780.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 41785[13:MRR:116.0,41784.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 41787[13:MRR:109.0,41784.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 41789[13:MRR:104.0,41784.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 41790[13:MRR:41783.0,41785.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41791[13:MRR:41782.0,41787.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41792[13:MRR:41781.0,41789.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41793[14:Spt:41790.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 41795[14:MRR:79.0,41793.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41799[14:MRR:74.0,41793.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41800[14:MRR:41791.0,41795.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41803[14:MRR:16.0,41800.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 41807[14:MRR:41792.0,41799.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41813[14:MRR:41803.0,41807.0] || -> . % 3.57/3.78 41814[14:Spt:41813.0,41790.0,41793.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 41815[14:Spt:41813.0,41790.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41816[14:MRR:23.0,41815.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41817[14:MRR:41791.1,41816.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41819[14:MRR:72.0,41817.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 41823[14:MRR:41792.0,41819.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41828[14:MRR:18.0,18.1,41815.0,41823.0] || -> . % 3.57/3.78 41829[13:Spt:41828.0,41780.0,41784.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 41830[13:Spt:41828.0,41780.1,41780.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41831[14:Spt:41830.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41832[14:MRR:88.0,41831.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 41833[14:MRR:81.0,41831.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41834[14:MRR:76.0,41831.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 41838[14:MRR:41783.1,41832.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 41839[14:MRR:41782.1,41833.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 41840[14:MRR:41781.1,41834.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 41841[15:Spt:41838.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 41842[15:MRR:102.0,41841.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41844[15:MRR:107.0,41841.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41846[15:MRR:41840.0,41842.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 41847[15:MRR:16.1,41846.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41853[15:MRR:41839.0,41844.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41859[15:MRR:41847.0,41853.0] || -> . % 3.57/3.78 41860[15:Spt:41859.0,41838.0,41841.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 41861[15:Spt:41859.0,41838.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41862[15:MRR:18.0,41861.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 41863[15:MRR:41840.1,41862.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 41865[15:MRR:100.1,41863.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41867[15:MRR:41839.0,41865.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41872[15:MRR:23.0,23.1,41861.0,41867.0] || -> . % 3.57/3.78 41873[14:Spt:41872.0,41830.0,41831.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41874[14:Spt:41872.0,41830.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41875[14:MRR:20.0,41874.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 41876[14:MRR:41781.2,41875.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 41877[14:MRR:25.0,41874.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41878[14:MRR:41782.2,41877.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 41882[14:MRR:32.0,41874.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 41883[14:MRR:41783.2,41882.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 41884[15:Spt:41876.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 41885[15:MRR:102.1,41884.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 41887[15:MRR:100.1,41884.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41889[15:MRR:41883.0,41885.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 41894[15:MRR:79.0,41889.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41895[15:MRR:41878.0,41887.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41900[15:MRR:41894.0,41895.0] || -> . % 3.57/3.78 41901[15:Spt:41900.0,41876.0,41884.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 41902[15:Spt:41900.0,41876.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41903[15:MRR:74.1,41902.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 41904[15:MRR:41883.1,41903.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 41906[15:MRR:107.0,41904.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 41908[15:MRR:41878.0,41906.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41909[15:MRR:72.0,72.1,41908.0,41902.0] || -> . % 3.57/3.78 41913[12:Spt:41909.0,41774.0,41775.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 41914[12:Spt:41909.0,41774.1,41774.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.78 41915[13:Spt:41914.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 41916[13:MRR:103.0,41915.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 41917[13:MRR:115.0,41915.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 41919[13:MRR:108.0,41915.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 41920[13:MRR:118.1,41915.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 41921[13:MRR:41641.1,41916.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41922[13:MRR:41644.1,41917.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41923[13:MRR:41642.1,41919.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41924[13:MRR:41643.1,41920.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41925[14:Spt:41921.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 41926[14:MRR:188.1,41925.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 41927[14:MRR:184.1,41925.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 41928[14:MRR:186.1,41925.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 41929[14:MRR:41924.0,41926.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.78 41930[14:MRR:41923.0,41927.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.78 41931[14:MRR:41922.0,41928.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.78 41932[15:Spt:41929.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 41937[15:MRR:81.0,41932.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 41938[15:MRR:88.0,41932.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 41939[15:MRR:41930.0,41937.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41945[15:MRR:23.1,41939.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 41946[15:MRR:41931.0,41938.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41952[15:MRR:41945.0,41946.0] || -> . % 3.57/3.78 41953[15:Spt:41952.0,41929.0,41932.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 41954[15:Spt:41952.0,41929.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41955[15:MRR:25.0,41954.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 41956[15:MRR:41930.1,41955.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 41961[15:MRR:79.1,41956.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 41962[15:MRR:41931.0,41961.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41963[15:MRR:32.0,32.1,41954.0,41962.0] || -> . % 3.57/3.78 41968[14:Spt:41963.0,41921.0,41925.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 41969[14:Spt:41963.0,41921.1,41921.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.78 41970[15:Spt:41969.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 41971[15:MRR:76.1,41970.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 41972[15:MRR:72.1,41970.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 41976[15:MRR:74.1,41970.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 41977[15:MRR:41924.1,41971.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 41978[15:MRR:41923.1,41972.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 41979[15:MRR:41922.1,41976.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.78 41980[16:Spt:41977.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 41981[16:MRR:193.0,41980.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 41982[16:MRR:200.0,41980.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 41983[16:MRR:41978.0,41981.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 41985[16:MRR:23.1,41983.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 41990[16:MRR:41979.0,41982.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 41996[16:MRR:41985.0,41990.0] || -> . % 3.57/3.78 41997[16:Spt:41996.0,41977.0,41980.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 41998[16:Spt:41996.0,41977.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 41999[16:MRR:25.0,41998.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 42000[16:MRR:41978.1,41999.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42001[16:MRR:191.1,42000.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42002[16:MRR:41979.0,42001.0] || -> pigeon_5_in_hole_1*. % 3.57/3.78 42007[16:MRR:32.0,32.1,41998.0,42002.0] || -> . % 3.57/3.78 42008[15:Spt:42007.0,41969.0,41970.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42009[15:Spt:42007.0,41969.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 42010[15:MRR:16.1,42009.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 42011[15:MRR:41923.2,42010.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 42012[15:MRR:18.1,42009.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 42013[15:MRR:41922.2,42012.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.78 42014[15:MRR:20.1,42009.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 42015[15:MRR:41924.2,42014.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.78 42019[16:Spt:42011.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42020[16:MRR:193.1,42019.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42021[16:MRR:191.1,42019.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42022[16:MRR:42015.0,42020.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42023[16:MRR:88.0,42022.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42028[16:MRR:42013.0,42021.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42033[16:MRR:42023.0,42028.0] || -> . % 3.57/3.78 42034[16:Spt:42033.0,42011.0,42019.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42035[16:Spt:42033.0,42011.1] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42036[16:MRR:81.1,42035.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42037[16:MRR:42015.1,42036.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42038[16:MRR:200.0,42037.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42039[16:MRR:42013.0,42038.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42043[16:MRR:79.0,79.1,42039.0,42035.0] || -> . % 3.57/3.78 42044[13:Spt:42043.0,41914.0,41915.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 42045[13:Spt:42043.0,41914.1] || -> pigeon_6_in_hole_3*. % 3.57/3.78 42046[13:MRR:90.1,42045.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 42047[13:MRR:87.0,42045.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42048[13:MRR:80.0,42045.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 42051[13:MRR:75.0,42045.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42052[13:MRR:41641.2,42051.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42053[13:MRR:41644.2,42047.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 42054[13:MRR:41642.2,42048.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42055[13:MRR:41643.2,42046.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42056[14:Spt:42052.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42057[14:MRR:186.1,42056.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 42058[14:MRR:184.1,42056.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42059[14:MRR:188.1,42056.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42060[14:MRR:42053.0,42057.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 42061[14:MRR:42054.0,42058.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42062[14:MRR:42055.0,42059.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42063[15:Spt:42060.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 42065[15:MRR:107.0,42063.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42067[15:MRR:116.1,42063.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42068[15:MRR:42061.0,42065.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 42070[15:MRR:25.1,42068.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 42075[15:MRR:42062.0,42067.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 42081[15:MRR:42070.0,42075.0] || -> . % 3.57/3.78 42082[15:Spt:42081.0,42060.0,42063.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42083[15:Spt:42081.0,42060.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 42084[15:MRR:23.0,42083.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 42085[15:MRR:42061.1,42084.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42088[15:MRR:109.1,42085.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42089[15:MRR:42062.0,42088.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 42094[15:MRR:32.0,32.1,42089.0,42083.0] || -> . % 3.57/3.78 42095[14:Spt:42094.0,42052.0,42056.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42096[14:Spt:42094.0,42052.1,42052.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42097[15:Spt:42096.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42098[15:MRR:102.1,42097.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 42099[15:MRR:100.1,42097.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42101[15:MRR:104.1,42097.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42102[15:MRR:42053.1,42098.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.78 42103[15:MRR:42054.1,42099.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 42104[15:MRR:42055.1,42101.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 42105[16:Spt:42102.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42106[16:MRR:191.0,42105.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42107[16:MRR:200.1,42105.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42108[16:MRR:42103.0,42106.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 42113[16:MRR:25.1,42108.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 42115[16:MRR:42104.0,42107.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 42121[16:MRR:42113.0,42115.0] || -> . % 3.57/3.78 42122[16:Spt:42121.0,42102.0,42105.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42123[16:Spt:42121.0,42102.1] || -> pigeon_5_in_hole_1*. % 3.57/3.78 42124[16:MRR:23.0,42123.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 42125[16:MRR:42103.1,42124.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42126[16:MRR:193.1,42125.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42127[16:MRR:42104.0,42126.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 42128[16:MRR:32.0,32.1,42127.0,42123.0] || -> . % 3.57/3.78 42133[15:Spt:42128.0,42096.0,42097.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42134[15:Spt:42128.0,42096.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 42135[15:MRR:16.1,42134.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 42136[15:MRR:42054.2,42135.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 42137[15:MRR:20.1,42134.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 42138[15:MRR:42055.2,42137.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 42139[15:MRR:18.1,42134.0] || pigeon_5_in_hole_1* -> . % 3.57/3.78 42140[15:MRR:42053.2,42139.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.78 42144[16:Spt:42136.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42145[16:MRR:191.1,42144.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42146[16:MRR:193.1,42144.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42147[16:MRR:42140.0,42145.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 42148[16:MRR:116.1,42147.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42151[16:MRR:42138.0,42146.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42154[16:MRR:42148.0,42151.0] || -> . % 3.57/3.78 42155[16:Spt:42154.0,42136.0,42144.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42156[16:Spt:42154.0,42136.1] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42157[16:MRR:107.1,42156.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42158[16:MRR:42140.1,42157.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42159[16:MRR:200.1,42158.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42160[16:MRR:42138.0,42159.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42162[16:MRR:109.0,109.1,42160.0,42156.0] || -> . % 3.57/3.78 42163[10:Spt:42162.0,41631.0,41632.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 42164[10:Spt:42162.0,41631.1] || -> pigeon_4_in_hole_1*. % 3.57/3.78 42165[10:MRR:22.0,42164.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 42166[10:MRR:29.1,42164.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 42167[10:MRR:27.1,42164.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.78 42169[10:MRR:17.0,42164.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 42171[10:MRR:28.1,42164.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 42172[10:MRR:39867.4,42171.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.78 42173[10:MRR:39863.4,42169.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 42174[10:MRR:39866.4,42165.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 42175[10:MRR:39864.4,42166.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 42176[10:MRR:39865.4,42167.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 42177[11:Spt:42172.2] || -> pigeon_6_in_hole_3*. % 3.57/3.78 42178[11:MRR:90.1,42177.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 42179[11:MRR:87.0,42177.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42180[11:MRR:80.0,42177.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 42183[11:MRR:75.0,42177.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42184[11:MRR:42175.2,42178.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 42185[11:MRR:42176.2,42179.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 42186[11:MRR:42174.2,42180.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 42187[11:MRR:42173.2,42183.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 42188[12:Spt:42184.2] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42190[12:MRR:48.0,42188.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 42191[12:MRR:53.0,42188.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 42194[12:MRR:60.0,42188.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 42195[12:MRR:42187.2,42190.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 42196[12:MRR:42186.2,42191.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 42197[12:MRR:42185.2,42194.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.78 42198[13:Spt:42195.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42201[13:MRR:100.1,42198.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42202[13:MRR:102.1,42198.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42204[13:MRR:42196.1,42201.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42206[13:MRR:191.1,42204.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42209[13:MRR:42197.1,42202.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42213[13:MRR:42206.0,42209.0] || -> . % 3.57/3.78 42214[13:Spt:42213.0,42195.1,42198.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42215[13:Spt:42213.0,42195.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42216[13:MRR:184.1,42215.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42217[13:MRR:42196.0,42216.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42220[13:MRR:107.1,42217.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42222[13:MRR:42197.1,42220.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42224[13:MRR:186.0,186.1,42222.0,42215.0] || -> . % 3.57/3.78 42226[12:Spt:42224.0,42184.2,42188.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 42227[12:Spt:42224.0,42184.0,42184.1] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 42228[13:Spt:42227.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42229[13:MRR:193.0,42228.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42230[13:MRR:200.0,42228.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 42231[13:MRR:188.0,42228.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42233[13:MRR:42186.0,42229.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 42234[13:MRR:42185.0,42230.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 42235[13:MRR:42187.0,42231.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 42236[14:Spt:42233.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42237[14:MRR:100.0,42236.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42239[14:MRR:107.1,42236.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42242[14:MRR:42235.0,42237.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42247[14:MRR:46.1,42242.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42248[14:MRR:42234.0,42239.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42253[14:MRR:42247.0,42248.0] || -> . % 3.57/3.78 42254[14:Spt:42253.0,42233.0,42236.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42255[14:Spt:42253.0,42233.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 42256[14:MRR:44.0,42255.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 42257[14:MRR:42235.1,42256.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42259[14:MRR:102.1,42257.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42262[14:MRR:42234.0,42259.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42265[14:MRR:51.0,51.1,42262.0,42255.0] || -> . % 3.57/3.78 42267[13:Spt:42265.0,42227.0,42228.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42268[13:Spt:42265.0,42227.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42269[13:MRR:109.0,42268.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42270[13:MRR:42186.1,42269.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 42271[13:MRR:104.0,42268.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42272[13:MRR:42187.1,42271.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 42274[13:MRR:116.0,42268.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42275[13:MRR:42185.1,42274.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.78 42277[14:Spt:42270.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42278[14:MRR:184.0,42277.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 42280[14:MRR:191.1,42277.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42281[14:MRR:42272.0,42278.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42283[14:MRR:46.1,42281.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42287[14:MRR:42275.0,42280.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42292[14:MRR:42283.0,42287.0] || -> . % 3.57/3.78 42293[14:Spt:42292.0,42270.0,42277.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42294[14:Spt:42292.0,42270.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 42295[14:MRR:44.0,42294.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 42296[14:MRR:42272.1,42295.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42297[14:MRR:186.1,42296.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42299[14:MRR:42275.0,42297.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42301[14:MRR:51.0,51.1,42299.0,42294.0] || -> . % 3.57/3.78 42304[11:Spt:42301.0,42172.2,42177.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 42305[11:Spt:42301.0,42172.0,42172.1,42172.3] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 42306[12:Spt:42305.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 42307[12:MRR:192.0,42306.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42308[12:MRR:187.0,42306.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42309[12:MRR:199.0,42306.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 42310[12:MRR:202.1,42306.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42311[12:MRR:42174.0,42307.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 42312[12:MRR:42173.0,42308.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 42313[12:MRR:42176.0,42309.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 42314[12:MRR:42175.0,42310.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 42315[13:Spt:42311.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42316[13:MRR:109.1,42315.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42318[13:MRR:107.1,42315.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 42320[13:MRR:100.0,42315.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42321[13:MRR:42314.0,42316.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 42322[13:MRR:42313.0,42318.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 42323[13:MRR:42312.0,42320.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 42324[14:Spt:42321.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42328[14:MRR:88.0,42324.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42329[14:MRR:76.0,42324.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 42330[14:MRR:42322.0,42328.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42331[14:MRR:46.0,42330.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 42337[14:MRR:42323.0,42329.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42343[14:MRR:42331.0,42337.0] || -> . % 3.57/3.78 42344[14:Spt:42343.0,42321.0,42324.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42345[14:Spt:42343.0,42321.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42346[14:MRR:60.0,42345.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42347[14:MRR:42322.1,42346.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42351[14:MRR:74.0,42347.0] || pigeon_2_in_hole_3* -> . % 3.57/3.78 42352[14:MRR:42323.0,42351.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42353[14:MRR:48.0,48.1,42345.0,42352.0] || -> . % 3.57/3.78 42358[13:Spt:42353.0,42311.0,42315.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42359[13:Spt:42353.0,42311.1,42311.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 42360[14:Spt:42359.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42361[14:MRR:81.1,42360.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 42362[14:MRR:79.1,42360.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42365[14:MRR:72.0,42360.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42366[14:MRR:42314.1,42361.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 42367[14:MRR:42313.1,42362.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.78 42368[14:MRR:42312.1,42365.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 42369[15:Spt:42366.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42370[15:MRR:104.0,42369.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42372[15:MRR:116.0,42369.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42374[15:MRR:42368.0,42370.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42375[15:MRR:46.1,42374.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42381[15:MRR:42367.0,42372.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42387[15:MRR:42375.0,42381.0] || -> . % 3.57/3.78 42388[15:Spt:42387.0,42366.0,42369.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42389[15:Spt:42387.0,42366.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42390[15:MRR:48.0,42389.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 42391[15:MRR:42368.1,42390.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42393[15:MRR:102.1,42391.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42395[15:MRR:42367.0,42393.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42400[15:MRR:60.0,60.1,42389.0,42395.0] || -> . % 3.57/3.78 42401[14:Spt:42400.0,42359.0,42360.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 42402[14:Spt:42400.0,42359.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 42403[14:MRR:44.0,42402.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 42404[14:MRR:42312.2,42403.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 42405[14:MRR:51.1,42402.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42406[14:MRR:42313.2,42405.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 42407[14:MRR:53.1,42402.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 42408[14:MRR:42314.2,42407.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 42412[15:Spt:42404.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42413[15:MRR:104.1,42412.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42415[15:MRR:102.1,42412.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42417[15:MRR:42408.0,42413.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42419[15:MRR:88.0,42417.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42422[15:MRR:42406.0,42415.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42426[15:MRR:42419.0,42422.0] || -> . % 3.57/3.78 42427[15:Spt:42426.0,42404.0,42412.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42428[15:Spt:42426.0,42404.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 42429[15:MRR:76.1,42428.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42430[15:MRR:42408.1,42429.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42432[15:MRR:116.0,42430.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42434[15:MRR:42406.0,42432.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42437[15:MRR:74.0,74.1,42434.0,42428.0] || -> . % 3.57/3.78 42438[12:Spt:42437.0,42305.0,42306.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 42439[12:Spt:42437.0,42305.1,42305.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 42440[13:Spt:42439.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 42441[13:MRR:103.0,42440.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42442[13:MRR:118.1,42440.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42444[13:MRR:115.0,42440.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 42445[13:MRR:108.0,42440.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42446[13:MRR:42173.1,42441.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 42447[13:MRR:42175.1,42442.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 42448[13:MRR:42176.1,42444.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 42449[13:MRR:42174.1,42445.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 42450[14:Spt:42446.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42451[14:MRR:184.1,42450.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42452[14:MRR:186.1,42450.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 42453[14:MRR:188.1,42450.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42454[14:MRR:42449.0,42451.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.78 42455[14:MRR:42448.0,42452.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.78 42456[14:MRR:42447.0,42453.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.78 42457[15:Spt:42454.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42461[15:MRR:79.1,42457.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42462[15:MRR:81.1,42457.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42463[15:MRR:42455.0,42461.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42469[15:MRR:60.1,42463.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 42470[15:MRR:42456.0,42462.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42476[15:MRR:42469.0,42470.0] || -> . % 3.57/3.78 42477[15:Spt:42476.0,42454.0,42457.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 42478[15:Spt:42476.0,42454.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 42479[15:MRR:51.1,42478.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42480[15:MRR:42455.1,42479.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42484[15:MRR:88.1,42480.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42485[15:MRR:42456.0,42484.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42489[15:MRR:53.0,53.1,42485.0,42478.0] || -> . % 3.57/3.78 42491[14:Spt:42489.0,42446.0,42450.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42492[14:Spt:42489.0,42446.1,42446.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.78 42493[15:Spt:42492.0] || -> pigeon_2_in_hole_3*. % 3.57/3.78 42494[15:MRR:72.1,42493.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 42495[15:MRR:74.1,42493.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42496[15:MRR:76.1,42493.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 42499[15:MRR:42449.1,42494.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 42500[15:MRR:42448.1,42495.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.78 42501[15:MRR:42447.1,42496.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.78 42502[16:Spt:42499.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42503[16:MRR:191.1,42502.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42504[16:MRR:193.1,42502.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42505[16:MRR:42500.0,42503.0] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42507[16:MRR:60.1,42505.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 42512[16:MRR:42501.0,42504.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42518[16:MRR:42507.0,42512.0] || -> . % 3.57/3.78 42519[16:Spt:42518.0,42499.0,42502.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42520[16:Spt:42518.0,42499.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 42521[16:MRR:51.1,42520.0] || pigeon_5_in_hole_2* -> . % 3.57/3.78 42522[16:MRR:42500.1,42521.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42523[16:MRR:200.1,42522.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42524[16:MRR:42501.0,42523.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 42526[16:MRR:53.0,53.1,42524.0,42520.0] || -> . % 3.57/3.78 42530[15:Spt:42526.0,42492.0,42493.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42531[15:Spt:42526.0,42492.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 42532[15:MRR:46.1,42531.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 42533[15:MRR:42448.2,42532.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.78 42534[15:MRR:48.1,42531.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 42535[15:MRR:42447.2,42534.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.78 42536[15:MRR:44.1,42531.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 42537[15:MRR:42449.2,42536.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 42541[16:Spt:42533.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42542[16:MRR:191.0,42541.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42543[16:MRR:200.1,42541.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42544[16:MRR:42537.0,42542.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42545[16:MRR:81.1,42544.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42549[16:MRR:42535.0,42543.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42553[16:MRR:42545.0,42549.0] || -> . % 3.57/3.78 42554[16:Spt:42553.0,42533.0,42541.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42555[16:Spt:42553.0,42533.1] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42556[16:MRR:79.0,42555.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 42557[16:MRR:42537.1,42556.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42558[16:MRR:193.1,42557.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42559[16:MRR:42535.0,42558.0] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42562[16:MRR:88.0,88.1,42559.0,42555.0] || -> . % 3.57/3.78 42563[13:Spt:42562.0,42439.0,42440.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 42564[13:Spt:42562.0,42439.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 42565[13:MRR:59.0,42564.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 42566[13:MRR:62.1,42564.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 42567[13:MRR:52.0,42564.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 42570[13:MRR:47.0,42564.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 42571[13:MRR:42173.3,42570.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 42572[13:MRR:42175.3,42566.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 42573[13:MRR:42176.3,42565.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 42574[13:MRR:42174.3,42567.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 42575[14:Spt:42571.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42576[14:MRR:188.1,42575.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42577[14:MRR:186.1,42575.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 42578[14:MRR:184.1,42575.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42579[14:MRR:42572.0,42576.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.78 42580[14:MRR:42573.0,42577.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.78 42581[14:MRR:42574.0,42578.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.78 42582[15:Spt:42579.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42584[15:MRR:116.0,42582.0] || pigeon_5_in_hole_4* -> . % 3.57/3.78 42586[15:MRR:109.0,42582.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42587[15:MRR:42580.0,42584.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42588[15:MRR:79.0,42587.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 42593[15:MRR:42581.0,42586.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42598[15:MRR:42588.0,42593.0] || -> . % 3.57/3.78 42599[15:Spt:42598.0,42579.0,42582.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42600[15:Spt:42598.0,42579.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42601[15:MRR:88.0,42600.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42602[15:MRR:42580.1,42601.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 42605[15:MRR:107.0,42602.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42606[15:MRR:42581.0,42605.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42608[15:MRR:81.0,81.1,42600.0,42606.0] || -> . % 3.57/3.78 42611[14:Spt:42608.0,42571.0,42575.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42612[14:Spt:42608.0,42571.1,42571.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.78 42613[15:Spt:42612.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42614[15:MRR:104.1,42613.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42615[15:MRR:102.1,42613.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.78 42617[15:MRR:100.1,42613.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42618[15:MRR:42572.1,42614.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.78 42619[15:MRR:42573.1,42615.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.78 42620[15:MRR:42574.1,42617.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.78 42621[16:Spt:42618.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42622[16:MRR:200.0,42621.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42623[16:MRR:193.0,42621.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42624[16:MRR:42619.0,42622.0] || -> pigeon_5_in_hole_3*. % 3.57/3.78 42629[16:MRR:79.0,42624.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 42630[16:MRR:42620.0,42623.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42635[16:MRR:42629.0,42630.0] || -> . % 3.57/3.78 42636[16:Spt:42635.0,42618.0,42621.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42637[16:Spt:42635.0,42618.1] || -> pigeon_7_in_hole_3*. % 3.57/3.78 42638[16:MRR:88.0,42637.0] || pigeon_5_in_hole_3* -> . % 3.57/3.78 42639[16:MRR:42619.1,42638.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42640[16:MRR:191.0,42639.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42641[16:MRR:42620.0,42640.0] || -> pigeon_3_in_hole_3*. % 3.57/3.78 42644[16:MRR:81.0,81.1,42637.0,42641.0] || -> . % 3.57/3.78 42646[15:Spt:42644.0,42612.0,42613.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42647[15:Spt:42644.0,42612.1] || -> pigeon_2_in_hole_3*. % 3.57/3.78 42648[15:MRR:74.1,42647.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42649[15:MRR:42573.2,42648.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.78 42650[15:MRR:72.1,42647.0] || pigeon_3_in_hole_3* -> . % 3.57/3.78 42651[15:MRR:42574.2,42650.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 42652[15:MRR:76.1,42647.0] || pigeon_7_in_hole_3* -> . % 3.57/3.78 42653[15:MRR:42572.2,42652.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 42656[16:Spt:42649.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 42657[16:MRR:200.1,42656.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42658[16:MRR:191.0,42656.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42659[16:MRR:42653.0,42657.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42660[16:MRR:109.0,42659.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42663[16:MRR:42651.0,42658.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42666[16:MRR:42660.0,42663.0] || -> . % 3.57/3.78 42667[16:Spt:42666.0,42649.0,42656.0] || pigeon_5_in_hole_7* -> . % 3.57/3.78 42668[16:Spt:42666.0,42649.1] || -> pigeon_5_in_hole_4*. % 3.57/3.78 42669[16:MRR:116.1,42668.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 42670[16:MRR:42653.1,42669.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42671[16:MRR:193.0,42670.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 42672[16:MRR:42651.0,42671.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42674[16:MRR:107.0,107.1,42668.0,42672.0] || -> . % 3.57/3.78 42675[6:Spt:42674.0,39854.0,39855.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.78 42676[6:Spt:42674.0,39854.1,39854.2,39854.3] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.78 42677[7:Spt:42676.0] || -> pigeon_1_in_hole_3*. % 3.57/3.78 42678[7:MRR:68.1,42677.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.78 42679[7:MRR:66.1,42677.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.78 42680[7:MRR:70.1,42677.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.78 42681[7:MRR:65.1,42677.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.78 42683[7:MRR:69.1,42677.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.78 42684[7:MRR:67.1,42677.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.78 42685[7:MRR:34069.3,42678.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.78 42686[7:MRR:34067.3,42679.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 42687[7:MRR:34068.3,42680.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 42688[7:MRR:34066.3,42681.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 42689[7:MRR:34071.3,42683.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 42690[7:MRR:34070.3,42684.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 42691[8:Spt:42685.3] || -> pigeon_5_in_hole_2*. % 3.57/3.78 42692[8:MRR:59.1,42691.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 42693[8:MRR:46.0,42691.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 42694[8:MRR:51.0,42691.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 42697[8:MRR:60.1,42691.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 42698[8:MRR:55.0,42691.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 42699[8:MRR:42689.3,42692.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 42700[8:MRR:42688.3,42693.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42701[8:MRR:42686.3,42694.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42702[8:MRR:42687.3,42697.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42703[8:MRR:42690.3,42698.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 42704[9:Spt:42699.3] || -> pigeon_6_in_hole_1*. % 3.57/3.78 42705[9:MRR:24.0,42704.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 42707[9:MRR:28.0,42704.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 42709[9:MRR:19.0,42704.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 42710[9:MRR:34.1,42704.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 42712[9:MRR:42701.3,42705.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.78 42713[9:MRR:42703.3,42707.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.78 42714[9:MRR:42700.3,42709.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 42715[9:MRR:42702.3,42710.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 42716[10:Spt:42712.2] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42717[10:MRR:109.1,42716.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42720[10:MRR:100.0,42716.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42722[10:MRR:106.1,42716.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 42723[10:MRR:42715.2,42717.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.78 42724[10:MRR:42714.2,42720.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.78 42725[10:MRR:42713.2,42722.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.78 42726[11:Spt:42723.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42729[11:MRR:188.0,42726.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 42731[11:MRR:197.0,42726.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 42732[11:MRR:42724.0,42729.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 42733[11:MRR:157.1,42732.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42738[11:MRR:42725.0,42731.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 42743[11:MRR:42733.0,42738.0] || -> . % 3.57/3.78 42744[11:Spt:42743.0,42723.0,42726.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42745[11:Spt:42743.0,42723.1] || -> pigeon_7_in_hole_6*. % 3.57/3.78 42746[11:MRR:160.0,42745.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 42747[11:MRR:42724.1,42746.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42751[11:MRR:185.1,42747.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 42752[11:MRR:42725.0,42751.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 42756[11:MRR:169.0,169.1,42745.0,42752.0] || -> . % 3.57/3.78 42757[10:Spt:42756.0,42712.2,42716.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42758[10:Spt:42756.0,42712.0,42712.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.57/3.78 42759[11:Spt:42758.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 42760[11:MRR:193.1,42759.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42761[11:MRR:184.0,42759.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42764[11:MRR:190.1,42759.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 42765[11:MRR:42715.0,42760.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 42766[11:MRR:42714.0,42761.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 42767[11:MRR:42713.0,42764.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.78 42768[12:Spt:42765.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 42769[12:MRR:160.0,42768.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 42770[12:MRR:169.0,42768.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42774[12:MRR:42766.0,42769.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42779[12:MRR:101.1,42774.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 42780[12:MRR:42767.0,42770.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42785[12:MRR:42779.0,42780.0] || -> . % 3.57/3.78 42786[12:Spt:42785.0,42765.0,42768.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 42787[12:Spt:42785.0,42765.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42788[12:MRR:104.0,42787.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42789[12:MRR:42766.1,42788.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 42793[12:MRR:157.1,42789.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42794[12:MRR:42767.0,42793.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42798[12:MRR:113.0,113.1,42787.0,42794.0] || -> . % 3.57/3.78 42799[11:Spt:42798.0,42758.0,42759.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42800[11:Spt:42798.0,42758.1] || -> pigeon_3_in_hole_6*. % 3.57/3.78 42801[11:MRR:165.1,42800.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 42802[11:MRR:42715.1,42801.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 42803[11:MRR:156.0,42800.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 42804[11:MRR:42714.1,42803.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 42805[11:MRR:162.1,42800.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42806[11:MRR:42713.1,42805.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.78 42809[12:Spt:42802.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 42810[12:MRR:197.0,42809.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 42812[12:MRR:188.0,42809.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 42814[12:MRR:42806.0,42810.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42815[12:MRR:101.0,42814.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42820[12:MRR:42804.0,42812.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42825[12:MRR:42815.0,42820.0] || -> . % 3.57/3.78 42826[12:Spt:42825.0,42802.0,42809.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 42827[12:Spt:42825.0,42802.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42828[12:MRR:113.0,42827.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 42829[12:MRR:42806.1,42828.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 42830[12:MRR:185.0,42829.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 42833[12:MRR:42804.0,42830.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42837[12:MRR:104.0,104.1,42827.0,42833.0] || -> . % 3.57/3.78 42838[9:Spt:42837.0,42699.3,42704.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 42839[9:Spt:42837.0,42699.0,42699.1,42699.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.78 42840[10:Spt:42839.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 42841[10:MRR:202.1,42840.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42842[10:MRR:196.0,42840.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 42843[10:MRR:187.0,42840.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 42845[10:MRR:192.0,42840.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42846[10:MRR:42702.0,42841.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42847[10:MRR:42703.0,42842.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 42848[10:MRR:42700.0,42843.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42849[10:MRR:42701.0,42845.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42850[11:Spt:42846.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 42851[11:MRR:165.0,42850.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 42854[11:MRR:169.0,42850.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 42855[11:MRR:160.0,42850.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 42856[11:MRR:42849.0,42851.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42857[11:MRR:42847.0,42854.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 42858[11:MRR:42848.0,42855.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42859[12:Spt:42856.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42860[12:MRR:106.1,42859.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 42862[12:MRR:100.0,42859.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42866[12:MRR:42857.0,42860.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 42871[12:MRR:17.0,42866.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 42873[12:MRR:42858.0,42862.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 42879[12:MRR:42871.0,42873.0] || -> . % 3.57/3.78 42880[12:Spt:42879.0,42856.0,42859.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42881[12:Spt:42879.0,42856.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 42882[12:MRR:22.1,42881.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 42883[12:MRR:42857.1,42882.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42888[12:MRR:101.0,42883.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 42889[12:MRR:42858.0,42888.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 42894[12:MRR:16.0,16.1,42881.0,42889.0] || -> . % 3.57/3.78 42895[11:Spt:42894.0,42846.0,42850.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 42896[11:Spt:42894.0,42846.1,42846.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42897[12:Spt:42896.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 42898[12:MRR:109.0,42897.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 42899[12:MRR:113.0,42897.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 42901[12:MRR:104.0,42897.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 42904[12:MRR:42849.1,42898.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.78 42905[12:MRR:42847.1,42899.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.78 42906[12:MRR:42848.1,42901.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 42907[13:Spt:42904.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 42908[13:MRR:156.0,42907.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 42909[13:MRR:162.1,42907.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42912[13:MRR:42906.0,42908.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 42913[13:MRR:17.1,42912.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 42919[13:MRR:42905.0,42909.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 42925[13:MRR:42913.0,42919.0] || -> . % 3.57/3.78 42926[13:Spt:42925.0,42904.0,42907.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 42927[13:Spt:42925.0,42904.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 42928[13:MRR:16.0,42927.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 42929[13:MRR:42906.1,42928.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 42932[13:MRR:157.1,42929.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42933[13:MRR:42905.0,42932.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 42938[13:MRR:22.0,22.1,42933.0,42927.0] || -> . % 3.57/3.78 42939[12:Spt:42938.0,42896.0,42897.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 42940[12:Spt:42938.0,42896.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 42941[12:MRR:20.0,42940.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 42942[12:MRR:42848.2,42941.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 42943[12:MRR:29.0,42940.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 42944[12:MRR:42847.2,42943.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.78 42946[12:MRR:25.0,42940.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 42947[12:MRR:42849.2,42946.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.78 42950[13:Spt:42942.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 42951[13:MRR:156.1,42950.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 42952[13:MRR:157.1,42950.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42955[13:MRR:42947.0,42951.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 42960[13:MRR:106.1,42955.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 42961[13:MRR:42944.0,42952.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42966[13:MRR:42960.0,42961.0] || -> . % 3.57/3.78 42967[13:Spt:42966.0,42942.0,42950.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 42968[13:Spt:42966.0,42942.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 42969[13:MRR:100.1,42968.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 42970[13:MRR:42947.1,42969.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 42973[13:MRR:162.1,42970.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 42974[13:MRR:42944.0,42973.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 42978[13:MRR:101.0,101.1,42974.0,42968.0] || -> . % 3.57/3.78 42979[10:Spt:42978.0,42839.0,42840.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 42980[10:Spt:42978.0,42839.1,42839.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.78 42981[11:Spt:42980.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 42982[11:MRR:159.0,42981.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 42983[11:MRR:164.0,42981.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 42984[11:MRR:168.0,42981.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 42986[11:MRR:174.1,42981.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 42987[11:MRR:42700.1,42982.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 42988[11:MRR:42701.1,42983.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42989[11:MRR:42703.1,42984.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 42990[11:MRR:42702.1,42986.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42991[12:Spt:42987.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 42992[12:MRR:188.1,42991.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 42993[12:MRR:185.1,42991.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 42995[12:MRR:184.1,42991.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 42996[12:MRR:42990.0,42992.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 42997[12:MRR:42989.0,42993.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 42998[12:MRR:42988.0,42995.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 42999[13:Spt:42996.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43004[13:MRR:113.0,42999.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 43005[13:MRR:109.0,42999.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43006[13:MRR:42997.0,43004.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43012[13:MRR:22.0,43006.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43013[13:MRR:42998.0,43005.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43019[13:MRR:43012.0,43013.0] || -> . % 3.57/3.78 43020[13:Spt:43019.0,42996.0,42999.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43021[13:Spt:43019.0,42996.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43022[13:MRR:29.0,43021.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 43023[13:MRR:42997.1,43022.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 43028[13:MRR:106.0,43023.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43029[13:MRR:42998.0,43028.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43032[13:MRR:25.0,25.1,43021.0,43029.0] || -> . % 3.57/3.78 43035[12:Spt:43032.0,42987.0,42991.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 43036[12:Spt:43032.0,42987.1,42987.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 43037[13:Spt:43036.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43038[13:MRR:104.1,43037.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43039[13:MRR:101.1,43037.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 43042[13:MRR:100.1,43037.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43044[13:MRR:42990.1,43038.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 43045[13:MRR:42989.1,43039.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.78 43046[13:MRR:42988.1,43042.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 43047[14:Spt:43044.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 43049[14:MRR:197.0,43047.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43050[14:MRR:193.0,43047.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43051[14:MRR:43045.0,43049.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43053[14:MRR:22.0,43051.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43058[14:MRR:43046.0,43050.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43064[14:MRR:43053.0,43058.0] || -> . % 3.57/3.78 43065[14:Spt:43064.0,43044.0,43047.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43066[14:Spt:43064.0,43044.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43067[14:MRR:29.0,43066.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 43068[14:MRR:43045.1,43067.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43070[14:MRR:190.0,43068.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43071[14:MRR:43046.0,43070.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43074[14:MRR:25.0,25.1,43066.0,43071.0] || -> . % 3.57/3.78 43077[13:Spt:43074.0,43036.0,43037.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43078[13:Spt:43074.0,43036.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43079[13:MRR:17.1,43078.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 43080[13:MRR:42989.2,43079.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.78 43081[13:MRR:16.1,43078.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43082[13:MRR:42988.2,43081.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 43083[13:MRR:20.1,43078.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43084[13:MRR:42990.2,43083.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.78 43088[14:Spt:43080.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43089[14:MRR:197.1,43088.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43090[14:MRR:190.0,43088.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43092[14:MRR:43084.0,43089.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43093[14:MRR:109.0,43092.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43098[14:MRR:43082.0,43090.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43103[14:MRR:43093.0,43098.0] || -> . % 3.57/3.78 43104[14:Spt:43103.0,43080.0,43088.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43105[14:Spt:43103.0,43080.1] || -> pigeon_4_in_hole_4*. % 3.57/3.78 43106[14:MRR:113.1,43105.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43107[14:MRR:43084.1,43106.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 43108[14:MRR:193.0,43107.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43110[14:MRR:43082.0,43108.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43114[14:MRR:106.0,106.1,43105.0,43110.0] || -> . % 3.57/3.78 43115[11:Spt:43114.0,42980.0,42981.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43116[11:Spt:43114.0,42980.1] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43117[11:MRR:118.1,43116.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43118[11:MRR:108.0,43116.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43119[11:MRR:112.0,43116.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 43122[11:MRR:103.0,43116.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43123[11:MRR:42700.2,43122.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 43124[11:MRR:42701.2,43118.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.78 43125[11:MRR:42703.2,43119.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.78 43126[11:MRR:42702.2,43117.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.78 43127[12:Spt:43123.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 43128[12:MRR:184.1,43127.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 43130[12:MRR:185.1,43127.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 43131[12:MRR:188.1,43127.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 43132[12:MRR:43124.0,43128.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.78 43133[12:MRR:43125.0,43130.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.78 43134[12:MRR:43126.0,43131.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.78 43135[13:Spt:43132.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43137[13:MRR:162.1,43135.0] || pigeon_4_in_hole_6* -> . % 3.57/3.78 43139[13:MRR:165.1,43135.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43140[13:MRR:43133.0,43137.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43142[13:MRR:29.1,43140.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43147[13:MRR:43134.0,43139.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43153[13:MRR:43142.0,43147.0] || -> . % 3.57/3.78 43154[13:Spt:43153.0,43132.0,43135.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 43155[13:Spt:43153.0,43132.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43156[13:MRR:22.1,43155.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 43157[13:MRR:43133.1,43156.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 43160[13:MRR:169.1,43157.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43161[13:MRR:43134.0,43160.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43166[13:MRR:25.0,25.1,43161.0,43155.0] || -> . % 3.57/3.78 43167[12:Spt:43166.0,43123.0,43127.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 43168[12:Spt:43166.0,43123.1,43123.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 43169[13:Spt:43168.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 43170[13:MRR:156.1,43169.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43171[13:MRR:157.1,43169.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 43173[13:MRR:160.1,43169.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43174[13:MRR:43124.1,43170.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 43175[13:MRR:43125.1,43171.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.78 43176[13:MRR:43126.1,43173.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.78 43177[14:Spt:43174.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 43178[14:MRR:190.1,43177.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43179[14:MRR:193.1,43177.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43181[14:MRR:43175.0,43178.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43186[14:MRR:29.1,43181.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43188[14:MRR:43176.0,43179.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43194[14:MRR:43186.0,43188.0] || -> . % 3.57/3.78 43195[14:Spt:43194.0,43174.0,43177.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43196[14:Spt:43194.0,43174.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43197[14:MRR:22.1,43196.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 43198[14:MRR:43175.1,43197.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43200[14:MRR:197.1,43198.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43201[14:MRR:43176.0,43200.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43202[14:MRR:25.0,25.1,43201.0,43196.0] || -> . % 3.57/3.78 43207[13:Spt:43202.0,43168.0,43169.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43208[13:Spt:43202.0,43168.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43209[13:MRR:17.1,43208.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 43210[13:MRR:43125.2,43209.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.78 43211[13:MRR:20.1,43208.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43212[13:MRR:43126.2,43211.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.78 43213[13:MRR:16.1,43208.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43214[13:MRR:43124.2,43213.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.57/3.78 43218[14:Spt:43210.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43219[14:MRR:190.0,43218.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 43220[14:MRR:197.1,43218.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43222[14:MRR:43214.0,43219.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43223[14:MRR:165.1,43222.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43226[14:MRR:43212.0,43220.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43229[14:MRR:43223.0,43226.0] || -> . % 3.57/3.78 43230[14:Spt:43229.0,43210.0,43218.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43231[14:Spt:43229.0,43210.1] || -> pigeon_4_in_hole_6*. % 3.57/3.78 43232[14:MRR:162.0,43231.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 43233[14:MRR:43214.1,43232.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 43235[14:MRR:193.1,43233.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 43236[14:MRR:43212.0,43235.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43238[14:MRR:169.0,169.1,43236.0,43231.0] || -> . % 3.57/3.78 43239[8:Spt:43238.0,42685.3,42691.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.78 43240[8:Spt:43238.0,42685.0,42685.1,42685.2,42685.4] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 43241[9:Spt:43240.0] || -> pigeon_5_in_hole_7*. % 3.57/3.78 43242[9:MRR:195.0,43241.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 43243[9:MRR:191.0,43241.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 43244[9:MRR:200.1,43241.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 43245[9:MRR:186.0,43241.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 43246[9:MRR:199.1,43241.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 43247[9:MRR:42690.0,43242.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 43248[9:MRR:42686.0,43243.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43249[9:MRR:42687.0,43244.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43250[9:MRR:42688.0,43245.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43251[9:MRR:42689.0,43246.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43252[10:Spt:43247.3] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43253[10:MRR:17.0,43252.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 43254[10:MRR:22.0,43252.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 43255[10:MRR:29.1,43252.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 43259[10:MRR:28.1,43252.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 43260[10:MRR:43250.3,43253.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 43261[10:MRR:43248.3,43254.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 43262[10:MRR:43249.3,43255.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 43263[10:MRR:43251.3,43259.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 43264[11:Spt:43260.1] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43265[11:MRR:103.1,43264.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 43266[11:MRR:100.1,43264.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43270[11:MRR:104.1,43264.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43271[11:MRR:43263.1,43265.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.78 43272[11:MRR:43261.1,43266.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.78 43273[11:MRR:43262.1,43270.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 43274[12:Spt:43271.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43275[12:MRR:62.1,43274.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43276[12:MRR:52.0,43274.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43281[12:MRR:43273.1,43275.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43282[12:MRR:165.0,43281.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 43287[12:MRR:43272.1,43276.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43292[12:MRR:43282.0,43287.0] || -> . % 3.57/3.78 43293[12:Spt:43292.0,43271.1,43274.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43294[12:Spt:43292.0,43271.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 43295[12:MRR:174.1,43294.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43296[12:MRR:43273.0,43295.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 43298[12:MRR:53.0,43296.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43302[12:MRR:43272.1,43298.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43303[12:MRR:164.0,164.1,43294.0,43302.0] || -> . % 3.57/3.78 43307[11:Spt:43303.0,43260.1,43264.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43308[11:Spt:43303.0,43260.0,43260.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.78 43309[12:Spt:43308.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 43310[12:MRR:160.1,43309.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43311[12:MRR:156.1,43309.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43314[12:MRR:159.1,43309.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43315[12:MRR:43262.0,43310.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 43316[12:MRR:43261.0,43311.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 43317[12:MRR:43263.0,43314.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 43318[13:Spt:43315.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43319[13:MRR:118.0,43318.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 43320[13:MRR:109.0,43318.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43324[13:MRR:43317.0,43319.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43329[13:MRR:52.0,43324.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43331[13:MRR:43316.0,43320.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43337[13:MRR:43329.0,43331.0] || -> . % 3.57/3.78 43338[13:Spt:43337.0,43315.0,43318.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43339[13:Spt:43337.0,43315.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 43340[13:MRR:62.0,43339.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43341[13:MRR:43317.1,43340.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43342[13:MRR:108.0,43341.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43346[13:MRR:43316.0,43342.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43351[13:MRR:53.0,53.1,43339.0,43346.0] || -> . % 3.57/3.78 43352[12:Spt:43351.0,43308.0,43309.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43353[12:Spt:43351.0,43308.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43354[12:MRR:47.1,43353.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 43355[12:MRR:43263.2,43354.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.78 43356[12:MRR:44.1,43353.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43357[12:MRR:43261.2,43356.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.78 43359[12:MRR:48.1,43353.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43360[12:MRR:43262.2,43359.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 43363[13:Spt:43355.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 43364[13:MRR:174.1,43363.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43365[13:MRR:164.0,43363.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 43368[13:MRR:43360.0,43364.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43372[13:MRR:109.0,43368.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43374[13:MRR:43357.0,43365.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43379[13:MRR:43372.0,43374.0] || -> . % 3.57/3.78 43380[13:Spt:43379.0,43355.0,43363.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43381[13:Spt:43379.0,43355.1] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43382[13:MRR:118.1,43381.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43383[13:MRR:43360.1,43382.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43386[13:MRR:165.0,43383.0] || pigeon_3_in_hole_6* -> . % 3.57/3.78 43387[13:MRR:43357.0,43386.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43391[13:MRR:108.0,108.1,43381.0,43387.0] || -> . % 3.57/3.78 43392[10:Spt:43391.0,43247.3,43252.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 43393[10:Spt:43391.0,43247.0,43247.1,43247.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 43394[11:Spt:43393.0] || -> pigeon_4_in_hole_6*. % 3.57/3.78 43395[11:MRR:168.1,43394.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43396[11:MRR:169.1,43394.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43397[11:MRR:162.0,43394.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43399[11:MRR:157.0,43394.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43400[11:MRR:43251.0,43395.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43401[11:MRR:43249.0,43396.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43402[11:MRR:43248.0,43397.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43403[11:MRR:43250.0,43399.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43404[12:Spt:43400.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43405[12:MRR:118.1,43404.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43406[12:MRR:108.0,43404.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43410[12:MRR:103.0,43404.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43411[12:MRR:43401.0,43405.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43412[12:MRR:43402.0,43406.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43413[12:MRR:43403.0,43410.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43414[13:Spt:43411.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 43416[13:MRR:53.0,43414.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43418[13:MRR:48.0,43414.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43421[13:MRR:43412.0,43416.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43422[13:MRR:16.0,43421.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43428[13:MRR:43413.0,43418.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43434[13:MRR:43422.0,43428.0] || -> . % 3.57/3.78 43435[13:Spt:43434.0,43411.0,43414.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43436[13:Spt:43434.0,43411.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43437[13:MRR:25.0,43436.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43438[13:MRR:43412.1,43437.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43440[13:MRR:44.0,43438.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43444[13:MRR:43413.0,43440.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43449[13:MRR:20.0,20.1,43436.0,43444.0] || -> . % 3.57/3.78 43450[12:Spt:43449.0,43400.0,43404.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 43451[12:Spt:43449.0,43400.1,43400.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43452[13:Spt:43451.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43453[13:MRR:62.1,43452.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 43454[13:MRR:52.0,43452.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 43455[13:MRR:47.0,43452.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 43459[13:MRR:43401.1,43453.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 43460[13:MRR:43402.1,43454.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 43461[13:MRR:43403.1,43455.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 43462[14:Spt:43459.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43463[14:MRR:109.0,43462.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43467[14:MRR:104.0,43462.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43468[14:MRR:43460.0,43463.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43474[14:MRR:16.0,43468.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43475[14:MRR:43461.0,43467.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43481[14:MRR:43474.0,43475.0] || -> . % 3.57/3.78 43482[14:Spt:43481.0,43459.0,43462.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43483[14:Spt:43481.0,43459.1] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43484[14:MRR:25.0,43483.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43485[14:MRR:43460.1,43484.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43489[14:MRR:100.0,43485.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43490[14:MRR:43461.0,43489.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43491[14:MRR:20.0,20.1,43483.0,43490.0] || -> . % 3.57/3.78 43496[13:Spt:43491.0,43451.0,43452.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 43497[13:Spt:43491.0,43451.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43498[13:MRR:24.0,43497.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 43499[13:MRR:43402.2,43498.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 43500[13:MRR:19.0,43497.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43501[13:MRR:43403.2,43500.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 43502[13:MRR:34.1,43497.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43503[13:MRR:43401.2,43502.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 43507[14:Spt:43499.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43508[14:MRR:109.1,43507.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43509[14:MRR:100.0,43507.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43513[14:MRR:43503.0,43508.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 43516[14:MRR:48.0,43513.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43519[14:MRR:43501.0,43509.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43524[14:MRR:43516.0,43519.0] || -> . % 3.57/3.78 43525[14:Spt:43524.0,43499.0,43507.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 43526[14:Spt:43524.0,43499.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43527[14:MRR:53.1,43526.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43528[14:MRR:43503.1,43527.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43529[14:MRR:104.0,43528.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43533[14:MRR:43501.0,43529.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43537[14:MRR:44.0,44.1,43526.0,43533.0] || -> . % 3.57/3.78 43538[11:Spt:43537.0,43393.0,43394.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 43539[11:Spt:43537.0,43393.1,43393.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 43540[12:Spt:43539.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 43541[12:MRR:106.0,43540.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43542[12:MRR:113.1,43540.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43543[12:MRR:101.0,43540.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43546[12:MRR:112.1,43540.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 43547[12:MRR:43248.1,43541.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43548[12:MRR:43249.1,43542.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43549[12:MRR:43250.1,43543.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43550[12:MRR:43251.1,43546.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43551[13:Spt:43547.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43552[13:MRR:164.1,43551.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43553[13:MRR:165.1,43551.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43555[13:MRR:156.0,43551.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43556[13:MRR:43550.0,43552.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43557[13:MRR:43548.0,43553.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43558[13:MRR:43549.0,43555.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43559[14:Spt:43556.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43563[14:MRR:47.0,43559.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43565[14:MRR:62.1,43559.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43566[14:MRR:43558.0,43563.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43569[14:MRR:20.1,43566.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43573[14:MRR:43557.0,43565.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43579[14:MRR:43569.0,43573.0] || -> . % 3.57/3.78 43580[14:Spt:43579.0,43556.0,43559.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43581[14:Spt:43579.0,43556.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43582[14:MRR:19.0,43581.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43583[14:MRR:43558.1,43582.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43587[14:MRR:48.1,43583.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 43589[14:MRR:43557.0,43587.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43593[14:MRR:34.0,34.1,43589.0,43581.0] || -> . % 3.57/3.78 43595[13:Spt:43593.0,43547.0,43551.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43596[13:Spt:43593.0,43547.1,43547.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43597[14:Spt:43596.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43598[14:MRR:52.1,43597.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 43599[14:MRR:44.0,43597.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 43603[14:MRR:53.1,43597.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 43604[14:MRR:43550.1,43598.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.78 43605[14:MRR:43549.1,43599.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 43606[14:MRR:43548.1,43603.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.78 43607[15:Spt:43604.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 43609[15:MRR:174.1,43607.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43610[15:MRR:159.0,43607.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43611[15:MRR:43606.0,43609.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43612[15:MRR:20.0,43611.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43618[15:MRR:43605.0,43610.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43624[15:MRR:43612.0,43618.0] || -> . % 3.57/3.78 43625[15:Spt:43624.0,43604.0,43607.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43626[15:Spt:43624.0,43604.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43627[15:MRR:34.1,43626.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43628[15:MRR:43606.1,43627.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43630[15:MRR:160.0,43628.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43631[15:MRR:43605.0,43630.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43636[15:MRR:19.0,19.1,43626.0,43631.0] || -> . % 3.57/3.78 43637[14:Spt:43636.0,43596.0,43597.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 43638[14:Spt:43636.0,43596.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43639[14:MRR:25.1,43638.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 43640[14:MRR:43548.2,43639.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 43641[14:MRR:16.0,43638.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43642[14:MRR:43549.2,43641.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.78 43646[14:MRR:24.1,43638.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 43647[14:MRR:43550.2,43646.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.78 43648[15:Spt:43640.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43649[15:MRR:174.0,43648.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43650[15:MRR:160.0,43648.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43652[15:MRR:43647.0,43649.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43654[15:MRR:47.0,43652.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43658[15:MRR:43642.0,43650.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43663[15:MRR:43654.0,43658.0] || -> . % 3.57/3.78 43664[15:Spt:43663.0,43640.0,43648.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43665[15:Spt:43663.0,43640.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 43666[15:MRR:62.0,43665.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43667[15:MRR:43647.1,43666.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 43668[15:MRR:159.0,43667.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43670[15:MRR:43642.0,43668.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43674[15:MRR:48.0,48.1,43665.0,43670.0] || -> . % 3.57/3.78 43675[12:Spt:43674.0,43539.0,43540.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 43676[12:Spt:43674.0,43539.1] || -> pigeon_4_in_hole_2*. % 3.57/3.78 43677[12:MRR:56.1,43676.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 43678[12:MRR:45.0,43676.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 43679[12:MRR:57.1,43676.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 43682[12:MRR:50.0,43676.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 43683[12:MRR:43248.2,43682.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 43684[12:MRR:43249.2,43679.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 43685[12:MRR:43250.2,43678.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 43686[12:MRR:43251.2,43677.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 43687[13:Spt:43683.0] || -> pigeon_3_in_hole_6*. % 3.57/3.78 43688[13:MRR:156.0,43687.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43690[13:MRR:165.1,43687.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43691[13:MRR:164.1,43687.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43692[13:MRR:43685.0,43688.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 43693[13:MRR:43684.0,43690.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.78 43694[13:MRR:43686.0,43691.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 43695[14:Spt:43692.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43697[14:MRR:104.1,43695.0] || pigeon_7_in_hole_4* -> . % 3.57/3.78 43700[14:MRR:103.1,43695.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 43701[14:MRR:43693.0,43697.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43703[14:MRR:34.0,43701.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 43708[14:MRR:43694.0,43700.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43714[14:MRR:43703.0,43708.0] || -> . % 3.57/3.78 43715[14:Spt:43714.0,43692.0,43695.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43716[14:Spt:43714.0,43692.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43717[14:MRR:20.1,43716.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43718[14:MRR:43693.1,43717.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43722[14:MRR:118.0,43718.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 43723[14:MRR:43694.0,43722.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43728[14:MRR:19.0,19.1,43723.0,43716.0] || -> . % 3.57/3.78 43729[13:Spt:43728.0,43683.0,43687.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43730[13:Spt:43728.0,43683.1,43683.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 43731[14:Spt:43730.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43732[14:MRR:100.0,43731.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43733[14:MRR:109.1,43731.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 43736[14:MRR:108.1,43731.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 43737[14:MRR:43685.1,43732.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.78 43738[14:MRR:43684.1,43733.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.78 43739[14:MRR:43686.1,43736.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.78 43740[15:Spt:43737.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 43741[15:MRR:160.1,43740.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43742[15:MRR:159.1,43740.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43744[15:MRR:43738.0,43741.0] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43749[15:MRR:34.0,43744.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 43751[15:MRR:43739.0,43742.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43757[15:MRR:43749.0,43751.0] || -> . % 3.57/3.78 43758[15:Spt:43757.0,43737.0,43740.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43759[15:Spt:43757.0,43737.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43760[15:MRR:20.1,43759.0] || pigeon_7_in_hole_1* -> . % 3.57/3.78 43761[15:MRR:43738.1,43760.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43763[15:MRR:174.0,43761.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43764[15:MRR:43739.0,43763.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 43765[15:MRR:19.0,19.1,43764.0,43759.0] || -> . % 3.57/3.78 43770[14:Spt:43765.0,43730.0,43731.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43771[14:Spt:43765.0,43730.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43772[14:MRR:25.1,43771.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 43773[14:MRR:43684.2,43772.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.78 43774[14:MRR:24.1,43771.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 43775[14:MRR:43686.2,43774.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.78 43776[14:MRR:16.0,43771.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43777[14:MRR:43685.2,43776.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.78 43781[15:Spt:43773.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 43782[15:MRR:160.0,43781.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 43783[15:MRR:174.0,43781.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43785[15:MRR:43777.0,43782.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43786[15:MRR:103.1,43785.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 43790[15:MRR:43775.0,43783.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43794[15:MRR:43786.0,43790.0] || -> . % 3.57/3.78 43795[15:Spt:43794.0,43773.0,43781.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 43796[15:Spt:43794.0,43773.1] || -> pigeon_7_in_hole_4*. % 3.57/3.78 43797[15:MRR:104.0,43796.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43798[15:MRR:43777.1,43797.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 43800[15:MRR:159.1,43798.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 43801[15:MRR:43775.0,43800.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43804[15:MRR:118.0,118.1,43796.0,43801.0] || -> . % 3.57/3.78 43805[9:Spt:43804.0,43240.0,43241.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.78 43806[9:Spt:43804.0,43240.1,43240.2,43240.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 43807[10:Spt:43806.0] || -> pigeon_5_in_hole_6*. % 3.57/3.78 43808[10:MRR:172.1,43807.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.78 43809[10:MRR:158.0,43807.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.78 43810[10:MRR:171.1,43807.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 43811[10:MRR:163.0,43807.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.78 43812[10:MRR:167.0,43807.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.78 43813[10:MRR:42687.1,43808.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 43814[10:MRR:42688.1,43809.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43815[10:MRR:42689.1,43810.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43816[10:MRR:42686.1,43811.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43817[10:MRR:42690.1,43812.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 43818[11:Spt:43813.3] || -> pigeon_7_in_hole_1*. % 3.57/3.78 43819[11:MRR:25.0,43818.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 43820[11:MRR:20.0,43818.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 43821[11:MRR:34.0,43818.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 43825[11:MRR:29.0,43818.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 43826[11:MRR:43816.3,43819.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 43827[11:MRR:43814.3,43820.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 43828[11:MRR:43815.3,43821.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 43829[11:MRR:43817.3,43825.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 43830[12:Spt:43826.1] || -> pigeon_3_in_hole_4*. % 3.57/3.78 43831[12:MRR:108.1,43830.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 43835[12:MRR:100.0,43830.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43836[12:MRR:106.1,43830.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 43837[12:MRR:43828.1,43831.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 43838[12:MRR:43827.1,43835.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 43839[12:MRR:43829.1,43836.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.78 43840[13:Spt:43837.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43841[13:MRR:56.0,43840.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 43845[13:MRR:47.0,43840.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43847[13:MRR:43839.1,43841.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43850[13:MRR:185.0,43847.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 43852[13:MRR:43838.1,43845.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 43856[13:MRR:43850.0,43852.0] || -> . % 3.57/3.78 43857[13:Spt:43856.0,43837.1,43840.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43858[13:Spt:43856.0,43837.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 43859[13:MRR:196.0,43858.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43860[13:MRR:43839.0,43859.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 43861[13:MRR:45.0,43860.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43866[13:MRR:43838.1,43861.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 43867[13:MRR:187.0,187.1,43858.0,43866.0] || -> . % 3.57/3.78 43870[12:Spt:43867.0,43826.1,43830.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43871[12:Spt:43867.0,43826.0,43826.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 43872[13:Spt:43871.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 43873[13:MRR:190.1,43872.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 43874[13:MRR:184.0,43872.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 43876[13:MRR:192.1,43872.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 43877[13:MRR:43829.0,43873.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 43878[13:MRR:43827.0,43874.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 43879[13:MRR:43828.0,43876.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.78 43880[14:Spt:43877.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 43881[14:MRR:112.1,43880.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 43885[14:MRR:101.0,43880.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43886[14:MRR:43879.0,43881.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 43888[14:MRR:47.0,43886.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43893[14:MRR:43878.0,43885.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43899[14:MRR:43888.0,43893.0] || -> . % 3.57/3.78 43900[14:Spt:43899.0,43877.0,43880.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 43901[14:Spt:43899.0,43877.1] || -> pigeon_4_in_hole_2*. % 3.57/3.78 43902[14:MRR:56.1,43901.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 43903[14:MRR:43879.1,43902.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43904[14:MRR:103.0,43903.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43908[14:MRR:43878.0,43904.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43913[14:MRR:45.0,45.1,43901.0,43908.0] || -> . % 3.57/3.78 43914[13:Spt:43913.0,43871.0,43872.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 43915[13:Spt:43913.0,43871.1] || -> pigeon_3_in_hole_2*. % 3.57/3.78 43916[13:MRR:52.1,43915.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 43917[13:MRR:43828.2,43916.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.78 43918[13:MRR:44.0,43915.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43919[13:MRR:43827.2,43918.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.78 43920[13:MRR:50.1,43915.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 43921[13:MRR:43829.2,43920.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.78 43925[14:Spt:43917.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 43926[14:MRR:196.0,43925.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 43927[14:MRR:187.0,43925.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 43929[14:MRR:43921.0,43926.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 43930[14:MRR:101.0,43929.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 43935[14:MRR:43919.0,43927.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43940[14:MRR:43930.0,43935.0] || -> . % 3.57/3.78 43941[14:Spt:43940.0,43917.0,43925.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 43942[14:Spt:43940.0,43917.1] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43943[14:MRR:112.0,43942.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 43944[14:MRR:43921.1,43943.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 43945[14:MRR:185.0,43944.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 43947[14:MRR:43919.0,43945.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 43951[14:MRR:103.0,103.1,43942.0,43947.0] || -> . % 3.57/3.78 43952[11:Spt:43951.0,43813.3,43818.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 43953[11:Spt:43951.0,43813.0,43813.1,43813.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 43954[12:Spt:43953.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 43955[12:MRR:202.0,43954.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 43956[12:MRR:197.0,43954.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 43957[12:MRR:188.0,43954.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 43958[12:MRR:193.0,43954.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 43959[12:MRR:43815.0,43955.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 43960[12:MRR:43817.0,43956.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 43961[12:MRR:43814.0,43957.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43962[12:MRR:43816.0,43958.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43963[13:Spt:43959.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 43964[13:MRR:112.0,43963.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 43965[13:MRR:103.0,43963.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 43969[13:MRR:108.0,43963.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 43970[13:MRR:43960.0,43964.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 43971[13:MRR:43961.0,43965.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 43972[13:MRR:43962.0,43969.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 43973[14:Spt:43970.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 43975[14:MRR:45.0,43973.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 43976[14:MRR:50.0,43973.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 43980[14:MRR:43971.0,43975.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 43981[14:MRR:16.1,43980.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 43987[14:MRR:43972.0,43976.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 43993[14:MRR:43981.0,43987.0] || -> . % 3.57/3.78 43994[14:Spt:43993.0,43970.0,43973.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 43995[14:Spt:43993.0,43970.1] || -> pigeon_4_in_hole_1*. % 3.57/3.78 43996[14:MRR:17.0,43995.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 43997[14:MRR:43971.1,43996.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 43999[14:MRR:44.1,43997.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 44003[14:MRR:43972.0,43999.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44004[14:MRR:22.0,22.1,43995.0,44003.0] || -> . % 3.57/3.78 44009[13:Spt:44004.0,43959.0,43963.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 44010[13:Spt:44004.0,43959.1,43959.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 44011[14:Spt:44010.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 44012[14:MRR:56.0,44011.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 44013[14:MRR:47.0,44011.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 44014[14:MRR:52.0,44011.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 44018[14:MRR:43960.1,44012.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 44019[14:MRR:43961.1,44013.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 44020[14:MRR:43962.1,44014.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 44021[15:Spt:44018.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 44025[15:MRR:101.0,44021.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 44026[15:MRR:106.0,44021.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44027[15:MRR:44019.0,44025.0] || -> pigeon_2_in_hole_1*. % 3.57/3.78 44033[15:MRR:16.1,44027.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44034[15:MRR:44020.0,44026.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44040[15:MRR:44033.0,44034.0] || -> . % 3.57/3.78 44041[15:Spt:44040.0,44018.0,44021.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 44042[15:Spt:44040.0,44018.1] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44043[15:MRR:17.0,44042.0] || pigeon_2_in_hole_1* -> . % 3.57/3.78 44044[15:MRR:44019.1,44043.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 44048[15:MRR:100.1,44044.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44049[15:MRR:44020.0,44048.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44054[15:MRR:22.0,22.1,44042.0,44049.0] || -> . % 3.57/3.78 44055[14:Spt:44054.0,44010.0,44011.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 44056[14:Spt:44054.0,44010.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44057[14:MRR:19.0,44056.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 44058[14:MRR:43961.2,44057.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.78 44059[14:MRR:24.0,44056.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44060[14:MRR:43962.2,44059.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.78 44061[14:MRR:28.0,44056.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 44062[14:MRR:43960.2,44061.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.78 44066[15:Spt:44058.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 44067[15:MRR:101.1,44066.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 44068[15:MRR:100.1,44066.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44072[15:MRR:44062.0,44067.0] || -> pigeon_4_in_hole_2*. % 3.57/3.78 44076[15:MRR:50.0,44072.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 44078[15:MRR:44060.0,44068.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 44083[15:MRR:44076.0,44078.0] || -> . % 3.57/3.78 44084[15:Spt:44083.0,44058.0,44066.0] || pigeon_2_in_hole_4* -> . % 3.57/3.78 44085[15:Spt:44083.0,44058.1] || -> pigeon_2_in_hole_2*. % 3.57/3.78 44086[15:MRR:45.1,44085.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 44087[15:MRR:44062.1,44086.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 44088[15:MRR:106.0,44087.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44092[15:MRR:44060.0,44088.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 44096[15:MRR:44.0,44.1,44092.0,44085.0] || -> . % 3.57/3.78 44097[12:Spt:44096.0,43953.0,43954.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 44098[12:Spt:44096.0,43953.1,43953.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.78 44099[13:Spt:44098.0] || -> pigeon_7_in_hole_4*. % 3.57/3.78 44100[13:MRR:104.0,44099.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 44101[13:MRR:113.0,44099.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 44102[13:MRR:109.0,44099.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 44105[13:MRR:118.0,44099.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 44106[13:MRR:43814.1,44100.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 44107[13:MRR:43817.1,44101.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 44108[13:MRR:43816.1,44102.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 44109[13:MRR:43815.1,44105.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 44110[14:Spt:44106.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 44111[14:MRR:187.1,44110.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 44112[14:MRR:185.1,44110.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 44113[14:MRR:184.1,44110.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 44114[14:MRR:44109.0,44111.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 44115[14:MRR:44107.0,44112.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 44116[14:MRR:44108.0,44113.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 44117[15:Spt:44114.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 44121[15:MRR:52.0,44117.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 44123[15:MRR:56.0,44117.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 44124[15:MRR:44116.0,44121.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44130[15:MRR:22.1,44124.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 44131[15:MRR:44115.0,44123.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44137[15:MRR:44130.0,44131.0] || -> . % 3.57/3.78 44138[15:Spt:44137.0,44114.0,44117.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 44139[15:Spt:44137.0,44114.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44140[15:MRR:24.0,44139.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44141[15:MRR:44116.1,44140.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 44145[15:MRR:50.1,44141.0] || pigeon_4_in_hole_2* -> . % 3.57/3.78 44147[15:MRR:44115.0,44145.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44151[15:MRR:28.0,28.1,44139.0,44147.0] || -> . % 3.57/3.78 44153[14:Spt:44151.0,44106.0,44110.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 44154[14:Spt:44151.0,44106.1,44106.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 44155[15:Spt:44154.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 44156[15:MRR:47.1,44155.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 44157[15:MRR:44.1,44155.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 44161[15:MRR:45.1,44155.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 44162[15:MRR:44109.1,44156.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 44163[15:MRR:44108.1,44157.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 44164[15:MRR:44107.1,44161.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.78 44165[16:Spt:44162.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 44166[16:MRR:196.0,44165.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 44167[16:MRR:192.0,44165.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44168[16:MRR:44164.0,44166.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44169[16:MRR:22.0,44168.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44175[16:MRR:44163.0,44167.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44181[16:MRR:44169.0,44175.0] || -> . % 3.57/3.78 44182[16:Spt:44181.0,44162.0,44165.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44183[16:Spt:44181.0,44162.1] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44184[16:MRR:28.0,44183.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 44185[16:MRR:44164.1,44184.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 44186[16:MRR:190.0,44185.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44187[16:MRR:44163.0,44186.0] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44192[16:MRR:24.0,24.1,44183.0,44187.0] || -> . % 3.57/3.78 44193[15:Spt:44192.0,44154.0,44155.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 44194[15:Spt:44192.0,44154.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 44195[15:MRR:17.1,44194.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 44196[15:MRR:44107.2,44195.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.78 44197[15:MRR:16.1,44194.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44198[15:MRR:44108.2,44197.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.78 44202[15:MRR:19.1,44194.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 44203[15:MRR:44109.2,44202.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 44204[16:Spt:44196.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 44205[16:MRR:196.1,44204.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44206[16:MRR:190.0,44204.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44207[16:MRR:44203.0,44205.0] || -> pigeon_6_in_hole_2*. % 3.57/3.78 44209[16:MRR:52.0,44207.0] || pigeon_3_in_hole_2* -> . % 3.57/3.78 44213[16:MRR:44198.0,44206.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 44218[16:MRR:44209.0,44213.0] || -> . % 3.57/3.78 44219[16:Spt:44218.0,44196.0,44204.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 44220[16:Spt:44218.0,44196.1] || -> pigeon_4_in_hole_2*. % 3.57/3.78 44221[16:MRR:56.1,44220.0] || pigeon_6_in_hole_2* -> . % 3.57/3.78 44222[16:MRR:44203.1,44221.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 44223[16:MRR:192.0,44222.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44224[16:MRR:44198.0,44223.0] || -> pigeon_3_in_hole_2*. % 3.57/3.78 44228[16:MRR:50.0,50.1,44220.0,44224.0] || -> . % 3.57/3.78 44229[13:Spt:44228.0,44098.0,44099.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 44230[13:Spt:44228.0,44098.1] || -> pigeon_7_in_hole_2*. % 3.57/3.78 44231[13:MRR:62.0,44230.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 44232[13:MRR:53.0,44230.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.78 44233[13:MRR:57.0,44230.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 44236[13:MRR:48.0,44230.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 44237[13:MRR:43814.2,44236.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 44238[13:MRR:43817.2,44233.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 44239[13:MRR:43816.2,44232.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 44240[13:MRR:43815.2,44231.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 44241[14:Spt:44237.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 44242[14:MRR:184.1,44241.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.78 44243[14:MRR:185.1,44241.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 44244[14:MRR:187.1,44241.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 44245[14:MRR:44239.0,44242.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.78 44246[14:MRR:44238.0,44243.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.78 44247[14:MRR:44240.0,44244.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.78 44248[15:Spt:44245.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 44250[15:MRR:106.1,44248.0] || pigeon_4_in_hole_4* -> . % 3.57/3.78 44253[15:MRR:108.1,44248.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 44254[15:MRR:44246.0,44250.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44256[15:MRR:28.1,44254.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 44261[15:MRR:44247.0,44253.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44267[15:MRR:44256.0,44261.0] || -> . % 3.57/3.78 44268[15:Spt:44267.0,44245.0,44248.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44269[15:Spt:44267.0,44245.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44270[15:MRR:22.1,44269.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 44271[15:MRR:44246.1,44270.0] || -> pigeon_4_in_hole_4*. % 3.57/3.78 44275[15:MRR:112.1,44271.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 44276[15:MRR:44247.0,44275.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44281[15:MRR:24.0,24.1,44276.0,44269.0] || -> . % 3.57/3.78 44282[14:Spt:44281.0,44237.0,44241.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 44283[14:Spt:44281.0,44237.1,44237.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.57/3.78 44284[15:Spt:44283.0] || -> pigeon_2_in_hole_4*. % 3.57/3.78 44285[15:MRR:100.1,44284.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 44286[15:MRR:101.1,44284.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 44289[15:MRR:103.1,44284.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 44290[15:MRR:44239.1,44285.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.78 44291[15:MRR:44238.1,44286.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.78 44292[15:MRR:44240.1,44289.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.78 44293[16:Spt:44290.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 44294[16:MRR:190.1,44293.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 44295[16:MRR:192.1,44293.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44296[16:MRR:44291.0,44294.0] || -> pigeon_4_in_hole_1*. % 3.57/3.78 44301[16:MRR:28.1,44296.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 44303[16:MRR:44292.0,44295.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44309[16:MRR:44301.0,44303.0] || -> . % 3.57/3.78 44310[16:Spt:44309.0,44290.0,44293.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44311[16:Spt:44309.0,44290.1] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44312[16:MRR:22.1,44311.0] || pigeon_4_in_hole_1* -> . % 3.57/3.78 44313[16:MRR:44291.1,44312.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 44314[16:MRR:196.1,44313.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44315[16:MRR:44292.0,44314.0] || -> pigeon_6_in_hole_1*. % 3.57/3.78 44316[16:MRR:24.0,24.1,44315.0,44311.0] || -> . % 3.57/3.78 44321[15:Spt:44316.0,44283.0,44284.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 44322[15:Spt:44316.0,44283.1] || -> pigeon_2_in_hole_1*. % 3.57/3.78 44323[15:MRR:17.1,44322.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 44324[15:MRR:44238.2,44323.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.78 44325[15:MRR:19.1,44322.0] || pigeon_6_in_hole_1* -> . % 3.57/3.78 44326[15:MRR:44240.2,44325.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.78 44327[15:MRR:16.1,44322.0] || pigeon_3_in_hole_1* -> . % 3.57/3.78 44328[15:MRR:44239.2,44327.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.78 44332[16:Spt:44324.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 44333[16:MRR:190.0,44332.0] || pigeon_3_in_hole_7* -> . % 3.57/3.78 44334[16:MRR:196.1,44332.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44335[16:MRR:44328.0,44333.0] || -> pigeon_3_in_hole_4*. % 3.57/3.78 44336[16:MRR:108.1,44335.0] || pigeon_6_in_hole_4* -> . % 3.57/3.78 44340[16:MRR:44326.0,44334.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 44344[16:MRR:44336.0,44340.0] || -> . % 3.57/3.78 44345[16:Spt:44344.0,44324.0,44332.0] || pigeon_4_in_hole_7* -> . % 3.57/3.78 44346[16:Spt:44344.0,44324.1] || -> pigeon_4_in_hole_4*. % 3.57/3.78 44347[16:MRR:106.0,44346.0] || pigeon_3_in_hole_4* -> . % 3.57/3.78 44348[16:MRR:44328.1,44347.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 44349[16:MRR:192.1,44348.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44350[16:MRR:44326.0,44349.0] || -> pigeon_6_in_hole_4*. % 3.57/3.78 44353[16:MRR:112.0,112.1,44350.0,44346.0] || -> . % 3.57/3.78 44354[10:Spt:44353.0,43806.0,43807.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.78 44355[10:Spt:44353.0,43806.1,43806.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.78 44356[11:Spt:44355.0] || -> pigeon_5_in_hole_4*. % 3.57/3.78 44357[11:MRR:107.0,44356.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.78 44358[11:MRR:115.1,44356.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.78 44360[11:MRR:111.0,44356.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.78 44361[11:MRR:102.0,44356.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.78 44362[11:MRR:116.1,44356.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.78 44363[11:MRR:42686.2,44357.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.78 44364[11:MRR:42689.2,44358.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.78 44365[11:MRR:42690.2,44360.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.78 44366[11:MRR:42688.2,44361.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.78 44367[11:MRR:42687.2,44362.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.78 44368[12:Spt:44363.3] || -> pigeon_3_in_hole_1*. % 3.57/3.78 44369[12:MRR:22.1,44368.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.78 44370[12:MRR:24.1,44368.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.78 44371[12:MRR:16.0,44368.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.78 44375[12:MRR:25.1,44368.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.78 44376[12:MRR:44365.3,44369.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.78 44377[12:MRR:44364.3,44370.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.78 44378[12:MRR:44366.3,44371.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.78 44379[12:MRR:44367.3,44375.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 44380[13:Spt:44376.2] || -> pigeon_4_in_hole_2*. % 3.57/3.78 44381[13:MRR:56.1,44380.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.78 44383[13:MRR:57.1,44380.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.78 44386[13:MRR:45.0,44380.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.78 44387[13:MRR:44377.2,44381.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.78 44388[13:MRR:44379.2,44383.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.78 44389[13:MRR:44378.2,44386.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.78 44390[14:Spt:44387.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 44393[14:MRR:187.0,44390.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 44394[14:MRR:202.1,44390.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 44395[14:MRR:44389.0,44393.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 44396[14:MRR:160.1,44395.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 44400[14:MRR:44388.0,44394.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 44404[14:MRR:44396.0,44400.0] || -> . % 3.57/3.78 44405[14:Spt:44404.0,44387.0,44390.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44406[14:Spt:44404.0,44387.1] || -> pigeon_6_in_hole_6*. % 3.57/3.78 44407[14:MRR:159.0,44406.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 44408[14:MRR:44389.1,44407.0] || -> pigeon_2_in_hole_7*. % 3.57/3.78 44411[14:MRR:188.1,44408.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 44412[14:MRR:44388.0,44411.0] || -> pigeon_7_in_hole_6*. % 3.57/3.78 44415[14:MRR:174.0,174.1,44412.0,44406.0] || -> . % 3.57/3.78 44416[13:Spt:44415.0,44376.2,44380.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.78 44417[13:Spt:44415.0,44376.0,44376.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.78 44418[14:Spt:44417.0] || -> pigeon_4_in_hole_7*. % 3.57/3.78 44419[14:MRR:196.1,44418.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 44420[14:MRR:185.0,44418.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 44422[14:MRR:197.1,44418.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 44423[14:MRR:44377.0,44419.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.78 44424[14:MRR:44378.0,44420.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.78 44425[14:MRR:44379.0,44422.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.78 44426[15:Spt:44423.0] || -> pigeon_6_in_hole_6*. % 3.57/3.78 44427[15:MRR:159.0,44426.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 44428[15:MRR:174.1,44426.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 44431[15:MRR:44424.0,44427.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 44434[15:MRR:48.1,44431.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 44437[15:MRR:44425.0,44428.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 44442[15:MRR:44434.0,44437.0] || -> . % 3.57/3.78 44443[15:Spt:44442.0,44423.0,44426.0] || pigeon_6_in_hole_6* -> . % 3.57/3.78 44444[15:Spt:44442.0,44423.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 44445[15:MRR:47.0,44444.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 44446[15:MRR:44424.1,44445.0] || -> pigeon_2_in_hole_6*. % 3.57/3.78 44449[15:MRR:160.1,44446.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 44450[15:MRR:44425.0,44449.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 44454[15:MRR:62.0,62.1,44450.0,44444.0] || -> . % 3.57/3.78 44455[14:Spt:44454.0,44417.0,44418.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.78 44456[14:Spt:44454.0,44417.1] || -> pigeon_4_in_hole_6*. % 3.57/3.78 44457[14:MRR:168.1,44456.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.78 44458[14:MRR:44377.1,44457.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.78 44459[14:MRR:157.0,44456.0] || pigeon_2_in_hole_6* -> . % 3.57/3.78 44460[14:MRR:44378.1,44459.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.78 44461[14:MRR:169.1,44456.0] || pigeon_7_in_hole_6* -> . % 3.57/3.78 44462[14:MRR:44379.1,44461.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.78 44464[15:Spt:44458.0] || -> pigeon_6_in_hole_7*. % 3.57/3.78 44465[15:MRR:202.1,44464.0] || pigeon_7_in_hole_7* -> . % 3.57/3.78 44466[15:MRR:187.0,44464.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 44468[15:MRR:44462.0,44465.0] || -> pigeon_7_in_hole_2*. % 3.57/3.78 44469[15:MRR:48.0,44468.0] || pigeon_2_in_hole_2* -> . % 3.57/3.78 44474[15:MRR:44460.0,44466.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 44479[15:MRR:44469.0,44474.0] || -> . % 3.57/3.78 44480[15:Spt:44479.0,44458.0,44464.0] || pigeon_6_in_hole_7* -> . % 3.57/3.78 44481[15:Spt:44479.0,44458.1] || -> pigeon_6_in_hole_2*. % 3.57/3.78 44482[15:MRR:62.1,44481.0] || pigeon_7_in_hole_2* -> . % 3.57/3.78 44483[15:MRR:44462.1,44482.0] || -> pigeon_7_in_hole_7*. % 3.57/3.78 44484[15:MRR:188.0,44483.0] || pigeon_2_in_hole_7* -> . % 3.57/3.78 44486[15:MRR:44460.0,44484.0] || -> pigeon_2_in_hole_2*. % 3.57/3.78 44490[15:MRR:47.0,47.1,44481.0,44486.0] || -> . % 3.57/3.78 44491[12:Spt:44490.0,44363.3,44368.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.78 44492[12:Spt:44490.0,44363.0,44363.1,44363.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.78 44493[13:Spt:44492.0] || -> pigeon_3_in_hole_7*. % 3.57/3.78 44494[13:MRR:192.1,44493.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.78 44495[13:MRR:193.1,44493.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.78 44496[13:MRR:184.0,44493.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.78 44497[13:MRR:190.1,44493.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 44498[13:MRR:44364.0,44494.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.79 44499[13:MRR:44367.0,44495.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.79 44500[13:MRR:44366.0,44496.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.79 44501[13:MRR:44365.0,44497.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.79 44502[14:Spt:44498.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 44503[14:MRR:168.0,44502.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 44505[14:MRR:174.1,44502.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 44506[14:MRR:159.0,44502.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 44507[14:MRR:44501.0,44503.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.79 44508[14:MRR:44499.0,44505.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.79 44509[14:MRR:44500.0,44506.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.79 44510[15:Spt:44507.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 44511[15:MRR:45.0,44510.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 44514[15:MRR:57.1,44510.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 44517[15:MRR:44509.0,44511.0] || -> pigeon_2_in_hole_1*. % 3.57/3.79 44523[15:MRR:20.1,44517.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44524[15:MRR:44508.0,44514.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44530[15:MRR:44523.0,44524.0] || -> . % 3.57/3.79 44531[15:Spt:44530.0,44507.0,44510.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 44532[15:Spt:44530.0,44507.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44533[15:MRR:17.0,44532.0] || pigeon_2_in_hole_1* -> . % 3.57/3.79 44534[15:MRR:44509.1,44533.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 44535[15:MRR:48.1,44534.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 44540[15:MRR:44508.0,44535.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44545[15:MRR:29.0,29.1,44540.0,44532.0] || -> . % 3.57/3.79 44546[14:Spt:44545.0,44498.0,44502.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 44547[14:Spt:44545.0,44498.1,44498.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.79 44548[15:Spt:44547.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 44549[15:MRR:56.0,44548.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 44550[15:MRR:47.0,44548.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 44553[15:MRR:62.1,44548.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 44555[15:MRR:44501.1,44549.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 44556[15:MRR:44500.1,44550.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.79 44557[15:MRR:44499.1,44553.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 44558[16:Spt:44555.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44559[16:MRR:157.0,44558.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44560[16:MRR:169.1,44558.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44562[16:MRR:44556.0,44559.0] || -> pigeon_2_in_hole_1*. % 3.57/3.79 44564[16:MRR:20.1,44562.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44569[16:MRR:44557.0,44560.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44575[16:MRR:44564.0,44569.0] || -> . % 3.57/3.79 44576[16:Spt:44575.0,44555.0,44558.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 44577[16:Spt:44575.0,44555.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44578[16:MRR:17.0,44577.0] || pigeon_2_in_hole_1* -> . % 3.57/3.79 44579[16:MRR:44556.1,44578.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 44581[16:MRR:160.1,44579.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44582[16:MRR:44557.0,44581.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44583[16:MRR:29.0,29.1,44582.0,44577.0] || -> . % 3.57/3.79 44588[15:Spt:44583.0,44547.0,44548.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 44589[15:Spt:44583.0,44547.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44590[15:MRR:19.0,44589.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.79 44591[15:MRR:44500.2,44590.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.79 44592[15:MRR:34.1,44589.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44593[15:MRR:44499.2,44592.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 44594[15:MRR:28.0,44589.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 44595[15:MRR:44501.2,44594.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 44599[16:Spt:44591.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 44600[16:MRR:157.1,44599.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 44601[16:MRR:160.1,44599.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44603[16:MRR:44595.0,44600.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 44605[16:MRR:57.1,44603.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 44609[16:MRR:44593.0,44601.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 44614[16:MRR:44605.0,44609.0] || -> . % 3.57/3.79 44615[16:Spt:44614.0,44591.0,44599.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44616[16:Spt:44614.0,44591.1] || -> pigeon_2_in_hole_2*. % 3.57/3.79 44617[16:MRR:45.1,44616.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 44618[16:MRR:44595.1,44617.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44620[16:MRR:169.1,44618.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44621[16:MRR:44593.0,44620.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 44625[16:MRR:48.0,48.1,44621.0,44616.0] || -> . % 3.57/3.79 44626[13:Spt:44625.0,44492.0,44493.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 44627[13:Spt:44625.0,44492.1,44492.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.79 44628[14:Spt:44627.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 44629[14:MRR:156.0,44628.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 44630[14:MRR:162.1,44628.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 44631[14:MRR:165.1,44628.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 44632[14:MRR:164.1,44628.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 44633[14:MRR:44366.1,44629.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.79 44634[14:MRR:44365.1,44630.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.79 44635[14:MRR:44367.1,44631.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.79 44636[14:MRR:44364.1,44632.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.79 44637[15:Spt:44633.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 44638[15:MRR:187.1,44637.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 44639[15:MRR:188.1,44637.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 44640[15:MRR:185.1,44637.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 44641[15:MRR:44636.0,44638.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.79 44642[15:MRR:44635.0,44639.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.79 44643[15:MRR:44634.0,44640.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.79 44644[16:Spt:44641.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 44646[16:MRR:62.1,44644.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 44650[16:MRR:56.0,44644.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 44651[16:MRR:44642.0,44646.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44654[16:MRR:29.0,44651.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 44658[16:MRR:44643.0,44650.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44664[16:MRR:44654.0,44658.0] || -> . % 3.57/3.79 44665[16:Spt:44664.0,44641.0,44644.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 44666[16:Spt:44664.0,44641.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44667[16:MRR:34.1,44666.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44668[16:MRR:44642.1,44667.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 44670[16:MRR:57.0,44668.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 44674[16:MRR:44643.0,44670.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44678[16:MRR:28.0,28.1,44666.0,44674.0] || -> . % 3.57/3.79 44680[15:Spt:44678.0,44633.0,44637.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 44681[15:Spt:44678.0,44633.1,44633.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.79 44682[16:Spt:44681.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 44683[16:MRR:47.1,44682.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 44684[16:MRR:48.1,44682.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 44688[16:MRR:45.1,44682.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 44689[16:MRR:44636.1,44683.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 44690[16:MRR:44635.1,44684.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.79 44691[16:MRR:44634.1,44688.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 44692[17:Spt:44689.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 44693[17:MRR:202.1,44692.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44694[17:MRR:196.0,44692.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44695[17:MRR:44690.0,44693.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44700[17:MRR:29.0,44695.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 44702[17:MRR:44691.0,44694.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44708[17:MRR:44700.0,44702.0] || -> . % 3.57/3.79 44709[17:Spt:44708.0,44689.0,44692.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44710[17:Spt:44708.0,44689.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44711[17:MRR:34.1,44710.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44712[17:MRR:44690.1,44711.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 44713[17:MRR:197.0,44712.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44714[17:MRR:44691.0,44713.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44716[17:MRR:28.0,28.1,44710.0,44714.0] || -> . % 3.57/3.79 44720[16:Spt:44716.0,44681.0,44682.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 44721[16:Spt:44716.0,44681.1] || -> pigeon_2_in_hole_1*. % 3.57/3.79 44722[16:MRR:20.1,44721.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 44723[16:MRR:44635.2,44722.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.79 44724[16:MRR:17.1,44721.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 44725[16:MRR:44634.2,44724.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 44726[16:MRR:19.1,44721.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 44727[16:MRR:44636.2,44726.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 44731[17:Spt:44723.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 44732[17:MRR:202.0,44731.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44733[17:MRR:197.0,44731.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44734[17:MRR:44727.0,44732.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 44735[17:MRR:56.0,44734.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 44740[17:MRR:44725.0,44733.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 44745[17:MRR:44735.0,44740.0] || -> . % 3.57/3.79 44746[17:Spt:44745.0,44723.0,44731.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44747[17:Spt:44745.0,44723.1] || -> pigeon_7_in_hole_2*. % 3.57/3.79 44748[17:MRR:62.0,44747.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 44749[17:MRR:44727.1,44748.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 44750[17:MRR:196.0,44749.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44751[17:MRR:44725.0,44750.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 44755[17:MRR:57.0,57.1,44747.0,44751.0] || -> . % 3.57/3.79 44756[14:Spt:44755.0,44627.0,44628.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 44757[14:Spt:44755.0,44627.1] || -> pigeon_3_in_hole_2*. % 3.57/3.79 44758[14:MRR:52.1,44757.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 44759[14:MRR:50.1,44757.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 44762[14:MRR:53.1,44757.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 44763[14:MRR:44.0,44757.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 44764[14:MRR:44366.2,44763.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.79 44765[14:MRR:44365.2,44759.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 44766[14:MRR:44367.2,44762.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 44767[14:MRR:44364.2,44758.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 44768[15:Spt:44764.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 44769[15:MRR:185.1,44768.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 44770[15:MRR:188.1,44768.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 44771[15:MRR:187.1,44768.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 44772[15:MRR:44765.0,44769.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 44773[15:MRR:44766.0,44770.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 44774[15:MRR:44767.0,44771.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 44775[16:Spt:44772.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44777[16:MRR:169.1,44775.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44778[16:MRR:168.1,44775.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 44779[16:MRR:44773.0,44777.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44781[16:MRR:34.0,44779.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 44786[16:MRR:44774.0,44778.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44792[16:MRR:44781.0,44786.0] || -> . % 3.57/3.79 44793[16:Spt:44792.0,44772.0,44775.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 44794[16:Spt:44792.0,44772.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44795[16:MRR:29.1,44794.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44796[16:MRR:44773.1,44795.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 44798[16:MRR:174.0,44796.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 44799[16:MRR:44774.0,44798.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44804[16:MRR:28.0,28.1,44799.0,44794.0] || -> . % 3.57/3.79 44805[15:Spt:44804.0,44764.0,44768.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 44806[15:Spt:44804.0,44764.1,44764.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.79 44807[16:Spt:44806.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 44808[16:MRR:157.1,44807.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 44809[16:MRR:160.1,44807.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 44810[16:MRR:159.1,44807.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 44811[16:MRR:44765.1,44808.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 44812[16:MRR:44766.1,44809.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.79 44813[16:MRR:44767.1,44810.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 44814[17:Spt:44811.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 44815[17:MRR:197.1,44814.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44816[17:MRR:196.1,44814.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44817[17:MRR:44812.0,44815.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 44822[17:MRR:34.0,44817.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 44824[17:MRR:44813.0,44816.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44830[17:MRR:44822.0,44824.0] || -> . % 3.57/3.79 44831[17:Spt:44830.0,44811.0,44814.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44832[17:Spt:44830.0,44811.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 44833[17:MRR:29.1,44832.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 44834[17:MRR:44812.1,44833.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 44835[17:MRR:202.0,44834.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44836[17:MRR:44813.0,44835.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 44837[17:MRR:28.0,28.1,44836.0,44832.0] || -> . % 3.57/3.79 44842[16:Spt:44837.0,44806.0,44807.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 44843[16:Spt:44837.0,44806.1] || -> pigeon_2_in_hole_1*. % 3.57/3.79 44844[16:MRR:20.1,44843.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 44845[16:MRR:44766.2,44844.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.79 44846[16:MRR:19.1,44843.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 44847[16:MRR:44767.2,44846.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 44848[16:MRR:17.1,44843.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 44849[16:MRR:44765.2,44848.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 44853[17:Spt:44845.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 44854[17:MRR:197.0,44853.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44855[17:MRR:202.0,44853.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44856[17:MRR:44849.0,44854.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44857[17:MRR:168.1,44856.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 44859[17:MRR:44847.0,44855.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 44861[17:MRR:44857.0,44859.0] || -> . % 3.57/3.79 44862[17:Spt:44861.0,44845.0,44853.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44863[17:Spt:44861.0,44845.1] || -> pigeon_7_in_hole_6*. % 3.57/3.79 44864[17:MRR:169.0,44863.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 44865[17:MRR:44849.1,44864.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 44866[17:MRR:196.1,44865.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 44867[17:MRR:44847.0,44866.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 44868[17:MRR:174.0,174.1,44863.0,44867.0] || -> . % 3.57/3.79 44869[11:Spt:44868.0,44355.0,44356.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 44870[11:Spt:44868.0,44355.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 44871[11:MRR:32.1,44870.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 44872[11:MRR:31.1,44870.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 44873[11:MRR:27.0,44870.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 44876[11:MRR:18.0,44870.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.79 44877[11:MRR:23.0,44870.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 44878[11:MRR:42686.4,44877.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 44879[11:MRR:42689.4,44872.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 44880[11:MRR:42690.4,44873.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 44881[11:MRR:42688.4,44876.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.79 44882[11:MRR:42687.4,44871.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 44883[12:Spt:44878.3] || -> pigeon_3_in_hole_2*. % 3.57/3.79 44884[12:MRR:52.1,44883.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 44885[12:MRR:50.1,44883.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 44888[12:MRR:53.1,44883.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 44889[12:MRR:44.0,44883.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 44890[12:MRR:44879.3,44884.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 44891[12:MRR:44880.3,44885.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 44892[12:MRR:44882.3,44888.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 44893[12:MRR:44881.3,44889.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.79 44894[13:Spt:44890.2] || -> pigeon_6_in_hole_4*. % 3.57/3.79 44897[13:MRR:112.0,44894.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 44898[13:MRR:103.0,44894.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 44899[13:MRR:118.1,44894.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 44900[13:MRR:44891.2,44897.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 44901[13:MRR:44893.2,44898.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.79 44902[13:MRR:44892.2,44899.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.79 44903[14:Spt:44900.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 44904[14:MRR:197.1,44903.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44906[14:MRR:185.0,44903.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 44908[14:MRR:44902.0,44904.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 44911[14:MRR:160.0,44908.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44913[14:MRR:44901.0,44906.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 44917[14:MRR:44911.0,44913.0] || -> . % 3.57/3.79 44918[14:Spt:44917.0,44900.0,44903.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44919[14:Spt:44917.0,44900.1] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44920[14:MRR:169.1,44919.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44921[14:MRR:44902.1,44920.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 44923[14:MRR:188.0,44921.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 44925[14:MRR:44901.0,44923.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 44927[14:MRR:157.0,157.1,44919.0,44925.0] || -> . % 3.57/3.79 44929[13:Spt:44927.0,44890.2,44894.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 44930[13:Spt:44927.0,44890.0,44890.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 44931[14:Spt:44930.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 44932[14:MRR:196.0,44931.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 44933[14:MRR:202.1,44931.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 44934[14:MRR:187.0,44931.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 44936[14:MRR:44891.0,44932.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 44937[14:MRR:44892.0,44933.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 44938[14:MRR:44893.0,44934.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.79 44939[15:Spt:44936.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 44940[15:MRR:169.1,44939.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44941[15:MRR:157.0,44939.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44944[15:MRR:44937.0,44940.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 44948[15:MRR:104.0,44944.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 44949[15:MRR:44938.0,44941.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 44953[15:MRR:44948.0,44949.0] || -> . % 3.57/3.79 44954[15:Spt:44953.0,44936.0,44939.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 44955[15:Spt:44953.0,44936.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 44956[15:MRR:113.1,44955.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 44957[15:MRR:44937.1,44956.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 44959[15:MRR:160.0,44957.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44961[15:MRR:44938.0,44959.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 44962[15:MRR:101.0,101.1,44955.0,44961.0] || -> . % 3.57/3.79 44965[14:Spt:44962.0,44930.0,44931.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 44966[14:Spt:44962.0,44930.1] || -> pigeon_6_in_hole_6*. % 3.57/3.79 44967[14:MRR:168.0,44966.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 44968[14:MRR:44891.1,44967.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 44969[14:MRR:174.1,44966.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 44970[14:MRR:44892.1,44969.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.79 44971[14:MRR:159.0,44966.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 44972[14:MRR:44893.1,44971.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.79 44974[15:Spt:44968.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 44976[15:MRR:185.0,44974.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 44977[15:MRR:197.1,44974.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44978[15:MRR:44972.0,44976.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 44979[15:MRR:104.1,44978.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 44983[15:MRR:44970.0,44977.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 44987[15:MRR:44979.0,44983.0] || -> . % 3.57/3.79 44988[15:Spt:44987.0,44968.0,44974.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 44989[15:Spt:44987.0,44968.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 44990[15:MRR:101.0,44989.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 44991[15:MRR:44972.1,44990.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 44993[15:MRR:188.1,44991.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 44994[15:MRR:44970.0,44993.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 44997[15:MRR:113.0,113.1,44994.0,44989.0] || -> . % 3.57/3.79 44998[12:Spt:44997.0,44878.3,44883.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 44999[12:Spt:44997.0,44878.0,44878.1,44878.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 45000[13:Spt:44999.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 45001[13:MRR:190.1,45000.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45002[13:MRR:184.0,45000.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 45003[13:MRR:193.1,45000.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 45004[13:MRR:192.1,45000.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45005[13:MRR:44880.0,45001.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 45006[13:MRR:44881.0,45002.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.79 45007[13:MRR:44882.0,45003.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 45008[13:MRR:44879.0,45004.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 45009[14:Spt:45005.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45010[14:MRR:168.1,45009.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45012[14:MRR:157.0,45009.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 45013[14:MRR:169.1,45009.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 45014[14:MRR:45008.0,45010.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 45015[14:MRR:45006.0,45012.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.79 45016[14:MRR:45007.0,45013.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 45017[15:Spt:45014.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45018[15:MRR:118.1,45017.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 45019[15:MRR:103.0,45017.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 45023[15:MRR:45016.0,45018.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 45028[15:MRR:48.0,45023.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45029[15:MRR:45015.0,45019.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45034[15:MRR:45028.0,45029.0] || -> . % 3.57/3.79 45035[15:Spt:45034.0,45014.0,45017.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45036[15:Spt:45034.0,45014.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45037[15:MRR:62.1,45036.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 45038[15:MRR:45016.1,45037.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 45039[15:MRR:104.0,45038.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 45043[15:MRR:45015.0,45039.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45047[15:MRR:47.0,47.1,45036.0,45043.0] || -> . % 3.57/3.79 45048[14:Spt:45047.0,45005.0,45009.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45049[14:Spt:45047.0,45005.1,45005.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 45050[15:Spt:45049.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45051[15:MRR:112.1,45050.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45052[15:MRR:113.1,45050.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 45053[15:MRR:101.0,45050.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 45056[15:MRR:45008.1,45051.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 45057[15:MRR:45007.1,45052.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 45058[15:MRR:45006.1,45053.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.79 45059[16:Spt:45056.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45060[16:MRR:174.1,45059.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 45061[16:MRR:159.0,45059.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 45063[16:MRR:45057.0,45060.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 45065[16:MRR:48.0,45063.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45069[16:MRR:45058.0,45061.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45074[16:MRR:45065.0,45069.0] || -> . % 3.57/3.79 45075[16:Spt:45074.0,45056.0,45059.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45076[16:Spt:45074.0,45056.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45077[16:MRR:62.1,45076.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 45078[16:MRR:45057.1,45077.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 45080[16:MRR:160.0,45078.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 45081[16:MRR:45058.0,45080.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45082[16:MRR:47.0,47.1,45076.0,45081.0] || -> . % 3.57/3.79 45086[15:Spt:45082.0,45049.0,45050.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45087[15:Spt:45082.0,45049.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45088[15:MRR:57.1,45087.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 45089[15:MRR:45007.2,45088.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 45090[15:MRR:45.0,45087.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45091[15:MRR:45006.2,45090.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.57/3.79 45092[15:MRR:56.1,45087.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 45093[15:MRR:45008.2,45092.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 45096[16:Spt:45089.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 45097[16:MRR:174.0,45096.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45098[16:MRR:160.0,45096.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 45100[16:MRR:45093.0,45097.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45103[16:MRR:103.0,45100.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 45105[16:MRR:45091.0,45098.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 45109[16:MRR:45103.0,45105.0] || -> . % 3.57/3.79 45110[16:Spt:45109.0,45089.0,45096.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 45111[16:Spt:45109.0,45089.1] || -> pigeon_7_in_hole_4*. % 3.57/3.79 45112[16:MRR:118.0,45111.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45113[16:MRR:45093.1,45112.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45115[16:MRR:159.0,45113.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 45116[16:MRR:45091.0,45115.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 45119[16:MRR:104.0,104.1,45111.0,45116.0] || -> . % 3.57/3.79 45120[13:Spt:45119.0,44999.0,45000.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45121[13:Spt:45119.0,44999.1,44999.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 45122[14:Spt:45121.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45123[14:MRR:165.1,45122.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 45124[14:MRR:164.1,45122.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45125[14:MRR:156.0,45122.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 45126[14:MRR:162.1,45122.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45127[14:MRR:44882.1,45123.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 45128[14:MRR:44879.1,45124.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 45129[14:MRR:44881.1,45125.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.79 45130[14:MRR:44880.1,45126.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 45131[15:Spt:45127.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 45132[15:MRR:197.0,45131.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45133[15:MRR:188.0,45131.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 45134[15:MRR:202.0,45131.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45135[15:MRR:45130.0,45132.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 45136[15:MRR:45129.0,45133.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.57/3.79 45137[15:MRR:45128.0,45134.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 45138[16:Spt:45135.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45141[16:MRR:101.0,45138.0] || pigeon_2_in_hole_4* -> . % 3.57/3.79 45143[16:MRR:112.1,45138.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45144[16:MRR:45136.0,45141.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45147[16:MRR:47.1,45144.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 45150[16:MRR:45137.0,45143.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45155[16:MRR:45147.0,45150.0] || -> . % 3.57/3.79 45156[16:Spt:45155.0,45135.0,45138.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45157[16:Spt:45155.0,45135.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45158[16:MRR:45.0,45157.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45159[16:MRR:45136.1,45158.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 45162[16:MRR:103.1,45159.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45164[16:MRR:45137.0,45162.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45167[16:MRR:56.0,56.1,45164.0,45157.0] || -> . % 3.57/3.79 45169[15:Spt:45167.0,45127.0,45131.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 45170[15:Spt:45167.0,45127.1,45127.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 45171[16:Spt:45170.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 45172[16:MRR:113.0,45171.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45173[16:MRR:104.0,45171.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 45176[16:MRR:118.0,45171.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45177[16:MRR:45130.1,45172.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 45178[16:MRR:45129.1,45173.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.79 45179[16:MRR:45128.1,45176.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 45180[17:Spt:45177.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45181[17:MRR:185.0,45180.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 45182[17:MRR:196.1,45180.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45183[17:MRR:45178.0,45181.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45187[17:MRR:47.1,45183.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 45189[17:MRR:45179.0,45182.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45194[17:MRR:45187.0,45189.0] || -> . % 3.57/3.79 45195[17:Spt:45194.0,45177.0,45180.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45196[17:Spt:45194.0,45177.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45197[17:MRR:45.0,45196.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45198[17:MRR:45178.1,45197.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 45199[17:MRR:187.1,45198.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45200[17:MRR:45179.0,45199.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45202[17:MRR:56.0,56.1,45200.0,45196.0] || -> . % 3.57/3.79 45205[16:Spt:45202.0,45170.0,45171.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 45206[16:Spt:45202.0,45170.1] || -> pigeon_7_in_hole_2*. % 3.57/3.79 45207[16:MRR:48.0,45206.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 45208[16:MRR:45129.2,45207.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.57/3.79 45209[16:MRR:62.0,45206.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 45210[16:MRR:45128.2,45209.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 45211[16:MRR:57.0,45206.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 45212[16:MRR:45130.2,45211.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 45215[17:Spt:45208.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 45216[17:MRR:185.1,45215.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45217[17:MRR:187.1,45215.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45218[17:MRR:45212.0,45216.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45219[17:MRR:112.1,45218.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45223[17:MRR:45210.0,45217.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45227[17:MRR:45219.0,45223.0] || -> . % 3.57/3.79 45228[17:Spt:45227.0,45208.0,45215.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 45229[17:Spt:45227.0,45208.1] || -> pigeon_2_in_hole_4*. % 3.57/3.79 45230[17:MRR:101.1,45229.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45231[17:MRR:45212.1,45230.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45232[17:MRR:196.1,45231.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45233[17:MRR:45210.0,45232.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45236[17:MRR:103.0,103.1,45233.0,45229.0] || -> . % 3.57/3.79 45237[14:Spt:45236.0,45121.0,45122.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 45238[14:Spt:45236.0,45121.1] || -> pigeon_3_in_hole_4*. % 3.57/3.79 45239[14:MRR:106.1,45238.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45240[14:MRR:108.1,45238.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45241[14:MRR:100.0,45238.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 45243[14:MRR:109.1,45238.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 45244[14:MRR:44882.2,45243.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 45245[14:MRR:44879.2,45240.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 45246[14:MRR:44881.2,45241.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.79 45247[14:MRR:44880.2,45239.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 45248[15:Spt:45244.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 45249[15:MRR:202.0,45248.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45250[15:MRR:188.0,45248.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 45251[15:MRR:197.0,45248.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45252[15:MRR:45245.0,45249.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 45253[15:MRR:45246.0,45250.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.79 45254[15:MRR:45247.0,45251.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 45255[16:Spt:45252.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45257[16:MRR:159.0,45255.0] || pigeon_2_in_hole_6* -> . % 3.57/3.79 45258[16:MRR:168.0,45255.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45259[16:MRR:45253.0,45257.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45261[16:MRR:45.1,45259.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 45265[16:MRR:45254.0,45258.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45270[16:MRR:45261.0,45265.0] || -> . % 3.57/3.79 45271[16:Spt:45270.0,45252.0,45255.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45272[16:Spt:45270.0,45252.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45273[16:MRR:47.0,45272.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45274[16:MRR:45253.1,45273.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 45276[16:MRR:157.1,45274.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45277[16:MRR:45254.0,45276.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45281[16:MRR:56.0,56.1,45272.0,45277.0] || -> . % 3.57/3.79 45282[15:Spt:45281.0,45244.0,45248.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 45283[15:Spt:45281.0,45244.1,45244.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 45284[16:Spt:45283.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 45285[16:MRR:174.0,45284.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45286[16:MRR:160.0,45284.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 45287[16:MRR:169.0,45284.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45288[16:MRR:45245.1,45285.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 45289[16:MRR:45246.1,45286.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.79 45290[16:MRR:45247.1,45287.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 45291[17:Spt:45288.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 45292[17:MRR:187.0,45291.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 45293[17:MRR:196.0,45291.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45294[17:MRR:45289.0,45292.0] || -> pigeon_2_in_hole_2*. % 3.57/3.79 45298[17:MRR:45.1,45294.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 45300[17:MRR:45290.0,45293.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45305[17:MRR:45298.0,45300.0] || -> . % 3.57/3.79 45306[17:Spt:45305.0,45288.0,45291.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45307[17:Spt:45305.0,45288.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 45308[17:MRR:47.0,45307.0] || pigeon_2_in_hole_2* -> . % 3.57/3.79 45309[17:MRR:45289.1,45308.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 45310[17:MRR:185.1,45309.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45311[17:MRR:45290.0,45310.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 45312[17:MRR:56.0,56.1,45307.0,45311.0] || -> . % 3.57/3.79 45316[16:Spt:45312.0,45283.0,45284.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 45317[16:Spt:45312.0,45283.1] || -> pigeon_7_in_hole_2*. % 3.57/3.79 45318[16:MRR:48.0,45317.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 45319[16:MRR:45246.2,45318.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.57/3.79 45320[16:MRR:57.0,45317.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 45321[16:MRR:45247.2,45320.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 45322[16:MRR:62.0,45317.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 45323[16:MRR:45245.2,45322.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 45326[17:Spt:45319.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 45327[17:MRR:187.1,45326.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45328[17:MRR:185.1,45326.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45329[17:MRR:45323.0,45327.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45330[17:MRR:168.0,45329.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45332[17:MRR:45321.0,45328.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45334[17:MRR:45330.0,45332.0] || -> . % 3.57/3.79 45335[17:Spt:45334.0,45319.0,45326.0] || pigeon_2_in_hole_7* -> . % 3.57/3.79 45336[17:Spt:45334.0,45319.1] || -> pigeon_2_in_hole_6*. % 3.57/3.79 45337[17:MRR:159.1,45336.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45338[17:MRR:45323.1,45337.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 45339[17:MRR:196.0,45338.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45340[17:MRR:45321.0,45339.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45341[17:MRR:157.0,157.1,45340.0,45336.0] || -> . % 3.57/3.79 45342[7:Spt:45341.0,42676.0,42677.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.79 45343[7:Spt:45341.0,42676.1,42676.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.79 45344[8:Spt:45343.0] || -> pigeon_1_in_hole_2*. % 3.57/3.79 45345[8:MRR:37.1,45344.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.79 45346[8:MRR:39.1,45344.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 45347[8:MRR:41.1,45344.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 45349[8:MRR:42.1,45344.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 45350[8:MRR:38.1,45344.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 45351[8:MRR:40.1,45344.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 45352[8:MRR:34066.4,45345.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.79 45353[8:MRR:34070.4,45346.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 45354[8:MRR:34071.4,45347.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 45355[8:MRR:34068.4,45349.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 45356[8:MRR:34067.4,45350.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 45357[8:MRR:34069.4,45351.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 45358[9:Spt:45352.4] || -> pigeon_2_in_hole_1*. % 3.57/3.79 45359[9:MRR:20.1,45358.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 45360[9:MRR:19.1,45358.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 45361[9:MRR:17.1,45358.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 45364[9:MRR:18.1,45358.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 45365[9:MRR:16.1,45358.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 45366[9:MRR:45355.4,45359.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 45367[9:MRR:45354.4,45360.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 45368[9:MRR:45353.4,45361.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 45369[9:MRR:45357.4,45364.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 45370[9:MRR:45356.4,45365.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 45371[10:Spt:45366.2] || -> pigeon_7_in_hole_4*. % 3.57/3.79 45372[10:MRR:118.0,45371.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45373[10:MRR:109.0,45371.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 45376[10:MRR:113.0,45371.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45377[10:MRR:116.0,45371.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 45378[10:MRR:45367.2,45372.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 45379[10:MRR:45370.2,45373.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 45380[10:MRR:45368.2,45376.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 45381[10:MRR:45369.2,45377.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 45382[11:Spt:45378.2] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45383[11:MRR:87.0,45382.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 45384[11:MRR:80.0,45382.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 45388[11:MRR:84.0,45382.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 45389[11:MRR:45381.2,45383.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 45390[11:MRR:45379.2,45384.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.57/3.79 45391[11:MRR:45380.2,45388.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 45392[12:Spt:45389.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 45396[12:MRR:191.0,45392.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 45397[12:MRR:195.0,45392.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45398[12:MRR:45390.0,45396.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45399[12:MRR:162.1,45398.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45404[12:MRR:45391.0,45397.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45409[12:MRR:45399.0,45404.0] || -> . % 3.57/3.79 45410[12:Spt:45409.0,45389.0,45392.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45411[12:Spt:45409.0,45389.1] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45412[12:MRR:163.0,45411.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 45413[12:MRR:45390.1,45412.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 45417[12:MRR:190.1,45413.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45418[12:MRR:45391.0,45417.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45419[12:MRR:167.0,167.1,45411.0,45418.0] || -> . % 3.57/3.79 45423[11:Spt:45419.0,45378.2,45382.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 45424[11:Spt:45419.0,45378.0,45378.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 45425[12:Spt:45424.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 45426[12:MRR:199.0,45425.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 45427[12:MRR:192.0,45425.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45429[12:MRR:196.0,45425.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45431[12:MRR:45381.0,45426.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 45432[12:MRR:45379.0,45427.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 45433[12:MRR:45380.0,45429.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 45434[13:Spt:45431.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45435[13:MRR:163.0,45434.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 45436[13:MRR:167.0,45434.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45440[13:MRR:45432.0,45435.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45445[13:MRR:78.1,45440.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45446[13:MRR:45433.0,45436.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45451[13:MRR:45445.0,45446.0] || -> . % 3.57/3.79 45452[13:Spt:45451.0,45431.0,45434.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 45453[13:Spt:45451.0,45431.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 45454[13:MRR:79.0,45453.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 45455[13:MRR:45432.1,45454.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45459[13:MRR:162.1,45455.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45460[13:MRR:45433.0,45459.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45464[13:MRR:83.0,83.1,45453.0,45460.0] || -> . % 3.57/3.79 45465[12:Spt:45464.0,45424.0,45425.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45466[12:Spt:45464.0,45424.1] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45467[12:MRR:171.0,45466.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 45468[12:MRR:45381.1,45467.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.79 45469[12:MRR:164.0,45466.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 45470[12:MRR:45379.1,45469.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 45471[12:MRR:168.0,45466.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45472[12:MRR:45380.1,45471.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 45475[13:Spt:45468.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 45476[13:MRR:195.0,45475.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45477[13:MRR:191.0,45475.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 45480[13:MRR:45472.0,45476.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45481[13:MRR:78.0,45480.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 45486[13:MRR:45470.0,45477.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45491[13:MRR:45481.0,45486.0] || -> . % 3.57/3.79 45492[13:Spt:45491.0,45468.0,45475.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45493[13:Spt:45491.0,45468.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 45494[13:MRR:83.0,45493.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45495[13:MRR:45472.1,45494.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45496[13:MRR:190.0,45495.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 45499[13:MRR:45470.0,45496.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45503[13:MRR:79.0,79.1,45493.0,45499.0] || -> . % 3.57/3.79 45504[10:Spt:45503.0,45366.2,45371.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 45505[10:Spt:45503.0,45366.0,45366.1,45366.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 45506[11:Spt:45505.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 45507[11:MRR:200.0,45506.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 45508[11:MRR:197.0,45506.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45509[11:MRR:193.0,45506.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45511[11:MRR:202.0,45506.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45512[11:MRR:45369.0,45507.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 45513[11:MRR:45368.0,45508.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 45514[11:MRR:45370.0,45509.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 45515[11:MRR:45367.0,45511.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 45516[12:Spt:45512.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45517[12:MRR:171.1,45516.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45520[12:MRR:167.0,45516.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45521[12:MRR:163.0,45516.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 45522[12:MRR:45515.0,45517.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 45523[12:MRR:45513.0,45520.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 45524[12:MRR:45514.0,45521.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 45525[13:Spt:45522.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45526[13:MRR:112.0,45525.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45527[13:MRR:108.0,45525.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 45531[13:MRR:45523.0,45526.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45536[13:MRR:78.0,45531.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 45538[13:MRR:45524.0,45527.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45544[13:MRR:45536.0,45538.0] || -> . % 3.57/3.79 45545[13:Spt:45544.0,45522.0,45525.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45546[13:Spt:45544.0,45522.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45547[13:MRR:84.0,45546.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45548[13:MRR:45523.1,45547.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45549[13:MRR:106.0,45548.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 45553[13:MRR:45524.0,45549.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45554[13:MRR:80.0,80.1,45546.0,45553.0] || -> . % 3.57/3.79 45559[12:Spt:45554.0,45512.0,45516.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 45560[12:Spt:45554.0,45512.1,45512.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 45561[13:Spt:45560.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45562[13:MRR:115.1,45561.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45563[13:MRR:111.0,45561.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45564[13:MRR:107.0,45561.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 45567[13:MRR:45515.1,45562.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 45568[13:MRR:45513.1,45563.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 45569[13:MRR:45514.1,45564.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 45570[14:Spt:45567.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45571[14:MRR:164.0,45570.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 45572[14:MRR:168.0,45570.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45575[14:MRR:45569.0,45571.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45576[14:MRR:78.1,45575.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45582[14:MRR:45568.0,45572.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45588[14:MRR:45576.0,45582.0] || -> . % 3.57/3.79 45589[14:Spt:45588.0,45567.0,45570.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45590[14:Spt:45588.0,45567.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45591[14:MRR:80.0,45590.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 45592[14:MRR:45569.1,45591.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45595[14:MRR:162.1,45592.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45596[14:MRR:45568.0,45595.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45601[14:MRR:84.0,84.1,45590.0,45596.0] || -> . % 3.57/3.79 45602[13:Spt:45601.0,45560.0,45561.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 45603[13:Spt:45601.0,45560.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 45604[13:MRR:79.0,45603.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 45605[13:MRR:45514.2,45604.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 45606[13:MRR:83.0,45603.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45607[13:MRR:45513.2,45606.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 45608[13:MRR:87.1,45603.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 45609[13:MRR:45515.2,45608.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 45613[14:Spt:45605.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45614[14:MRR:164.1,45613.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45615[14:MRR:162.1,45613.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45618[14:MRR:45609.0,45614.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45622[14:MRR:112.0,45618.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45623[14:MRR:45607.0,45615.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45627[14:MRR:45622.0,45623.0] || -> . % 3.57/3.79 45628[14:Spt:45627.0,45605.0,45613.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 45629[14:Spt:45627.0,45605.1] || -> pigeon_3_in_hole_4*. % 3.57/3.79 45630[14:MRR:108.1,45629.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45631[14:MRR:45609.1,45630.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45634[14:MRR:168.0,45631.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45635[14:MRR:45607.0,45634.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45636[14:MRR:106.0,106.1,45635.0,45629.0] || -> . % 3.57/3.79 45639[11:Spt:45636.0,45505.0,45506.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 45640[11:Spt:45636.0,45505.1,45505.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 45641[12:Spt:45640.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 45642[12:MRR:165.0,45641.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 45643[12:MRR:174.0,45641.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45644[12:MRR:169.0,45641.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45646[12:MRR:172.0,45641.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 45647[12:MRR:45370.1,45642.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 45648[12:MRR:45367.1,45643.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 45649[12:MRR:45368.1,45644.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 45650[12:MRR:45369.1,45646.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 45651[13:Spt:45647.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 45652[13:MRR:191.1,45651.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 45653[13:MRR:190.1,45651.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45655[13:MRR:192.1,45651.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45656[13:MRR:45650.0,45652.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 45657[13:MRR:45649.0,45653.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 45658[13:MRR:45648.0,45655.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 45659[14:Spt:45656.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45663[14:MRR:111.0,45659.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45664[14:MRR:115.1,45659.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45665[14:MRR:45657.0,45663.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45671[14:MRR:84.1,45665.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 45672[14:MRR:45658.0,45664.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45678[14:MRR:45671.0,45672.0] || -> . % 3.57/3.79 45679[14:Spt:45678.0,45656.0,45659.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 45680[14:Spt:45678.0,45656.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 45681[14:MRR:83.0,45680.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45682[14:MRR:45657.1,45681.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45686[14:MRR:112.1,45682.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45687[14:MRR:45658.0,45686.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45691[14:MRR:87.0,87.1,45687.0,45680.0] || -> . % 3.57/3.79 45693[13:Spt:45691.0,45647.0,45651.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45694[13:Spt:45691.0,45647.1,45647.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 45695[14:Spt:45694.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 45696[14:MRR:107.1,45695.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 45697[14:MRR:106.1,45695.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45700[14:MRR:108.1,45695.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45701[14:MRR:45650.1,45696.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.79 45702[14:MRR:45649.1,45697.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 45703[14:MRR:45648.1,45700.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 45704[15:Spt:45701.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 45706[15:MRR:195.0,45704.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45707[15:MRR:199.1,45704.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45708[15:MRR:45702.0,45706.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 45710[15:MRR:84.1,45708.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 45715[15:MRR:45703.0,45707.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45721[15:MRR:45710.0,45715.0] || -> . % 3.57/3.79 45722[15:Spt:45721.0,45701.0,45704.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45723[15:Spt:45721.0,45701.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 45724[15:MRR:83.0,45723.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 45725[15:MRR:45702.1,45724.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45727[15:MRR:196.1,45725.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45728[15:MRR:45703.0,45727.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45730[15:MRR:87.0,87.1,45728.0,45723.0] || -> . % 3.57/3.79 45734[14:Spt:45730.0,45694.0,45695.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 45735[14:Spt:45730.0,45694.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45736[14:MRR:78.1,45735.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 45737[14:MRR:45649.2,45736.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 45738[14:MRR:80.1,45735.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 45739[14:MRR:45648.2,45738.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 45740[14:MRR:79.1,45735.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 45741[14:MRR:45650.2,45740.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.79 45745[15:Spt:45737.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45746[15:MRR:195.1,45745.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45747[15:MRR:196.1,45745.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45749[15:MRR:45741.0,45746.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45750[15:MRR:115.1,45749.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45754[15:MRR:45739.0,45747.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45758[15:MRR:45750.0,45754.0] || -> . % 3.57/3.79 45759[15:Spt:45758.0,45737.0,45745.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45760[15:Spt:45758.0,45737.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45761[15:MRR:111.1,45760.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 45762[15:MRR:45741.1,45761.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 45763[15:MRR:199.1,45762.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45765[15:MRR:45739.0,45763.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45768[15:MRR:112.0,112.1,45765.0,45760.0] || -> . % 3.57/3.79 45769[12:Spt:45768.0,45640.0,45641.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 45770[12:Spt:45768.0,45640.1] || -> pigeon_7_in_hole_3*. % 3.57/3.79 45771[12:MRR:85.0,45770.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 45772[12:MRR:90.0,45770.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 45773[12:MRR:88.0,45770.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 45776[12:MRR:81.0,45770.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 45777[12:MRR:45370.3,45776.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 45778[12:MRR:45367.3,45772.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 45779[12:MRR:45368.3,45771.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 45780[12:MRR:45369.3,45773.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 45781[13:Spt:45777.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 45782[13:MRR:192.1,45781.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45784[13:MRR:190.1,45781.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45785[13:MRR:191.1,45781.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 45786[13:MRR:45778.0,45782.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 45787[13:MRR:45779.0,45784.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 45788[13:MRR:45780.0,45785.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 45789[14:Spt:45786.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45791[14:MRR:168.0,45789.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 45793[14:MRR:171.0,45789.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 45794[14:MRR:45787.0,45791.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45795[14:MRR:111.1,45794.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 45800[14:MRR:45788.0,45793.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45805[14:MRR:45795.0,45800.0] || -> . % 3.57/3.79 45806[14:Spt:45805.0,45786.0,45789.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45807[14:Spt:45805.0,45786.1] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45808[14:MRR:112.0,45807.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45809[14:MRR:45787.1,45808.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45812[14:MRR:167.1,45809.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 45813[14:MRR:45788.0,45812.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45815[14:MRR:115.0,115.1,45807.0,45813.0] || -> . % 3.57/3.79 45818[13:Spt:45815.0,45777.0,45781.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45819[13:Spt:45815.0,45777.1,45777.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 45820[14:Spt:45819.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45821[14:MRR:164.1,45820.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45822[14:MRR:162.1,45820.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 45824[14:MRR:163.1,45820.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 45825[14:MRR:45778.1,45821.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 45826[14:MRR:45779.1,45822.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 45827[14:MRR:45780.1,45824.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.79 45828[15:Spt:45825.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 45829[15:MRR:196.0,45828.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45830[15:MRR:199.0,45828.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45832[15:MRR:45826.0,45829.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45837[15:MRR:111.1,45832.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 45838[15:MRR:45827.0,45830.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45843[15:MRR:45837.0,45838.0] || -> . % 3.57/3.79 45844[15:Spt:45843.0,45825.0,45828.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45845[15:Spt:45843.0,45825.1] || -> pigeon_6_in_hole_4*. % 3.57/3.79 45846[15:MRR:112.0,45845.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 45847[15:MRR:45826.1,45846.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45849[15:MRR:195.1,45847.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45850[15:MRR:45827.0,45849.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 45853[15:MRR:115.0,115.1,45845.0,45850.0] || -> . % 3.57/3.79 45855[14:Spt:45853.0,45819.0,45820.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 45856[14:Spt:45853.0,45819.1] || -> pigeon_3_in_hole_4*. % 3.57/3.79 45857[14:MRR:106.1,45856.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 45858[14:MRR:45779.2,45857.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 45859[14:MRR:107.1,45856.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 45860[14:MRR:45780.2,45859.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 45861[14:MRR:108.1,45856.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 45862[14:MRR:45778.2,45861.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 45865[15:Spt:45858.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 45866[15:MRR:196.1,45865.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 45867[15:MRR:195.1,45865.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45869[15:MRR:45862.0,45866.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45870[15:MRR:171.0,45869.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 45873[15:MRR:45860.0,45867.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45876[15:MRR:45870.0,45873.0] || -> . % 3.57/3.79 45877[15:Spt:45876.0,45858.0,45865.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 45878[15:Spt:45876.0,45858.1] || -> pigeon_4_in_hole_6*. % 3.57/3.79 45879[15:MRR:168.1,45878.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 45880[15:MRR:45862.1,45879.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 45882[15:MRR:199.0,45880.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 45883[15:MRR:45860.0,45882.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45885[15:MRR:167.0,167.1,45883.0,45878.0] || -> . % 3.57/3.79 45886[9:Spt:45885.0,45352.4,45358.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.79 45887[9:Spt:45885.0,45352.0,45352.1,45352.2,45352.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.79 45888[10:Spt:45887.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 45889[10:MRR:185.1,45888.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 45890[10:MRR:187.1,45888.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 45891[10:MRR:186.1,45888.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 45892[10:MRR:184.1,45888.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 45893[10:MRR:188.1,45888.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 45894[10:MRR:45353.0,45889.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 45895[10:MRR:45354.0,45890.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 45896[10:MRR:45357.0,45891.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 45897[10:MRR:45356.0,45892.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 45898[10:MRR:45355.0,45893.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 45899[11:Spt:45894.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 45900[11:MRR:106.0,45899.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 45901[11:MRR:112.1,45899.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 45902[11:MRR:111.1,45899.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 45905[11:MRR:113.1,45899.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 45906[11:MRR:45897.1,45900.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 45907[11:MRR:45895.1,45901.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 45908[11:MRR:45896.1,45902.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 45909[11:MRR:45898.1,45905.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 45910[12:Spt:45906.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 45912[12:MRR:80.1,45910.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 45913[12:MRR:79.1,45910.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 45916[12:MRR:81.1,45910.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 45917[12:MRR:45907.1,45912.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 45918[12:MRR:45908.1,45913.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 45919[12:MRR:45909.1,45916.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 45920[13:Spt:45917.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 45921[13:MRR:34.1,45920.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 45922[13:MRR:31.0,45920.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 45927[13:MRR:45919.1,45921.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 45928[13:MRR:172.0,45927.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 45933[13:MRR:45918.1,45922.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45938[13:MRR:45928.0,45933.0] || -> . % 3.57/3.79 45939[13:Spt:45938.0,45917.1,45920.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 45940[13:Spt:45938.0,45917.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 45941[13:MRR:174.1,45940.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 45942[13:MRR:45919.0,45941.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 45943[13:MRR:32.0,45942.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 45948[13:MRR:45918.1,45943.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 45952[13:MRR:171.0,171.1,45940.0,45948.0] || -> . % 3.57/3.79 45953[12:Spt:45952.0,45906.1,45910.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 45954[12:Spt:45952.0,45906.0,45906.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.79 45955[13:Spt:45954.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 45956[13:MRR:165.1,45955.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 45957[13:MRR:163.1,45955.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 45960[13:MRR:164.1,45955.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 45961[13:MRR:45909.0,45956.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 45962[13:MRR:45908.0,45957.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 45963[13:MRR:45907.0,45960.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 45964[14:Spt:45961.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 45966[14:MRR:90.0,45964.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 45967[14:MRR:88.0,45964.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 45970[14:MRR:45963.0,45966.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 45975[14:MRR:31.0,45970.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 45977[14:MRR:45962.0,45967.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 45983[14:MRR:45975.0,45977.0] || -> . % 3.57/3.79 45984[14:Spt:45983.0,45961.0,45964.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 45985[14:Spt:45983.0,45961.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 45986[14:MRR:34.0,45985.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 45987[14:MRR:45963.1,45986.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 45989[14:MRR:87.0,45987.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 45992[14:MRR:45962.0,45989.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 45997[14:MRR:32.0,32.1,45985.0,45992.0] || -> . % 3.57/3.79 45998[13:Spt:45997.0,45954.0,45955.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 45999[13:Spt:45997.0,45954.1] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46000[13:MRR:24.1,45999.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 46001[13:MRR:45907.2,46000.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 46002[13:MRR:23.1,45999.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46003[13:MRR:45908.2,46002.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 46004[13:MRR:25.1,45999.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46005[13:MRR:45909.2,46004.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 46009[14:Spt:46001.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 46010[14:MRR:174.1,46009.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46011[14:MRR:171.0,46009.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46014[14:MRR:46005.0,46010.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46017[14:MRR:88.0,46014.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46020[14:MRR:46003.0,46011.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46025[14:MRR:46017.0,46020.0] || -> . % 3.57/3.79 46026[14:Spt:46025.0,46001.0,46009.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46027[14:Spt:46025.0,46001.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46028[14:MRR:90.1,46027.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 46029[14:MRR:46005.1,46028.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 46032[14:MRR:172.0,46029.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46033[14:MRR:46003.0,46032.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46037[14:MRR:87.0,87.1,46027.0,46033.0] || -> . % 3.57/3.79 46038[11:Spt:46037.0,45894.1,45899.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46039[11:Spt:46037.0,45894.0,45894.2,45894.3] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46040[12:Spt:46039.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 46041[12:MRR:168.1,46040.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 46042[12:MRR:169.1,46040.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 46043[12:MRR:167.1,46040.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 46045[12:MRR:162.0,46040.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 46046[12:MRR:45895.0,46041.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46047[12:MRR:45898.0,46042.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46048[12:MRR:45896.0,46043.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46049[12:MRR:45897.0,46045.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46050[13:Spt:46046.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46051[13:MRR:108.0,46050.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46052[13:MRR:115.0,46050.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46055[13:MRR:118.1,46050.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 46056[13:MRR:46049.0,46051.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46057[13:MRR:46048.0,46052.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46058[13:MRR:46047.0,46055.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46059[14:Spt:46056.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46060[14:MRR:81.1,46059.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 46063[14:MRR:79.1,46059.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46066[14:MRR:46058.0,46060.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46068[14:MRR:32.0,46066.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46073[14:MRR:46057.0,46063.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46079[14:MRR:46068.0,46073.0] || -> . % 3.57/3.79 46080[14:Spt:46079.0,46056.0,46059.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46081[14:Spt:46079.0,46056.1] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46082[14:MRR:25.1,46081.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46083[14:MRR:46058.1,46082.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46086[14:MRR:88.0,46083.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46089[14:MRR:46057.0,46086.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46093[14:MRR:23.0,23.1,46089.0,46081.0] || -> . % 3.57/3.79 46095[13:Spt:46093.0,46046.0,46050.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46096[13:Spt:46093.0,46046.1,46046.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46097[14:Spt:46096.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46098[14:MRR:80.0,46097.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 46099[14:MRR:90.1,46097.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 46102[14:MRR:87.0,46097.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46104[14:MRR:46049.1,46098.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46105[14:MRR:46047.1,46099.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 46106[14:MRR:46048.1,46102.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46107[15:Spt:46104.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46108[15:MRR:107.1,46107.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46111[15:MRR:109.1,46107.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46112[15:MRR:46106.0,46108.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46113[15:MRR:32.1,46112.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46119[15:MRR:46105.0,46111.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46125[15:MRR:46113.0,46119.0] || -> . % 3.57/3.79 46126[15:Spt:46125.0,46104.0,46107.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46127[15:Spt:46125.0,46104.1] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46128[15:MRR:23.1,46127.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46129[15:MRR:46106.1,46128.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46132[15:MRR:116.1,46129.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46133[15:MRR:46105.0,46132.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46138[15:MRR:25.0,25.1,46133.0,46127.0] || -> . % 3.57/3.79 46139[14:Spt:46138.0,46096.0,46097.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46140[14:Spt:46138.0,46096.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46141[14:MRR:31.0,46140.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 46142[14:MRR:46048.2,46141.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46143[14:MRR:34.1,46140.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46144[14:MRR:46047.2,46143.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 46148[14:MRR:24.0,46140.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46149[14:MRR:46049.2,46148.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46150[15:Spt:46142.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46151[15:MRR:107.0,46150.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46152[15:MRR:116.1,46150.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46155[15:MRR:46149.0,46151.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46160[15:MRR:81.1,46155.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 46161[15:MRR:46144.0,46152.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46166[15:MRR:46160.0,46161.0] || -> . % 3.57/3.79 46167[15:Spt:46166.0,46142.0,46150.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46168[15:Spt:46166.0,46142.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46169[15:MRR:79.0,46168.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46170[15:MRR:46149.1,46169.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46171[15:MRR:109.1,46170.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46174[15:MRR:46144.0,46171.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46176[15:MRR:88.0,88.1,46174.0,46168.0] || -> . % 3.57/3.79 46179[12:Spt:46176.0,46039.0,46040.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 46180[12:Spt:46176.0,46039.1,46039.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46181[13:Spt:46180.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46182[13:MRR:78.0,46181.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 46183[13:MRR:85.1,46181.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 46186[13:MRR:83.1,46181.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46187[13:MRR:84.1,46181.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46188[13:MRR:45897.2,46182.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46189[13:MRR:45898.2,46183.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 46190[13:MRR:45896.2,46186.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46191[13:MRR:45895.2,46187.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 46192[14:Spt:46188.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 46193[14:MRR:164.1,46192.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 46194[14:MRR:165.1,46192.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 46195[14:MRR:163.1,46192.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 46197[14:MRR:46191.0,46193.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 46198[14:MRR:46189.0,46194.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 46199[14:MRR:46190.0,46195.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46200[15:Spt:46197.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46201[15:MRR:118.1,46200.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46204[15:MRR:115.0,46200.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46206[15:MRR:46198.0,46201.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46207[15:MRR:32.0,46206.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46213[15:MRR:46199.0,46204.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46219[15:MRR:46207.0,46213.0] || -> . % 3.57/3.79 46220[15:Spt:46219.0,46197.0,46200.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46221[15:Spt:46219.0,46197.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46222[15:MRR:34.1,46221.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46223[15:MRR:46198.1,46222.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 46224[15:MRR:116.0,46223.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46228[15:MRR:46199.0,46224.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46233[15:MRR:31.0,31.1,46221.0,46228.0] || -> . % 3.57/3.79 46234[14:Spt:46233.0,46188.0,46192.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 46235[14:Spt:46233.0,46188.1,46188.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46236[15:Spt:46235.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46237[15:MRR:108.1,46236.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46238[15:MRR:109.1,46236.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 46241[15:MRR:107.1,46236.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46242[15:MRR:46191.1,46237.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 46243[15:MRR:46189.1,46238.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 46244[15:MRR:46190.1,46241.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 46245[16:Spt:46242.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 46247[16:MRR:171.0,46245.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46248[16:MRR:174.1,46245.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46249[16:MRR:46244.0,46247.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46250[16:MRR:32.1,46249.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46256[16:MRR:46243.0,46248.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46262[16:MRR:46250.0,46256.0] || -> . % 3.57/3.79 46263[16:Spt:46262.0,46242.0,46245.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46264[16:Spt:46262.0,46242.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46265[16:MRR:31.0,46264.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46266[16:MRR:46244.1,46265.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 46268[16:MRR:172.1,46266.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46269[16:MRR:46243.0,46268.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46274[16:MRR:34.0,34.1,46269.0,46264.0] || -> . % 3.57/3.79 46275[15:Spt:46274.0,46235.0,46236.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46276[15:Spt:46274.0,46235.1] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46277[15:MRR:23.1,46276.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 46278[15:MRR:46190.2,46277.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 46279[15:MRR:25.1,46276.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 46280[15:MRR:46189.2,46279.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 46284[15:MRR:24.1,46276.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 46285[15:MRR:46191.2,46284.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 46286[16:Spt:46278.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 46287[16:MRR:171.1,46286.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46288[16:MRR:172.1,46286.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46290[16:MRR:46285.0,46287.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46294[16:MRR:118.1,46290.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46295[16:MRR:46280.0,46288.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 46299[16:MRR:46294.0,46295.0] || -> . % 3.57/3.79 46300[16:Spt:46299.0,46278.0,46286.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46301[16:Spt:46299.0,46278.1] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46302[16:MRR:115.1,46301.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46303[16:MRR:46285.1,46302.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 46304[16:MRR:174.1,46303.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46306[16:MRR:46280.0,46304.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 46307[16:MRR:116.0,116.1,46306.0,46301.0] || -> . % 3.57/3.79 46310[13:Spt:46307.0,46180.0,46181.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46311[13:Spt:46307.0,46180.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46312[13:MRR:27.1,46311.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 46313[13:MRR:29.1,46311.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 46314[13:MRR:22.0,46311.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 46315[13:MRR:28.1,46311.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 46318[13:MRR:45897.3,46314.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46319[13:MRR:45898.3,46313.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 46320[13:MRR:45896.3,46312.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46321[13:MRR:45895.3,46315.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 46322[14:Spt:46318.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 46324[14:MRR:163.1,46322.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 46325[14:MRR:165.1,46322.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 46326[14:MRR:164.1,46322.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 46327[14:MRR:46320.0,46324.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46328[14:MRR:46319.0,46325.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 46329[14:MRR:46321.0,46326.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 46330[15:Spt:46327.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46331[15:MRR:115.1,46330.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46332[15:MRR:116.1,46330.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46336[15:MRR:46329.0,46331.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46338[15:MRR:90.1,46336.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 46342[15:MRR:46328.0,46332.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46347[15:MRR:46338.0,46342.0] || -> . % 3.57/3.79 46348[15:Spt:46347.0,46327.0,46330.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46349[15:Spt:46347.0,46327.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46350[15:MRR:87.1,46349.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46351[15:MRR:46329.1,46350.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46352[15:MRR:118.1,46351.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 46356[15:MRR:46328.0,46352.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46359[15:MRR:88.0,88.1,46356.0,46349.0] || -> . % 3.57/3.79 46361[14:Spt:46359.0,46318.0,46322.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 46362[14:Spt:46359.0,46318.1,46318.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46363[15:Spt:46362.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46364[15:MRR:107.1,46363.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46365[15:MRR:108.1,46363.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46366[15:MRR:109.1,46363.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 46369[15:MRR:46320.1,46364.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 46370[15:MRR:46321.1,46365.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 46371[15:MRR:46319.1,46366.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 46372[16:Spt:46369.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 46374[16:MRR:172.1,46372.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46375[16:MRR:171.1,46372.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46376[16:MRR:46371.0,46374.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46377[16:MRR:90.0,46376.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46382[16:MRR:46370.0,46375.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46387[16:MRR:46377.0,46382.0] || -> . % 3.57/3.79 46388[16:Spt:46387.0,46369.0,46372.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46389[16:Spt:46387.0,46369.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46390[16:MRR:88.1,46389.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 46391[16:MRR:46371.1,46390.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 46393[16:MRR:174.0,46391.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46394[16:MRR:46370.0,46393.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46398[16:MRR:87.0,87.1,46394.0,46389.0] || -> . % 3.57/3.79 46399[15:Spt:46398.0,46362.0,46363.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46400[15:Spt:46398.0,46362.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46401[15:MRR:81.1,46400.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 46402[15:MRR:46319.2,46401.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 46403[15:MRR:80.1,46400.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46404[15:MRR:46321.2,46403.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 46407[15:MRR:79.1,46400.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46408[15:MRR:46320.2,46407.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 46409[16:Spt:46402.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 46410[16:MRR:172.0,46409.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 46411[16:MRR:174.0,46409.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46413[16:MRR:46408.0,46410.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46417[16:MRR:115.1,46413.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46418[16:MRR:46404.0,46411.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46422[16:MRR:46417.0,46418.0] || -> . % 3.57/3.79 46423[16:Spt:46422.0,46402.0,46409.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 46424[16:Spt:46422.0,46402.1] || -> pigeon_7_in_hole_4*. % 3.57/3.79 46425[16:MRR:116.0,46424.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46426[16:MRR:46408.1,46425.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 46427[16:MRR:171.1,46426.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 46429[16:MRR:46404.0,46427.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46430[16:MRR:118.0,118.1,46424.0,46429.0] || -> . % 3.57/3.79 46433[10:Spt:46430.0,45887.0,45888.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 46434[10:Spt:46430.0,45887.1,45887.2,45887.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.79 46435[11:Spt:46434.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 46436[11:MRR:160.1,46435.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 46437[11:MRR:158.1,46435.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 46438[11:MRR:159.1,46435.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 46439[11:MRR:156.1,46435.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 46440[11:MRR:157.1,46435.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 46441[11:MRR:45355.1,46436.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46442[11:MRR:45357.1,46437.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46443[11:MRR:45354.1,46438.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46444[11:MRR:45356.1,46439.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46445[11:MRR:45353.1,46440.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46446[12:Spt:46441.1] || -> pigeon_7_in_hole_4*. % 3.57/3.79 46447[12:MRR:116.0,46446.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46448[12:MRR:118.0,46446.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46451[12:MRR:109.0,46446.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46452[12:MRR:113.0,46446.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46453[12:MRR:46442.1,46447.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46454[12:MRR:46443.1,46448.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46455[12:MRR:46444.1,46451.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46456[12:MRR:46445.1,46452.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46457[13:Spt:46453.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46459[13:MRR:87.1,46457.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46462[13:MRR:79.0,46457.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 46463[13:MRR:83.0,46457.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46464[13:MRR:46454.1,46459.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 46465[13:MRR:46455.1,46462.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.79 46466[13:MRR:46456.1,46463.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 46467[14:Spt:46464.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46470[14:MRR:28.0,46467.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46473[14:MRR:24.0,46467.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46474[14:MRR:46466.1,46470.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 46477[14:MRR:190.0,46474.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46479[14:MRR:46465.1,46473.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46483[14:MRR:46477.0,46479.0] || -> . % 3.57/3.79 46484[14:Spt:46483.0,46464.1,46467.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 46485[14:Spt:46483.0,46464.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 46486[14:MRR:196.0,46485.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46487[14:MRR:46466.0,46486.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46490[14:MRR:22.0,46487.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46493[14:MRR:46465.1,46490.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46496[14:MRR:192.0,192.1,46485.0,46493.0] || -> . % 3.57/3.79 46497[13:Spt:46496.0,46453.1,46457.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46498[13:Spt:46496.0,46453.0,46453.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.79 46499[14:Spt:46498.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 46500[14:MRR:195.0,46499.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 46501[14:MRR:191.0,46499.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 46502[14:MRR:199.1,46499.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 46504[14:MRR:46456.0,46500.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46505[14:MRR:46455.0,46501.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46506[14:MRR:46454.0,46502.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46507[15:Spt:46504.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46509[15:MRR:84.1,46507.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46512[15:MRR:78.0,46507.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46513[15:MRR:46506.0,46509.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46514[15:MRR:24.0,46513.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46520[15:MRR:46505.0,46512.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46526[15:MRR:46514.0,46520.0] || -> . % 3.57/3.79 46527[15:Spt:46526.0,46504.0,46507.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46528[15:Spt:46526.0,46504.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46529[15:MRR:28.1,46528.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 46530[15:MRR:46506.1,46529.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46532[15:MRR:80.0,46530.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46535[15:MRR:46505.0,46532.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46540[15:MRR:22.0,22.1,46528.0,46535.0] || -> . % 3.57/3.79 46541[14:Spt:46540.0,46498.0,46499.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 46542[14:Spt:46540.0,46498.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46543[14:MRR:31.1,46542.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 46544[14:MRR:46454.2,46543.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 46545[14:MRR:23.0,46542.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46546[14:MRR:46455.2,46545.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 46549[14:MRR:27.0,46542.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46550[14:MRR:46456.2,46549.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 46552[15:Spt:46544.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 46553[15:MRR:196.0,46552.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46554[15:MRR:192.0,46552.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46556[15:MRR:46550.0,46553.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46557[15:MRR:78.0,46556.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46562[15:MRR:46546.0,46554.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46567[15:MRR:46557.0,46562.0] || -> . % 3.57/3.79 46568[15:Spt:46567.0,46544.0,46552.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46569[15:Spt:46567.0,46544.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46570[15:MRR:84.0,46569.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46571[15:MRR:46550.1,46570.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 46573[15:MRR:190.0,46571.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46574[15:MRR:46546.0,46573.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46578[15:MRR:80.0,80.1,46569.0,46574.0] || -> . % 3.57/3.79 46579[12:Spt:46578.0,46441.1,46446.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 46580[12:Spt:46578.0,46441.0,46441.2,46441.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46581[13:Spt:46580.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 46582[13:MRR:202.0,46581.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 46583[13:MRR:197.0,46581.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 46584[13:MRR:193.0,46581.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 46585[13:MRR:200.0,46581.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 46586[13:MRR:46443.0,46582.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46587[13:MRR:46445.0,46583.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46588[13:MRR:46444.0,46584.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46589[13:MRR:46442.0,46585.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46590[14:Spt:46586.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46591[14:MRR:115.0,46590.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46594[14:MRR:108.0,46590.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46595[14:MRR:112.0,46590.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46596[14:MRR:46589.0,46591.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46597[14:MRR:46588.0,46594.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46598[14:MRR:46587.0,46595.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46599[15:Spt:46596.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46600[15:MRR:83.0,46599.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46601[15:MRR:79.0,46599.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46606[15:MRR:46598.0,46600.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46608[15:MRR:22.0,46606.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46613[15:MRR:46597.0,46601.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46619[15:MRR:46608.0,46613.0] || -> . % 3.57/3.79 46620[15:Spt:46619.0,46596.0,46599.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46621[15:Spt:46619.0,46596.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46622[15:MRR:27.0,46621.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46623[15:MRR:46598.1,46622.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46628[15:MRR:78.0,46623.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46629[15:MRR:46597.0,46628.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46633[15:MRR:23.0,23.1,46621.0,46629.0] || -> . % 3.57/3.79 46635[14:Spt:46633.0,46586.0,46590.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46636[14:Spt:46633.0,46586.1,46586.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46637[15:Spt:46636.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46638[15:MRR:87.0,46637.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46639[15:MRR:84.0,46637.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46640[15:MRR:80.0,46637.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 46644[15:MRR:46589.1,46638.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46645[15:MRR:46587.1,46639.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 46646[15:MRR:46588.1,46640.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46647[16:Spt:46644.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46650[16:MRR:107.0,46647.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46651[16:MRR:111.0,46647.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46652[16:MRR:46646.0,46650.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46653[16:MRR:22.1,46652.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46659[16:MRR:46645.0,46651.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46665[16:MRR:46653.0,46659.0] || -> . % 3.57/3.79 46666[16:Spt:46665.0,46644.0,46647.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46667[16:Spt:46665.0,46644.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46668[16:MRR:23.0,46667.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46669[16:MRR:46646.1,46668.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46672[16:MRR:106.1,46669.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46673[16:MRR:46645.0,46672.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46678[16:MRR:27.0,27.1,46667.0,46673.0] || -> . % 3.57/3.79 46679[15:Spt:46678.0,46636.0,46637.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46680[15:Spt:46678.0,46636.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46681[15:MRR:24.0,46680.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 46682[15:MRR:46588.2,46681.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46683[15:MRR:28.0,46680.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46684[15:MRR:46587.2,46683.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 46688[15:MRR:31.0,46680.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 46689[15:MRR:46589.2,46688.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46690[16:Spt:46682.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46691[16:MRR:107.1,46690.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 46692[16:MRR:106.1,46690.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46695[16:MRR:46689.0,46691.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46700[16:MRR:83.0,46695.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46701[16:MRR:46684.0,46692.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46706[16:MRR:46700.0,46701.0] || -> . % 3.57/3.79 46707[16:Spt:46706.0,46682.0,46690.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46708[16:Spt:46706.0,46682.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46709[16:MRR:79.1,46708.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 46710[16:MRR:46689.1,46709.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46711[16:MRR:111.0,46710.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46714[16:MRR:46684.0,46711.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46718[16:MRR:78.0,78.1,46714.0,46708.0] || -> . % 3.57/3.79 46719[13:Spt:46718.0,46580.0,46581.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 46720[13:Spt:46718.0,46580.1,46580.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46721[14:Spt:46720.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 46722[14:MRR:88.0,46721.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46723[14:MRR:85.0,46721.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46724[14:MRR:81.0,46721.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 46727[14:MRR:90.0,46721.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46728[14:MRR:46442.2,46722.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46729[14:MRR:46445.2,46723.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 46730[14:MRR:46444.2,46724.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46731[14:MRR:46443.2,46727.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 46732[15:Spt:46728.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 46733[15:MRR:199.1,46732.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 46734[15:MRR:195.0,46732.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 46735[15:MRR:191.0,46732.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 46736[15:MRR:46731.0,46733.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 46737[15:MRR:46729.0,46734.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 46738[15:MRR:46730.0,46735.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 46739[16:Spt:46736.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46740[16:MRR:112.0,46739.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46741[16:MRR:108.0,46739.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46745[16:MRR:46737.0,46740.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46746[16:MRR:22.0,46745.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46752[16:MRR:46738.0,46741.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46758[16:MRR:46746.0,46752.0] || -> . % 3.57/3.79 46759[16:Spt:46758.0,46736.0,46739.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46760[16:Spt:46758.0,46736.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46761[16:MRR:28.0,46760.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46762[16:MRR:46737.1,46761.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 46763[16:MRR:106.0,46762.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46767[16:MRR:46738.0,46763.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46772[16:MRR:24.0,24.1,46760.0,46767.0] || -> . % 3.57/3.79 46773[15:Spt:46772.0,46728.0,46732.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 46774[15:Spt:46772.0,46728.1,46728.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 46775[16:Spt:46774.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46776[16:MRR:115.1,46775.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46777[16:MRR:111.0,46775.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46778[16:MRR:107.0,46775.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46781[16:MRR:46731.1,46776.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 46782[16:MRR:46729.1,46777.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 46783[16:MRR:46730.1,46778.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.57/3.79 46784[17:Spt:46781.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 46785[17:MRR:192.0,46784.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46786[17:MRR:196.0,46784.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46787[17:MRR:46783.0,46785.0] || -> pigeon_3_in_hole_1*. % 3.57/3.79 46788[17:MRR:22.1,46787.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46794[17:MRR:46782.0,46786.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46800[17:MRR:46788.0,46794.0] || -> . % 3.57/3.79 46801[17:Spt:46800.0,46781.0,46784.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46802[17:Spt:46800.0,46781.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 46803[17:MRR:24.0,46802.0] || pigeon_3_in_hole_1* -> . % 3.57/3.79 46804[17:MRR:46783.1,46803.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46805[17:MRR:190.1,46804.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46806[17:MRR:46782.0,46805.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46811[17:MRR:28.0,28.1,46802.0,46806.0] || -> . % 3.57/3.79 46812[16:Spt:46811.0,46774.0,46775.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46813[16:Spt:46811.0,46774.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 46814[16:MRR:23.0,46813.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 46815[16:MRR:46730.2,46814.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.79 46816[16:MRR:27.0,46813.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 46817[16:MRR:46729.2,46816.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 46821[16:MRR:31.1,46813.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 46822[16:MRR:46731.2,46821.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 46823[17:Spt:46815.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46824[17:MRR:192.1,46823.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46825[17:MRR:190.1,46823.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46826[17:MRR:46822.0,46824.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46830[17:MRR:112.0,46826.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46831[17:MRR:46817.0,46825.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 46835[17:MRR:46830.0,46831.0] || -> . % 3.57/3.79 46836[17:Spt:46835.0,46815.0,46823.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46837[17:Spt:46835.0,46815.1] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46838[17:MRR:108.1,46837.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46839[17:MRR:46822.1,46838.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 46840[17:MRR:196.0,46839.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46841[17:MRR:46817.0,46840.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 46842[17:MRR:106.0,106.1,46841.0,46837.0] || -> . % 3.57/3.79 46845[14:Spt:46842.0,46720.0,46721.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 46846[14:Spt:46842.0,46720.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 46847[14:MRR:25.0,46846.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 46848[14:MRR:29.0,46846.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 46849[14:MRR:32.0,46846.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 46850[14:MRR:34.0,46846.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 46853[14:MRR:46442.3,46849.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46854[14:MRR:46445.3,46848.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 46855[14:MRR:46444.3,46847.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46856[14:MRR:46443.3,46850.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 46857[15:Spt:46853.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 46858[15:MRR:191.0,46857.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 46859[15:MRR:195.0,46857.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 46860[15:MRR:199.1,46857.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 46861[15:MRR:46855.0,46858.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 46862[15:MRR:46854.0,46859.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 46863[15:MRR:46856.0,46860.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 46864[16:Spt:46861.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46865[16:MRR:108.1,46864.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46866[16:MRR:106.1,46864.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46870[16:MRR:46863.0,46865.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46872[16:MRR:84.0,46870.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46876[16:MRR:46862.0,46866.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46881[16:MRR:46872.0,46876.0] || -> . % 3.57/3.79 46882[16:Spt:46881.0,46861.0,46864.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46883[16:Spt:46881.0,46861.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46884[16:MRR:80.1,46883.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46885[16:MRR:46863.1,46884.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46886[16:MRR:112.0,46885.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 46890[16:MRR:46862.0,46886.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46891[16:MRR:78.0,78.1,46890.0,46883.0] || -> . % 3.57/3.79 46895[15:Spt:46891.0,46853.0,46857.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 46896[15:Spt:46891.0,46853.1,46853.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 46897[16:Spt:46896.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 46898[16:MRR:107.0,46897.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46899[16:MRR:115.1,46897.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46900[16:MRR:111.0,46897.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46903[16:MRR:46855.1,46898.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 46904[16:MRR:46856.1,46899.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 46905[16:MRR:46854.1,46900.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 46906[17:Spt:46903.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46907[17:MRR:190.1,46906.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46908[17:MRR:192.1,46906.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46909[17:MRR:46905.0,46907.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 46910[17:MRR:84.1,46909.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46915[17:MRR:46904.0,46908.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46920[17:MRR:46910.0,46915.0] || -> . % 3.57/3.79 46921[17:Spt:46920.0,46903.0,46906.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46922[17:Spt:46920.0,46903.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46923[17:MRR:78.1,46922.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 46924[17:MRR:46905.1,46923.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 46925[17:MRR:196.1,46924.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46926[17:MRR:46904.0,46925.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 46930[17:MRR:80.0,80.1,46926.0,46922.0] || -> . % 3.57/3.79 46931[16:Spt:46930.0,46896.0,46897.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46932[16:Spt:46930.0,46896.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 46933[16:MRR:83.0,46932.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46934[16:MRR:46854.2,46933.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 46935[16:MRR:87.1,46932.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 46936[16:MRR:46856.2,46935.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 46937[16:MRR:79.0,46932.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 46938[16:MRR:46855.2,46937.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.79 46941[17:Spt:46934.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 46942[17:MRR:190.0,46941.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 46943[17:MRR:196.1,46941.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46944[17:MRR:46938.0,46942.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 46948[17:MRR:108.1,46944.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 46949[17:MRR:46936.0,46943.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46953[17:MRR:46948.0,46949.0] || -> . % 3.57/3.79 46954[17:Spt:46953.0,46934.0,46941.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 46955[17:Spt:46953.0,46934.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 46956[17:MRR:106.0,46955.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 46957[17:MRR:46938.1,46956.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 46958[17:MRR:192.1,46957.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 46959[17:MRR:46936.0,46958.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 46960[17:MRR:112.0,112.1,46959.0,46955.0] || -> . % 3.57/3.79 46963[11:Spt:46960.0,46434.0,46435.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.79 46964[11:Spt:46960.0,46434.1,46434.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.57/3.79 46965[12:Spt:46964.0] || -> pigeon_2_in_hole_4*. % 3.57/3.79 46966[12:MRR:100.1,46965.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 46967[12:MRR:103.1,46965.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 46969[12:MRR:101.1,46965.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 46970[12:MRR:102.1,46965.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 46971[12:MRR:104.1,46965.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 46972[12:MRR:45356.2,46966.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.79 46973[12:MRR:45354.2,46967.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 46974[12:MRR:45353.2,46969.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 46975[12:MRR:45357.2,46970.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 46976[12:MRR:45355.2,46971.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 46977[13:Spt:46972.2] || -> pigeon_3_in_hole_3*. % 3.57/3.79 46978[13:MRR:78.1,46977.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 46979[13:MRR:80.1,46977.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 46980[13:MRR:79.1,46977.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 46983[13:MRR:81.1,46977.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 46984[13:MRR:46974.2,46978.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 46985[13:MRR:46973.2,46979.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 46986[13:MRR:46975.2,46980.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 46987[13:MRR:46976.2,46983.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 46988[14:Spt:46984.2] || -> pigeon_4_in_hole_1*. % 3.57/3.79 46990[14:MRR:29.1,46988.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 46991[14:MRR:27.1,46988.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 46994[14:MRR:28.1,46988.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 46995[14:MRR:46987.2,46990.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.79 46996[14:MRR:46986.2,46991.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 46997[14:MRR:46985.2,46994.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 46998[15:Spt:46995.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 46999[15:MRR:200.0,46998.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47002[15:MRR:202.0,46998.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47003[15:MRR:46996.0,46999.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47005[15:MRR:171.1,47003.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47008[15:MRR:46997.0,47002.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47012[15:MRR:47005.0,47008.0] || -> . % 3.57/3.79 47013[15:Spt:47012.0,46995.0,46998.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47014[15:Spt:47012.0,46995.1] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47015[15:MRR:172.0,47014.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47016[15:MRR:46996.1,47015.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47017[15:MRR:199.1,47016.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47020[15:MRR:46997.0,47017.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47023[15:MRR:174.0,174.1,47014.0,47020.0] || -> . % 3.57/3.79 47024[14:Spt:47023.0,46984.2,46988.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 47025[14:Spt:47023.0,46984.0,46984.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 47026[15:Spt:47025.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47027[15:MRR:197.1,47026.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47028[15:MRR:195.1,47026.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47030[15:MRR:196.1,47026.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47031[15:MRR:46987.0,47027.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 47032[15:MRR:46986.0,47028.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 47033[15:MRR:46985.0,47030.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 47034[16:Spt:47031.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47035[16:MRR:172.0,47034.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47036[16:MRR:174.0,47034.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47039[16:MRR:47032.0,47035.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47044[16:MRR:31.1,47039.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47045[16:MRR:47033.0,47036.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47050[16:MRR:47044.0,47045.0] || -> . % 3.57/3.79 47051[16:Spt:47050.0,47031.0,47034.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47052[16:Spt:47050.0,47031.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47053[16:MRR:32.0,47052.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47054[16:MRR:47032.1,47053.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47057[16:MRR:171.1,47054.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47058[16:MRR:47033.0,47057.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47061[16:MRR:34.0,34.1,47052.0,47058.0] || -> . % 3.57/3.79 47063[15:Spt:47061.0,47025.0,47026.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47064[15:Spt:47061.0,47025.1] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47065[15:MRR:169.1,47064.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47066[15:MRR:46987.1,47065.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.79 47067[15:MRR:167.1,47064.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47068[15:MRR:46986.1,47067.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.79 47069[15:MRR:168.1,47064.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47070[15:MRR:46985.1,47069.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 47072[16:Spt:47066.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47073[16:MRR:202.0,47072.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47075[16:MRR:200.0,47072.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47076[16:MRR:47070.0,47073.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47077[16:MRR:31.0,47076.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47082[16:MRR:47068.0,47075.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47087[16:MRR:47077.0,47082.0] || -> . % 3.57/3.79 47088[16:Spt:47087.0,47066.0,47072.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47089[16:Spt:47087.0,47066.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47090[16:MRR:34.0,47089.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47091[16:MRR:47070.1,47090.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47092[16:MRR:199.0,47091.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47094[16:MRR:47068.0,47092.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47098[16:MRR:32.0,32.1,47089.0,47094.0] || -> . % 3.57/3.79 47099[13:Spt:47098.0,46972.2,46977.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 47100[13:Spt:47098.0,46972.0,46972.1,46972.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.79 47101[14:Spt:47100.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 47102[14:MRR:193.1,47101.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47103[14:MRR:192.1,47101.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47104[14:MRR:191.1,47101.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47105[14:MRR:190.1,47101.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47106[14:MRR:46976.0,47102.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 47107[14:MRR:46973.0,47103.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 47108[14:MRR:46975.0,47104.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 47109[14:MRR:46974.0,47105.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 47110[15:Spt:47106.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47111[15:MRR:169.0,47110.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47113[15:MRR:174.0,47110.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47114[15:MRR:172.0,47110.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47115[15:MRR:47109.0,47111.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 47116[15:MRR:47107.0,47113.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 47117[15:MRR:47108.0,47114.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 47118[16:Spt:47115.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47119[16:MRR:83.1,47118.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 47122[16:MRR:84.1,47118.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47124[16:MRR:47117.0,47119.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47125[16:MRR:31.1,47124.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47131[16:MRR:47116.0,47122.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47137[16:MRR:47125.0,47131.0] || -> . % 3.57/3.79 47138[16:Spt:47137.0,47115.0,47118.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47139[16:Spt:47137.0,47115.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47140[16:MRR:27.1,47139.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47141[16:MRR:47117.1,47140.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 47142[16:MRR:87.1,47141.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47146[16:MRR:47116.0,47142.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47147[16:MRR:28.0,28.1,47146.0,47139.0] || -> . % 3.57/3.79 47152[15:Spt:47147.0,47106.0,47110.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47153[15:Spt:47147.0,47106.1,47106.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 47154[16:Spt:47153.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47155[16:MRR:85.0,47154.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 47156[16:MRR:88.0,47154.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 47159[16:MRR:90.0,47154.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 47160[16:MRR:47109.1,47155.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 47161[16:MRR:47108.1,47156.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 47162[16:MRR:47107.1,47159.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 47163[17:Spt:47160.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47164[17:MRR:167.1,47163.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47165[17:MRR:168.1,47163.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47167[17:MRR:47161.0,47164.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47173[17:MRR:31.1,47167.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47174[17:MRR:47162.0,47165.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47180[17:MRR:47173.0,47174.0] || -> . % 3.57/3.79 47181[17:Spt:47180.0,47160.0,47163.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47182[17:Spt:47180.0,47160.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47183[17:MRR:27.1,47182.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47184[17:MRR:47161.1,47183.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47186[17:MRR:171.1,47184.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47187[17:MRR:47162.0,47186.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47192[17:MRR:28.0,28.1,47187.0,47182.0] || -> . % 3.57/3.79 47193[16:Spt:47192.0,47153.0,47154.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 47194[16:Spt:47192.0,47153.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47195[16:MRR:32.0,47194.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47196[16:MRR:47108.2,47195.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 47197[16:MRR:34.0,47194.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47198[16:MRR:47107.2,47197.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 47199[16:MRR:29.0,47194.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47200[16:MRR:47109.2,47199.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 47204[17:Spt:47196.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47205[17:MRR:167.0,47204.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47206[17:MRR:171.1,47204.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47208[17:MRR:47200.0,47205.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47209[17:MRR:84.1,47208.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47213[17:MRR:47198.0,47206.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47217[17:MRR:47209.0,47213.0] || -> . % 3.57/3.79 47218[17:Spt:47217.0,47196.0,47204.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47219[17:Spt:47217.0,47196.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 47220[17:MRR:83.0,47219.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47221[17:MRR:47200.1,47220.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47223[17:MRR:168.1,47221.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47224[17:MRR:47198.0,47223.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47227[17:MRR:87.0,87.1,47224.0,47219.0] || -> . % 3.57/3.79 47228[14:Spt:47227.0,47100.0,47101.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 47229[14:Spt:47227.0,47100.1,47100.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.57/3.79 47230[15:Spt:47229.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 47231[15:MRR:163.1,47230.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47232[15:MRR:162.1,47230.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47233[15:MRR:164.1,47230.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47234[15:MRR:165.1,47230.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47235[15:MRR:46975.1,47231.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 47236[15:MRR:46974.1,47232.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 47237[15:MRR:46973.1,47233.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 47238[15:MRR:46976.1,47234.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 47239[16:Spt:47235.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47240[16:MRR:200.1,47239.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47241[16:MRR:199.1,47239.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47242[16:MRR:195.0,47239.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47243[16:MRR:47238.0,47240.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.79 47244[16:MRR:47237.0,47241.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.79 47245[16:MRR:47236.0,47242.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.57/3.79 47246[17:Spt:47243.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47247[17:MRR:90.0,47246.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47251[17:MRR:85.0,47246.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47252[17:MRR:47244.0,47247.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47258[17:MRR:28.0,47252.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47259[17:MRR:47245.0,47251.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47265[17:MRR:47258.0,47259.0] || -> . % 3.57/3.79 47266[17:Spt:47265.0,47243.0,47246.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 47267[17:Spt:47265.0,47243.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47268[17:MRR:34.0,47267.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47269[17:MRR:47244.1,47268.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47270[17:MRR:84.0,47269.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47274[17:MRR:47245.0,47270.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47278[17:MRR:29.0,29.1,47267.0,47274.0] || -> . % 3.57/3.79 47280[16:Spt:47278.0,47235.0,47239.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47281[16:Spt:47278.0,47235.1,47235.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.79 47282[17:Spt:47281.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 47283[17:MRR:88.1,47282.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 47284[17:MRR:87.1,47282.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 47287[17:MRR:83.0,47282.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 47288[17:MRR:47238.1,47283.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.79 47289[17:MRR:47237.1,47284.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 47290[17:MRR:47236.1,47287.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 47291[18:Spt:47288.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47292[18:MRR:202.0,47291.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47293[18:MRR:197.0,47291.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47294[18:MRR:47289.0,47292.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47296[18:MRR:28.0,47294.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47301[18:MRR:47290.0,47293.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47307[18:MRR:47296.0,47301.0] || -> . % 3.57/3.79 47308[18:Spt:47307.0,47288.0,47291.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47309[18:Spt:47307.0,47288.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47310[18:MRR:34.0,47309.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47311[18:MRR:47289.1,47310.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47312[18:MRR:196.0,47311.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47313[18:MRR:47290.0,47312.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47315[18:MRR:29.0,29.1,47309.0,47313.0] || -> . % 3.57/3.79 47319[17:Spt:47315.0,47281.0,47282.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 47320[17:Spt:47315.0,47281.1] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47321[17:MRR:31.1,47320.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 47322[17:MRR:47237.2,47321.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 47323[17:MRR:27.0,47320.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47324[17:MRR:47236.2,47323.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 47325[17:MRR:32.1,47320.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 47326[17:MRR:47238.2,47325.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.79 47330[18:Spt:47322.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47331[18:MRR:202.1,47330.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47332[18:MRR:196.0,47330.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47333[18:MRR:47326.0,47331.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47334[18:MRR:85.0,47333.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47338[18:MRR:47324.0,47332.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47342[18:MRR:47334.0,47338.0] || -> . % 3.57/3.79 47343[18:Spt:47342.0,47322.0,47330.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47344[18:Spt:47342.0,47322.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47345[18:MRR:90.1,47344.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 47346[18:MRR:47326.1,47345.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47347[18:MRR:197.0,47346.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47348[18:MRR:47324.0,47347.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47351[18:MRR:84.0,84.1,47344.0,47348.0] || -> . % 3.57/3.79 47352[15:Spt:47351.0,47229.0,47230.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 47353[15:Spt:47351.0,47229.1] || -> pigeon_3_in_hole_1*. % 3.57/3.79 47354[15:MRR:24.1,47353.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 47355[15:MRR:22.1,47353.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 47356[15:MRR:25.1,47353.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 47359[15:MRR:23.1,47353.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47360[15:MRR:46975.3,47359.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 47361[15:MRR:46974.3,47355.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 47362[15:MRR:46973.3,47354.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 47363[15:MRR:46976.3,47356.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 47364[16:Spt:47360.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47365[16:MRR:195.0,47364.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47366[16:MRR:199.1,47364.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47367[16:MRR:200.1,47364.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47368[16:MRR:47361.0,47365.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 47369[16:MRR:47362.0,47366.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 47370[16:MRR:47363.0,47367.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 47371[17:Spt:47368.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47373[17:MRR:168.1,47371.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47374[17:MRR:169.1,47371.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47375[17:MRR:47369.0,47373.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47376[17:MRR:90.1,47375.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 47381[17:MRR:47370.0,47374.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47386[17:MRR:47376.0,47381.0] || -> . % 3.57/3.79 47387[17:Spt:47386.0,47368.0,47371.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47388[17:Spt:47386.0,47368.1] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47389[17:MRR:84.1,47388.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47390[17:MRR:47369.1,47389.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47392[17:MRR:174.1,47390.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47393[17:MRR:47370.0,47392.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47395[17:MRR:85.0,85.1,47393.0,47388.0] || -> . % 3.57/3.79 47398[16:Spt:47395.0,47360.0,47364.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47399[16:Spt:47395.0,47360.1,47360.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 47400[17:Spt:47399.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47401[17:MRR:167.0,47400.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47402[17:MRR:171.1,47400.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47403[17:MRR:172.1,47400.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47404[17:MRR:47361.1,47401.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 47405[17:MRR:47362.1,47402.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 47406[17:MRR:47363.1,47403.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.79 47407[18:Spt:47404.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47408[18:MRR:196.1,47407.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47409[18:MRR:197.1,47407.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47410[18:MRR:47405.0,47408.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 47415[18:MRR:90.1,47410.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 47416[18:MRR:47406.0,47409.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47421[18:MRR:47415.0,47416.0] || -> . % 3.57/3.79 47422[18:Spt:47421.0,47404.0,47407.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47423[18:Spt:47421.0,47404.1] || -> pigeon_4_in_hole_3*. % 3.57/3.79 47424[18:MRR:84.1,47423.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 47425[18:MRR:47405.1,47424.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47426[18:MRR:202.1,47425.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47427[18:MRR:47406.0,47426.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47430[18:MRR:85.0,85.1,47427.0,47423.0] || -> . % 3.57/3.79 47432[17:Spt:47430.0,47399.0,47400.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47433[17:Spt:47430.0,47399.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 47434[17:MRR:87.1,47433.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 47435[17:MRR:47362.2,47434.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 47436[17:MRR:88.1,47433.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 47437[17:MRR:47363.2,47436.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.79 47438[17:MRR:83.0,47433.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 47439[17:MRR:47361.2,47438.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 47442[18:Spt:47435.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47443[18:MRR:196.0,47442.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47444[18:MRR:202.1,47442.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47445[18:MRR:47439.0,47443.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47446[18:MRR:169.1,47445.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47448[18:MRR:47437.0,47444.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47450[18:MRR:47446.0,47448.0] || -> . % 3.57/3.79 47451[18:Spt:47450.0,47435.0,47442.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47452[18:Spt:47450.0,47435.1] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47453[18:MRR:168.0,47452.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47454[18:MRR:47439.1,47453.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47455[18:MRR:197.1,47454.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47456[18:MRR:47437.0,47455.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47457[18:MRR:174.0,174.1,47456.0,47452.0] || -> . % 3.57/3.79 47458[12:Spt:47457.0,46964.0,46965.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 47459[12:Spt:47457.0,46964.1] || -> pigeon_2_in_hole_3*. % 3.57/3.79 47460[12:MRR:75.1,47459.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 47461[12:MRR:76.1,47459.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 47462[12:MRR:73.1,47459.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 47463[12:MRR:74.1,47459.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 47465[12:MRR:72.1,47459.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 47466[12:MRR:45356.3,47465.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.57/3.79 47467[12:MRR:45354.3,47460.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 47468[12:MRR:45353.3,47462.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 47469[12:MRR:45357.3,47463.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 47470[12:MRR:45355.3,47461.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 47471[13:Spt:47466.3] || -> pigeon_3_in_hole_1*. % 3.57/3.79 47472[13:MRR:24.1,47471.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 47473[13:MRR:22.1,47471.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 47474[13:MRR:25.1,47471.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 47477[13:MRR:23.1,47471.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47478[13:MRR:47467.3,47472.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 47479[13:MRR:47468.3,47473.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 47480[13:MRR:47470.3,47474.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 47481[13:MRR:47469.3,47477.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 47482[14:Spt:47478.2] || -> pigeon_6_in_hole_4*. % 3.57/3.79 47484[14:MRR:112.0,47482.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 47486[14:MRR:115.0,47482.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 47487[14:MRR:118.1,47482.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 47488[14:MRR:47479.2,47484.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 47489[14:MRR:47481.2,47486.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 47490[14:MRR:47480.2,47487.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.79 47491[15:Spt:47488.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47493[15:MRR:197.1,47491.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47494[15:MRR:195.1,47491.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47496[15:MRR:47490.0,47493.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47499[15:MRR:172.0,47496.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47501[15:MRR:47489.0,47494.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47505[15:MRR:47499.0,47501.0] || -> . % 3.57/3.79 47506[15:Spt:47505.0,47488.0,47491.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47507[15:Spt:47505.0,47488.1] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47508[15:MRR:169.1,47507.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47509[15:MRR:47490.1,47508.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47511[15:MRR:200.0,47509.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47513[15:MRR:47489.0,47511.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47515[15:MRR:167.0,167.1,47513.0,47507.0] || -> . % 3.57/3.79 47517[14:Spt:47515.0,47478.2,47482.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 47518[14:Spt:47515.0,47478.0,47478.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 47519[15:Spt:47518.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47520[15:MRR:196.0,47519.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47521[15:MRR:202.1,47519.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47522[15:MRR:199.0,47519.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47524[15:MRR:47479.0,47520.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 47525[15:MRR:47480.0,47521.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 47526[15:MRR:47481.0,47522.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 47527[16:Spt:47524.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47528[16:MRR:169.1,47527.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47529[16:MRR:167.1,47527.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47532[16:MRR:47525.0,47528.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47536[16:MRR:116.0,47532.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47537[16:MRR:47526.0,47529.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47541[16:MRR:47536.0,47537.0] || -> . % 3.57/3.79 47542[16:Spt:47541.0,47524.0,47527.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47543[16:Spt:47541.0,47524.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 47544[16:MRR:113.1,47543.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 47545[16:MRR:47525.1,47544.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47547[16:MRR:172.0,47545.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47549[16:MRR:47526.0,47547.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47551[16:MRR:111.0,111.1,47549.0,47543.0] || -> . % 3.57/3.79 47553[15:Spt:47551.0,47518.0,47519.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47554[15:Spt:47551.0,47518.1] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47555[15:MRR:168.0,47554.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47556[15:MRR:47479.1,47555.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 47557[15:MRR:174.1,47554.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47558[15:MRR:47480.1,47557.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.79 47559[15:MRR:171.0,47554.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47560[15:MRR:47481.1,47559.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.79 47562[16:Spt:47556.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47564[16:MRR:195.1,47562.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47565[16:MRR:197.1,47562.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47566[16:MRR:47560.0,47564.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47567[16:MRR:116.1,47566.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 47571[16:MRR:47558.0,47565.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47575[16:MRR:47567.0,47571.0] || -> . % 3.57/3.79 47576[16:Spt:47575.0,47556.0,47562.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47577[16:Spt:47575.0,47556.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 47578[16:MRR:111.1,47577.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47579[16:MRR:47560.1,47578.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47581[16:MRR:200.1,47579.0] || pigeon_7_in_hole_7* -> . % 3.57/3.79 47582[16:MRR:47558.0,47581.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47585[16:MRR:113.0,113.1,47582.0,47577.0] || -> . % 3.57/3.79 47586[13:Spt:47585.0,47466.3,47471.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 47587[13:Spt:47585.0,47466.0,47466.1,47466.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 47588[14:Spt:47587.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 47589[14:MRR:190.1,47588.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47590[14:MRR:191.1,47588.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47591[14:MRR:193.1,47588.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47592[14:MRR:192.1,47588.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47593[14:MRR:47468.0,47589.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 47594[14:MRR:47469.0,47590.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 47595[14:MRR:47470.0,47591.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 47596[14:MRR:47467.0,47592.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 47597[15:Spt:47593.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47598[15:MRR:168.1,47597.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47600[15:MRR:167.1,47597.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47601[15:MRR:169.1,47597.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47602[15:MRR:47596.0,47598.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 47603[15:MRR:47594.0,47600.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 47604[15:MRR:47595.0,47601.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 47605[16:Spt:47602.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 47606[16:MRR:118.1,47605.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 47607[16:MRR:115.0,47605.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47611[16:MRR:47604.0,47606.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47614[16:MRR:32.0,47611.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47617[16:MRR:47603.0,47607.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47622[16:MRR:47614.0,47617.0] || -> . % 3.57/3.79 47623[16:Spt:47622.0,47602.0,47605.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 47624[16:Spt:47622.0,47602.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47625[16:MRR:34.1,47624.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 47626[16:MRR:47604.1,47625.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47627[16:MRR:116.0,47626.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47631[16:MRR:47603.0,47627.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47635[16:MRR:31.0,31.1,47624.0,47631.0] || -> . % 3.57/3.79 47636[15:Spt:47635.0,47593.0,47597.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47637[15:Spt:47635.0,47593.1,47593.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 47638[16:Spt:47637.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 47639[16:MRR:112.1,47638.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 47640[16:MRR:113.1,47638.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 47641[16:MRR:111.1,47638.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 47644[16:MRR:47596.1,47639.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 47645[16:MRR:47595.1,47640.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 47646[16:MRR:47594.1,47641.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 47647[17:Spt:47644.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47648[17:MRR:174.1,47647.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47649[17:MRR:171.0,47647.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47651[17:MRR:47645.0,47648.0] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47655[17:MRR:32.0,47651.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47657[17:MRR:47646.0,47649.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47662[17:MRR:47655.0,47657.0] || -> . % 3.57/3.79 47663[17:Spt:47662.0,47644.0,47647.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47664[17:Spt:47662.0,47644.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47665[17:MRR:34.1,47664.0] || pigeon_7_in_hole_1* -> . % 3.57/3.79 47666[17:MRR:47645.1,47665.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47668[17:MRR:172.0,47666.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47669[17:MRR:47646.0,47668.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47670[17:MRR:31.0,31.1,47664.0,47669.0] || -> . % 3.57/3.79 47674[16:Spt:47670.0,47637.0,47638.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 47675[16:Spt:47670.0,47637.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47676[16:MRR:29.1,47675.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 47677[16:MRR:47595.2,47676.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 47678[16:MRR:27.1,47675.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47679[16:MRR:47594.2,47678.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 47680[16:MRR:28.1,47675.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47681[16:MRR:47596.2,47680.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 47684[17:Spt:47677.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47685[17:MRR:174.0,47684.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47686[17:MRR:172.0,47684.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47688[17:MRR:47681.0,47685.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 47691[17:MRR:115.0,47688.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47693[17:MRR:47679.0,47686.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47697[17:MRR:47691.0,47693.0] || -> . % 3.57/3.79 47698[17:Spt:47697.0,47677.0,47684.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 47699[17:Spt:47697.0,47677.1] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47700[17:MRR:118.0,47699.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 47701[17:MRR:47681.1,47700.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47703[17:MRR:171.0,47701.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47704[17:MRR:47679.0,47703.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47707[17:MRR:116.0,116.1,47699.0,47704.0] || -> . % 3.57/3.79 47708[14:Spt:47707.0,47587.0,47588.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 47709[14:Spt:47707.0,47587.1,47587.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.79 47710[15:Spt:47709.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 47711[15:MRR:165.1,47710.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47712[15:MRR:164.1,47710.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47713[15:MRR:163.1,47710.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47714[15:MRR:162.1,47710.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47715[15:MRR:47470.1,47711.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 47716[15:MRR:47467.1,47712.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 47717[15:MRR:47469.1,47713.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 47718[15:MRR:47468.1,47714.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 47719[16:Spt:47715.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47720[16:MRR:197.0,47719.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47721[16:MRR:200.0,47719.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47722[16:MRR:202.0,47719.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47723[16:MRR:47718.0,47720.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.57/3.79 47724[16:MRR:47717.0,47721.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.57/3.79 47725[16:MRR:47716.0,47722.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.57/3.79 47726[17:Spt:47723.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 47729[17:MRR:111.1,47726.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 47731[17:MRR:112.1,47726.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 47732[17:MRR:47724.0,47729.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47735[17:MRR:31.1,47732.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47738[17:MRR:47725.0,47731.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47743[17:MRR:47735.0,47738.0] || -> . % 3.57/3.79 47744[17:Spt:47743.0,47723.0,47726.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 47745[17:Spt:47743.0,47723.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47746[17:MRR:27.1,47745.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47747[17:MRR:47724.1,47746.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47750[17:MRR:115.1,47747.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 47752[17:MRR:47725.0,47750.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47755[17:MRR:28.0,28.1,47752.0,47745.0] || -> . % 3.57/3.79 47757[16:Spt:47755.0,47715.0,47719.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47758[16:Spt:47755.0,47715.1,47715.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.57/3.79 47759[17:Spt:47758.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 47760[17:MRR:113.0,47759.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 47761[17:MRR:116.0,47759.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 47764[17:MRR:118.0,47759.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 47765[17:MRR:47718.1,47760.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 47766[17:MRR:47717.1,47761.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.79 47767[17:MRR:47716.1,47764.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 47768[18:Spt:47765.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47769[18:MRR:195.1,47768.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47770[18:MRR:196.1,47768.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47771[18:MRR:47766.0,47769.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47775[18:MRR:31.1,47771.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47777[18:MRR:47767.0,47770.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47782[18:MRR:47775.0,47777.0] || -> . % 3.57/3.79 47783[18:Spt:47782.0,47765.0,47768.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47784[18:Spt:47782.0,47765.1] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47785[18:MRR:27.1,47784.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47786[18:MRR:47766.1,47785.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47787[18:MRR:199.1,47786.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47788[18:MRR:47767.0,47787.0] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47790[18:MRR:28.0,28.1,47788.0,47784.0] || -> . % 3.57/3.79 47793[17:Spt:47790.0,47758.0,47759.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 47794[17:Spt:47790.0,47758.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47795[17:MRR:32.0,47794.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47796[17:MRR:47717.2,47795.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.79 47797[17:MRR:34.0,47794.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47798[17:MRR:47716.2,47797.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 47799[17:MRR:29.0,47794.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47800[17:MRR:47718.2,47799.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 47803[18:Spt:47796.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47804[18:MRR:195.0,47803.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47805[18:MRR:199.1,47803.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47806[18:MRR:47800.0,47804.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 47807[18:MRR:112.1,47806.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 47811[18:MRR:47798.0,47805.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 47815[18:MRR:47807.0,47811.0] || -> . % 3.57/3.79 47816[18:Spt:47815.0,47796.0,47803.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47817[18:Spt:47815.0,47796.1] || -> pigeon_5_in_hole_4*. % 3.57/3.79 47818[18:MRR:111.0,47817.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 47819[18:MRR:47800.1,47818.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47820[18:MRR:196.1,47819.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47821[18:MRR:47798.0,47820.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 47824[18:MRR:115.0,115.1,47821.0,47817.0] || -> . % 3.57/3.79 47825[15:Spt:47824.0,47709.0,47710.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 47826[15:Spt:47824.0,47709.1] || -> pigeon_3_in_hole_4*. % 3.57/3.79 47827[15:MRR:106.1,47826.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 47828[15:MRR:108.1,47826.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 47829[15:MRR:107.1,47826.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 47831[15:MRR:109.1,47826.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 47832[15:MRR:47470.2,47831.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 47833[15:MRR:47467.2,47828.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 47834[15:MRR:47469.2,47829.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 47835[15:MRR:47468.2,47827.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 47836[16:Spt:47832.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 47837[16:MRR:202.0,47836.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 47838[16:MRR:200.0,47836.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 47839[16:MRR:197.0,47836.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 47840[16:MRR:47833.0,47837.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.79 47841[16:MRR:47834.0,47838.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.79 47842[16:MRR:47835.0,47839.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.57/3.79 47843[17:Spt:47840.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47845[17:MRR:171.0,47843.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47846[17:MRR:168.0,47843.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47847[17:MRR:47841.0,47845.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47849[17:MRR:27.0,47847.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47853[17:MRR:47842.0,47846.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47858[17:MRR:47849.0,47853.0] || -> . % 3.57/3.79 47859[17:Spt:47858.0,47840.0,47843.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47860[17:Spt:47858.0,47840.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47861[17:MRR:31.0,47860.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47862[17:MRR:47841.1,47861.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47864[17:MRR:167.0,47862.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47865[17:MRR:47842.0,47864.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47869[17:MRR:28.0,28.1,47860.0,47865.0] || -> . % 3.57/3.79 47870[16:Spt:47869.0,47832.0,47836.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 47871[16:Spt:47869.0,47832.1,47832.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.79 47872[17:Spt:47871.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 47873[17:MRR:174.0,47872.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 47874[17:MRR:172.0,47872.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 47875[17:MRR:169.0,47872.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 47876[17:MRR:47833.1,47873.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.79 47877[17:MRR:47834.1,47874.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.79 47878[17:MRR:47835.1,47875.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.57/3.79 47879[18:Spt:47876.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47880[18:MRR:199.0,47879.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47881[18:MRR:196.0,47879.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47882[18:MRR:47877.0,47880.0] || -> pigeon_5_in_hole_1*. % 3.57/3.79 47886[18:MRR:27.0,47882.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47888[18:MRR:47878.0,47881.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47893[18:MRR:47886.0,47888.0] || -> . % 3.57/3.79 47894[18:Spt:47893.0,47876.0,47879.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47895[18:Spt:47893.0,47876.1] || -> pigeon_6_in_hole_1*. % 3.57/3.79 47896[18:MRR:31.0,47895.0] || pigeon_5_in_hole_1* -> . % 3.57/3.79 47897[18:MRR:47877.1,47896.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47898[18:MRR:195.0,47897.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47899[18:MRR:47878.0,47898.0] || -> pigeon_4_in_hole_1*. % 3.57/3.79 47900[18:MRR:28.0,28.1,47895.0,47899.0] || -> . % 3.57/3.79 47904[17:Spt:47900.0,47871.0,47872.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 47905[17:Spt:47900.0,47871.1] || -> pigeon_7_in_hole_1*. % 3.57/3.79 47906[17:MRR:32.0,47905.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47907[17:MRR:47834.2,47906.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 47908[17:MRR:29.0,47905.0] || pigeon_4_in_hole_1* -> . % 3.57/3.79 47909[17:MRR:47835.2,47908.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 47910[17:MRR:34.0,47905.0] || pigeon_6_in_hole_1* -> . % 3.57/3.79 47911[17:MRR:47833.2,47910.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 47914[18:Spt:47907.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 47915[18:MRR:199.1,47914.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 47916[18:MRR:195.0,47914.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47917[18:MRR:47911.0,47915.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 47918[18:MRR:168.0,47917.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 47920[18:MRR:47909.0,47916.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47922[18:MRR:47918.0,47920.0] || -> . % 3.57/3.79 47923[18:Spt:47922.0,47907.0,47914.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47924[18:Spt:47922.0,47907.1] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47925[18:MRR:171.1,47924.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 47926[18:MRR:47911.1,47925.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 47927[18:MRR:196.0,47926.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47928[18:MRR:47909.0,47927.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47929[18:MRR:167.0,167.1,47924.0,47928.0] || -> . % 3.57/3.79 47930[8:Spt:47929.0,45343.0,45344.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.79 47931[8:Spt:47929.0,45343.1] || -> pigeon_1_in_hole_1*. % 3.57/3.79 47932[8:MRR:12.1,47931.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.79 47933[8:MRR:11.1,47931.0] || pigeon_4_in_hole_1*+ -> . % 3.57/3.79 47934[8:MRR:13.1,47931.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.79 47935[8:MRR:14.1,47931.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.79 47937[8:MRR:10.1,47931.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.79 47938[8:MRR:9.1,47931.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.79 47939[8:MRR:34066.5,47938.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.79 47940[8:MRR:34070.5,47933.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 47941[8:MRR:34071.5,47934.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 47942[8:MRR:34068.5,47935.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 47943[8:MRR:34067.5,47937.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 47944[8:MRR:34069.5,47932.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 47945[9:Spt:47939.2] || -> pigeon_2_in_hole_4*. % 3.57/3.79 47946[9:MRR:104.1,47945.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 47947[9:MRR:102.1,47945.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 47948[9:MRR:101.1,47945.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 47950[9:MRR:103.1,47945.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 47951[9:MRR:100.1,47945.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 47952[9:MRR:47942.2,47946.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 47953[9:MRR:47944.2,47947.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 47954[9:MRR:47940.2,47948.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 47955[9:MRR:47941.2,47950.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 47956[9:MRR:47943.2,47951.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 47957[10:Spt:47952.2] || -> pigeon_7_in_hole_3*. % 3.57/3.79 47958[10:MRR:90.0,47957.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 47960[10:MRR:88.0,47957.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 47962[10:MRR:85.0,47957.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 47963[10:MRR:81.0,47957.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 47964[10:MRR:47955.2,47958.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 47965[10:MRR:47953.2,47960.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.79 47966[10:MRR:47954.2,47962.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 47967[10:MRR:47956.2,47963.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.79 47968[11:Spt:47964.2] || -> pigeon_6_in_hole_2*. % 3.57/3.79 47970[11:MRR:56.0,47968.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 47973[11:MRR:52.0,47968.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 47974[11:MRR:59.0,47968.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 47975[11:MRR:47966.2,47970.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 47976[11:MRR:47967.2,47973.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.57/3.79 47977[11:MRR:47965.2,47974.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.79 47978[12:Spt:47975.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 47979[12:MRR:195.1,47978.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 47982[12:MRR:190.0,47978.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 47984[12:MRR:47977.0,47979.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 47988[12:MRR:163.0,47984.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 47990[12:MRR:47976.0,47982.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 47995[12:MRR:47988.0,47990.0] || -> . % 3.57/3.79 47996[12:Spt:47995.0,47975.0,47978.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 47997[12:Spt:47995.0,47975.1] || -> pigeon_4_in_hole_6*. % 3.57/3.79 47998[12:MRR:167.1,47997.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 47999[12:MRR:47977.1,47998.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 48002[12:MRR:191.0,47999.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48004[12:MRR:47976.0,48002.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 48008[12:MRR:162.0,162.1,47997.0,48004.0] || -> . % 3.57/3.79 48009[11:Spt:48008.0,47964.2,47968.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 48010[11:Spt:48008.0,47964.0,47964.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 48011[12:Spt:48010.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 48012[12:MRR:196.0,48011.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 48013[12:MRR:199.0,48011.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 48015[12:MRR:192.0,48011.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 48017[12:MRR:47966.0,48012.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 48018[12:MRR:47965.0,48013.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.79 48019[12:MRR:47967.0,48015.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.79 48020[13:Spt:48017.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48021[13:MRR:167.1,48020.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48022[13:MRR:162.0,48020.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48026[13:MRR:48018.0,48021.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48031[13:MRR:51.0,48026.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48032[13:MRR:48019.0,48022.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48037[13:MRR:48031.0,48032.0] || -> . % 3.57/3.79 48038[13:Spt:48037.0,48017.0,48020.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48039[13:Spt:48037.0,48017.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48040[13:MRR:55.1,48039.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48041[13:MRR:48018.1,48040.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48043[13:MRR:163.0,48041.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48046[13:MRR:48019.0,48043.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48049[13:MRR:50.0,50.1,48039.0,48046.0] || -> . % 3.57/3.79 48051[12:Spt:48049.0,48010.0,48011.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 48052[12:Spt:48049.0,48010.1] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48053[12:MRR:168.0,48052.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48054[12:MRR:47966.1,48053.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 48055[12:MRR:171.0,48052.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48056[12:MRR:47965.1,48055.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.79 48057[12:MRR:164.0,48052.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48058[12:MRR:47967.1,48057.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.79 48061[13:Spt:48054.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 48063[13:MRR:190.0,48061.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48065[13:MRR:195.1,48061.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 48066[13:MRR:48058.0,48063.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48067[13:MRR:51.1,48066.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48072[13:MRR:48056.0,48065.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48077[13:MRR:48067.0,48072.0] || -> . % 3.57/3.79 48078[13:Spt:48077.0,48054.0,48061.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48079[13:Spt:48077.0,48054.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48080[13:MRR:50.0,48079.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48081[13:MRR:48058.1,48080.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 48083[13:MRR:191.1,48081.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 48085[13:MRR:48056.0,48083.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48089[13:MRR:55.0,55.1,48085.0,48079.0] || -> . % 3.57/3.79 48090[10:Spt:48089.0,47952.2,47957.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 48091[10:Spt:48089.0,47952.0,47952.1,47952.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 48092[11:Spt:48091.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 48093[11:MRR:197.0,48092.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 48094[11:MRR:193.0,48092.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 48096[11:MRR:200.0,48092.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 48097[11:MRR:202.0,48092.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 48098[11:MRR:47954.0,48093.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48099[11:MRR:47956.0,48094.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 48100[11:MRR:47953.0,48096.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48101[11:MRR:47955.0,48097.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48102[12:Spt:48098.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48103[12:MRR:168.1,48102.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48106[12:MRR:162.0,48102.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 48107[12:MRR:167.1,48102.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48108[12:MRR:48101.0,48103.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48109[12:MRR:48099.0,48106.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 48110[12:MRR:48100.0,48107.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48111[13:Spt:48108.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48113[13:MRR:87.0,48111.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48116[13:MRR:80.0,48111.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48117[13:MRR:48110.0,48113.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48118[13:MRR:51.0,48117.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48124[13:MRR:48109.0,48116.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48130[13:MRR:48118.0,48124.0] || -> . % 3.57/3.79 48131[13:Spt:48130.0,48108.0,48111.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48132[13:Spt:48130.0,48108.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48133[13:MRR:59.0,48132.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48134[13:MRR:48110.1,48133.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48138[13:MRR:79.0,48134.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48139[13:MRR:48109.0,48138.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48140[13:MRR:52.0,52.1,48132.0,48139.0] || -> . % 3.57/3.79 48145[12:Spt:48140.0,48098.0,48102.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48146[12:Spt:48140.0,48098.1,48098.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48147[13:Spt:48146.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48148[13:MRR:84.1,48147.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 48149[13:MRR:83.1,48147.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 48152[13:MRR:78.0,48147.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 48153[13:MRR:48101.1,48148.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 48154[13:MRR:48100.1,48149.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.79 48155[13:MRR:48099.1,48152.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.79 48156[14:Spt:48153.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48157[14:MRR:171.0,48156.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48158[14:MRR:164.0,48156.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48161[14:MRR:48154.0,48157.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48167[14:MRR:51.0,48161.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48168[14:MRR:48155.0,48158.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48174[14:MRR:48167.0,48168.0] || -> . % 3.57/3.79 48175[14:Spt:48174.0,48153.0,48156.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48176[14:Spt:48174.0,48153.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48177[14:MRR:59.0,48176.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48178[14:MRR:48154.1,48177.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48181[14:MRR:163.0,48178.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48182[14:MRR:48155.0,48181.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48187[14:MRR:52.0,52.1,48176.0,48182.0] || -> . % 3.57/3.79 48188[13:Spt:48187.0,48146.0,48147.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 48189[13:Spt:48187.0,48146.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48190[13:MRR:55.1,48189.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 48191[13:MRR:48100.2,48190.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 48192[13:MRR:50.0,48189.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48193[13:MRR:48099.2,48192.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 48194[13:MRR:56.1,48189.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 48195[13:MRR:48101.2,48194.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 48199[14:Spt:48191.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48200[14:MRR:171.1,48199.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48201[14:MRR:163.0,48199.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48204[14:MRR:48195.0,48200.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48205[14:MRR:80.0,48204.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48209[14:MRR:48193.0,48201.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48213[14:MRR:48205.0,48209.0] || -> . % 3.57/3.79 48214[14:Spt:48213.0,48191.0,48199.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48215[14:Spt:48213.0,48191.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48216[14:MRR:87.1,48215.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48217[14:MRR:48195.1,48216.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48220[14:MRR:164.0,48217.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48221[14:MRR:48193.0,48220.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48224[14:MRR:79.0,79.1,48215.0,48221.0] || -> . % 3.57/3.79 48225[11:Spt:48224.0,48091.0,48092.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 48226[11:Spt:48224.0,48091.1,48091.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 48227[12:Spt:48226.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48228[12:MRR:172.0,48227.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48229[12:MRR:174.0,48227.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48230[12:MRR:165.0,48227.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 48232[12:MRR:169.0,48227.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48233[12:MRR:47953.1,48228.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48234[12:MRR:47955.1,48229.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48235[12:MRR:47956.1,48230.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 48236[12:MRR:47954.1,48232.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48237[13:Spt:48233.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 48238[13:MRR:195.0,48237.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 48239[13:MRR:191.0,48237.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 48241[13:MRR:199.1,48237.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 48242[13:MRR:48236.0,48238.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48243[13:MRR:48235.0,48239.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 48244[13:MRR:48234.0,48241.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48245[14:Spt:48242.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48246[14:MRR:78.0,48245.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48250[14:MRR:84.1,48245.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48251[14:MRR:48243.0,48246.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48257[14:MRR:52.1,48251.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 48258[14:MRR:48244.0,48250.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48264[14:MRR:48257.0,48258.0] || -> . % 3.57/3.79 48265[14:Spt:48264.0,48242.0,48245.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48266[14:Spt:48264.0,48242.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48267[14:MRR:50.0,48266.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48268[14:MRR:48243.1,48267.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48269[14:MRR:80.1,48268.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48273[14:MRR:48244.0,48269.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48277[14:MRR:56.0,56.1,48273.0,48266.0] || -> . % 3.57/3.79 48279[13:Spt:48277.0,48233.0,48237.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 48280[13:Spt:48277.0,48233.1,48233.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48281[14:Spt:48280.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48282[14:MRR:83.0,48281.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 48283[14:MRR:79.0,48281.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 48286[14:MRR:87.1,48281.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 48287[14:MRR:48236.1,48282.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 48288[14:MRR:48235.1,48283.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.79 48289[14:MRR:48234.1,48286.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 48290[15:Spt:48287.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 48291[15:MRR:190.0,48290.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48293[15:MRR:196.1,48290.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48294[15:MRR:48288.0,48291.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48296[15:MRR:52.1,48294.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 48301[15:MRR:48289.0,48293.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48307[15:MRR:48296.0,48301.0] || -> . % 3.57/3.79 48308[15:Spt:48307.0,48287.0,48290.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48309[15:Spt:48307.0,48287.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48310[15:MRR:50.0,48309.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 48311[15:MRR:48288.1,48310.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 48313[15:MRR:192.1,48311.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48314[15:MRR:48289.0,48313.0] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48316[15:MRR:56.0,56.1,48314.0,48309.0] || -> . % 3.57/3.79 48320[14:Spt:48316.0,48280.0,48281.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 48321[14:Spt:48316.0,48280.1] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48322[14:MRR:51.0,48321.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 48323[14:MRR:48235.2,48322.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 48324[14:MRR:59.1,48321.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 48325[14:MRR:48234.2,48324.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 48326[14:MRR:55.0,48321.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 48327[14:MRR:48236.2,48326.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 48331[15:Spt:48323.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 48332[15:MRR:190.1,48331.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48333[15:MRR:192.1,48331.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48335[15:MRR:48327.0,48332.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48336[15:MRR:84.1,48335.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48340[15:MRR:48325.0,48333.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48344[15:MRR:48336.0,48340.0] || -> . % 3.57/3.79 48345[15:Spt:48344.0,48323.0,48331.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48346[15:Spt:48344.0,48323.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48347[15:MRR:78.1,48346.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48348[15:MRR:48327.1,48347.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 48349[15:MRR:196.1,48348.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48351[15:MRR:48325.0,48349.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48354[15:MRR:80.0,80.1,48351.0,48346.0] || -> . % 3.57/3.79 48355[12:Spt:48354.0,48226.0,48227.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 48356[12:Spt:48354.0,48226.1] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48357[12:MRR:53.0,48356.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 48358[12:MRR:62.0,48356.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 48359[12:MRR:57.0,48356.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 48361[12:MRR:60.0,48356.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 48363[12:MRR:47953.3,48361.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 48364[12:MRR:47955.3,48358.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 48365[12:MRR:47956.3,48357.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 48366[12:MRR:47954.3,48359.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 48367[13:Spt:48363.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 48368[13:MRR:199.1,48367.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 48370[13:MRR:191.0,48367.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 48371[13:MRR:195.0,48367.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 48372[13:MRR:48364.0,48368.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 48373[13:MRR:48365.0,48370.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.79 48374[13:MRR:48366.0,48371.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.79 48375[14:Spt:48372.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48377[14:MRR:164.0,48375.0] || pigeon_3_in_hole_6* -> . % 3.57/3.79 48379[14:MRR:168.0,48375.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48380[14:MRR:48373.0,48377.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48381[14:MRR:78.1,48380.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48386[14:MRR:48374.0,48379.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48391[14:MRR:48381.0,48386.0] || -> . % 3.57/3.79 48392[14:Spt:48391.0,48372.0,48375.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48393[14:Spt:48391.0,48372.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48394[14:MRR:80.0,48393.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48395[14:MRR:48373.1,48394.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 48398[14:MRR:162.1,48395.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48399[14:MRR:48374.0,48398.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48401[14:MRR:84.0,84.1,48393.0,48399.0] || -> . % 3.57/3.79 48404[13:Spt:48401.0,48363.0,48367.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 48405[13:Spt:48401.0,48363.1,48363.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 48406[14:Spt:48405.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48407[14:MRR:171.1,48406.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48408[14:MRR:163.0,48406.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 48410[14:MRR:167.0,48406.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48411[14:MRR:48364.1,48407.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 48412[14:MRR:48365.1,48408.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 48413[14:MRR:48366.1,48410.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 48414[15:Spt:48411.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 48415[15:MRR:192.0,48414.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48416[15:MRR:196.0,48414.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48418[15:MRR:48412.0,48415.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48423[15:MRR:78.1,48418.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48424[15:MRR:48413.0,48416.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48429[15:MRR:48423.0,48424.0] || -> . % 3.57/3.79 48430[15:Spt:48429.0,48411.0,48414.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48431[15:Spt:48429.0,48411.1] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48432[15:MRR:80.0,48431.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 48433[15:MRR:48412.1,48432.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 48435[15:MRR:190.1,48433.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48436[15:MRR:48413.0,48435.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48439[15:MRR:84.0,84.1,48431.0,48436.0] || -> . % 3.57/3.79 48441[14:Spt:48439.0,48405.0,48406.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48442[14:Spt:48439.0,48405.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48443[14:MRR:79.0,48442.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 48444[14:MRR:48365.2,48443.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.57/3.79 48445[14:MRR:83.0,48442.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48446[14:MRR:48366.2,48445.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.79 48447[14:MRR:87.1,48442.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48448[14:MRR:48364.2,48447.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.79 48451[15:Spt:48444.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 48452[15:MRR:192.1,48451.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 48453[15:MRR:190.1,48451.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48455[15:MRR:48448.0,48452.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48456[15:MRR:168.0,48455.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48459[15:MRR:48446.0,48453.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48462[15:MRR:48456.0,48459.0] || -> . % 3.57/3.79 48463[15:Spt:48462.0,48444.0,48451.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 48464[15:Spt:48462.0,48444.1] || -> pigeon_3_in_hole_6*. % 3.57/3.79 48465[15:MRR:164.1,48464.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48466[15:MRR:48448.1,48465.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 48468[15:MRR:196.0,48466.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 48469[15:MRR:48446.0,48468.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48471[15:MRR:162.0,162.1,48469.0,48464.0] || -> . % 3.57/3.79 48472[9:Spt:48471.0,47939.2,47945.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.79 48473[9:Spt:48471.0,47939.0,47939.1,47939.3,47939.4] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.79 48474[10:Spt:48473.0] || -> pigeon_2_in_hole_7*. % 3.57/3.79 48475[10:MRR:184.1,48474.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 48476[10:MRR:187.1,48474.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 48477[10:MRR:185.1,48474.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 48478[10:MRR:186.1,48474.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 48479[10:MRR:188.1,48474.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 48480[10:MRR:47943.0,48475.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 48481[10:MRR:47941.0,48476.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48482[10:MRR:47940.0,48477.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48483[10:MRR:47944.0,48478.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48484[10:MRR:47942.0,48479.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 48485[11:Spt:48480.2] || -> pigeon_3_in_hole_3*. % 3.57/3.79 48486[11:MRR:79.1,48485.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 48487[11:MRR:80.1,48485.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 48488[11:MRR:78.1,48485.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 48491[11:MRR:81.1,48485.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 48492[11:MRR:48483.2,48486.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.79 48493[11:MRR:48481.2,48487.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 48494[11:MRR:48482.2,48488.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 48495[11:MRR:48484.2,48491.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 48496[12:Spt:48492.2] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48498[12:MRR:59.1,48496.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 48499[12:MRR:55.0,48496.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 48501[12:MRR:60.1,48496.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 48503[12:MRR:48493.2,48498.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 48504[12:MRR:48494.2,48499.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.79 48505[12:MRR:48495.2,48501.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 48506[13:Spt:48503.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48509[13:MRR:168.0,48506.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48511[13:MRR:174.1,48506.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48512[13:MRR:48504.0,48509.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 48513[13:MRR:113.1,48512.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48518[13:MRR:48505.0,48511.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 48523[13:MRR:48513.0,48518.0] || -> . % 3.57/3.79 48524[13:Spt:48523.0,48503.0,48506.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48525[13:Spt:48523.0,48503.1] || -> pigeon_6_in_hole_4*. % 3.57/3.79 48526[13:MRR:112.0,48525.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 48527[13:MRR:48504.1,48526.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48531[13:MRR:169.1,48527.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48532[13:MRR:48505.0,48531.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 48536[13:MRR:118.0,118.1,48532.0,48525.0] || -> . % 3.57/3.79 48537[12:Spt:48536.0,48492.2,48496.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 48538[12:Spt:48536.0,48492.0,48492.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 48539[13:Spt:48538.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48540[13:MRR:171.1,48539.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48541[13:MRR:167.0,48539.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48544[13:MRR:172.1,48539.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 48545[13:MRR:48493.0,48540.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 48546[13:MRR:48494.0,48541.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 48547[13:MRR:48495.0,48544.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 48548[14:Spt:48545.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 48549[14:MRR:112.0,48548.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 48550[14:MRR:118.1,48548.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48554[14:MRR:48546.0,48549.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48557[14:MRR:57.1,48554.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48560[14:MRR:48547.0,48550.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48565[14:MRR:48557.0,48560.0] || -> . % 3.57/3.79 48566[14:Spt:48565.0,48545.0,48548.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 48567[14:Spt:48565.0,48545.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48568[14:MRR:56.0,48567.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 48569[14:MRR:48546.1,48568.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 48573[14:MRR:113.1,48569.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48574[14:MRR:48547.0,48573.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48577[14:MRR:62.0,62.1,48574.0,48567.0] || -> . % 3.57/3.79 48579[13:Spt:48577.0,48538.0,48539.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48580[13:Spt:48577.0,48538.1] || -> pigeon_5_in_hole_4*. % 3.57/3.79 48581[13:MRR:115.1,48580.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 48582[13:MRR:48493.1,48581.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 48583[13:MRR:111.0,48580.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 48584[13:MRR:48494.1,48583.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.79 48585[13:MRR:116.1,48580.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48586[13:MRR:48495.1,48585.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 48589[14:Spt:48582.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48590[14:MRR:174.1,48589.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48591[14:MRR:168.0,48589.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48594[14:MRR:48586.0,48590.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48595[14:MRR:57.0,48594.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 48600[14:MRR:48584.0,48591.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48605[14:MRR:48595.0,48600.0] || -> . % 3.57/3.79 48606[14:Spt:48605.0,48582.0,48589.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48607[14:Spt:48605.0,48582.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48608[14:MRR:62.1,48607.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48609[14:MRR:48586.1,48608.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48610[14:MRR:169.0,48609.0] || pigeon_4_in_hole_6* -> . % 3.57/3.79 48613[14:MRR:48584.0,48610.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48617[14:MRR:56.0,56.1,48607.0,48613.0] || -> . % 3.57/3.79 48618[11:Spt:48617.0,48480.2,48485.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 48619[11:Spt:48617.0,48480.0,48480.1,48480.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 48620[12:Spt:48619.0] || -> pigeon_3_in_hole_6*. % 3.57/3.79 48621[12:MRR:164.1,48620.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48622[12:MRR:165.1,48620.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 48623[12:MRR:162.1,48620.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48625[12:MRR:163.1,48620.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48626[12:MRR:48481.0,48621.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48627[12:MRR:48484.0,48622.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 48628[12:MRR:48482.0,48623.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48629[12:MRR:48483.0,48625.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48630[13:Spt:48626.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 48631[13:MRR:115.0,48630.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 48634[13:MRR:118.1,48630.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 48635[13:MRR:112.0,48630.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 48636[13:MRR:48629.0,48631.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48637[13:MRR:48627.0,48634.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 48638[13:MRR:48628.0,48635.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48639[14:Spt:48636.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48640[14:MRR:83.0,48639.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 48644[14:MRR:88.1,48639.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48645[14:MRR:48638.0,48640.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48646[14:MRR:57.1,48645.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48652[14:MRR:48637.0,48644.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48658[14:MRR:48646.0,48652.0] || -> . % 3.57/3.79 48659[14:Spt:48658.0,48636.0,48639.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48660[14:Spt:48658.0,48636.1] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48661[14:MRR:55.0,48660.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 48662[14:MRR:48638.1,48661.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48666[14:MRR:85.1,48662.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48667[14:MRR:48637.0,48666.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48668[14:MRR:60.0,60.1,48667.0,48660.0] || -> . % 3.57/3.79 48673[13:Spt:48668.0,48626.0,48630.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 48674[13:Spt:48668.0,48626.1,48626.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48675[14:Spt:48674.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48676[14:MRR:87.0,48675.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 48677[14:MRR:84.0,48675.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 48680[14:MRR:90.1,48675.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 48681[14:MRR:48629.1,48676.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.79 48682[14:MRR:48628.1,48677.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 48683[14:MRR:48627.1,48680.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 48684[15:Spt:48681.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 48685[15:MRR:111.0,48684.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 48686[15:MRR:116.1,48684.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48689[15:MRR:48682.0,48685.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48695[15:MRR:57.1,48689.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48696[15:MRR:48683.0,48686.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48702[15:MRR:48695.0,48696.0] || -> . % 3.57/3.79 48703[15:Spt:48702.0,48681.0,48684.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 48704[15:Spt:48702.0,48681.1] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48705[15:MRR:55.0,48704.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 48706[15:MRR:48682.1,48705.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 48709[15:MRR:113.1,48706.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48710[15:MRR:48683.0,48709.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48715[15:MRR:60.0,60.1,48710.0,48704.0] || -> . % 3.57/3.79 48716[14:Spt:48715.0,48674.0,48675.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 48717[14:Spt:48715.0,48674.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48718[14:MRR:56.0,48717.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 48719[14:MRR:48628.2,48718.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 48720[14:MRR:62.1,48717.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48721[14:MRR:48627.2,48720.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 48722[14:MRR:59.0,48717.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48723[14:MRR:48629.2,48722.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 48727[15:Spt:48719.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 48728[15:MRR:111.1,48727.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 48729[15:MRR:113.1,48727.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48732[15:MRR:48723.0,48728.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48733[15:MRR:88.1,48732.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48737[15:MRR:48721.0,48729.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48741[15:MRR:48733.0,48737.0] || -> . % 3.57/3.79 48742[15:Spt:48741.0,48719.0,48727.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 48743[15:Spt:48741.0,48719.1] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48744[15:MRR:83.1,48743.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48745[15:MRR:48723.1,48744.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 48748[15:MRR:116.1,48745.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48749[15:MRR:48721.0,48748.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48752[15:MRR:85.0,85.1,48749.0,48743.0] || -> . % 3.57/3.79 48753[12:Spt:48752.0,48619.0,48620.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 48754[12:Spt:48752.0,48619.1,48619.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 48755[13:Spt:48754.0] || -> pigeon_3_in_hole_4*. % 3.57/3.79 48756[13:MRR:106.1,48755.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 48757[13:MRR:107.1,48755.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 48758[13:MRR:109.1,48755.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 48760[13:MRR:108.1,48755.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 48761[13:MRR:48482.1,48756.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48762[13:MRR:48483.1,48757.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48763[13:MRR:48484.1,48758.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 48764[13:MRR:48481.1,48760.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48765[14:Spt:48761.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48766[14:MRR:168.1,48765.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48767[14:MRR:169.1,48765.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 48769[14:MRR:167.1,48765.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48770[14:MRR:48764.0,48766.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 48771[14:MRR:48763.0,48767.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 48772[14:MRR:48762.0,48769.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 48773[15:Spt:48770.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48774[15:MRR:90.1,48773.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48778[15:MRR:87.0,48773.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48779[15:MRR:48771.0,48774.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48785[15:MRR:60.0,48779.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48786[15:MRR:48772.0,48778.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48792[15:MRR:48785.0,48786.0] || -> . % 3.57/3.79 48793[15:Spt:48792.0,48770.0,48773.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48794[15:Spt:48792.0,48770.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48795[15:MRR:62.1,48794.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48796[15:MRR:48771.1,48795.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48797[15:MRR:88.0,48796.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48801[15:MRR:48772.0,48797.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48805[15:MRR:59.0,59.1,48794.0,48801.0] || -> . % 3.57/3.79 48807[14:Spt:48805.0,48761.0,48765.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48808[14:Spt:48805.0,48761.1,48761.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 48809[15:Spt:48808.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48810[15:MRR:84.1,48809.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 48811[15:MRR:85.1,48809.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 48814[15:MRR:83.1,48809.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 48815[15:MRR:48764.1,48810.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.79 48816[15:MRR:48763.1,48811.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.79 48817[15:MRR:48762.1,48814.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.79 48818[16:Spt:48815.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48820[16:MRR:174.1,48818.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48821[16:MRR:171.0,48818.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48822[16:MRR:48816.0,48820.0] || -> pigeon_7_in_hole_2*. % 3.57/3.79 48824[16:MRR:60.0,48822.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48829[16:MRR:48817.0,48821.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48835[16:MRR:48824.0,48829.0] || -> . % 3.57/3.79 48836[16:Spt:48835.0,48815.0,48818.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48837[16:Spt:48835.0,48815.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 48838[16:MRR:62.1,48837.0] || pigeon_7_in_hole_2* -> . % 3.57/3.79 48839[16:MRR:48816.1,48838.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48841[16:MRR:172.0,48839.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48842[16:MRR:48817.0,48841.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 48844[16:MRR:59.0,59.1,48837.0,48842.0] || -> . % 3.57/3.79 48848[15:Spt:48844.0,48808.0,48809.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 48849[15:Spt:48844.0,48808.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 48850[15:MRR:57.1,48849.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 48851[15:MRR:48763.2,48850.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 48852[15:MRR:55.1,48849.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 48853[15:MRR:48762.2,48852.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 48854[15:MRR:56.1,48849.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 48855[15:MRR:48764.2,48854.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 48859[16:Spt:48851.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48860[16:MRR:174.0,48859.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48861[16:MRR:172.0,48859.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48863[16:MRR:48855.0,48860.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48864[16:MRR:87.0,48863.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48868[16:MRR:48853.0,48861.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48872[16:MRR:48864.0,48868.0] || -> . % 3.57/3.79 48873[16:Spt:48872.0,48851.0,48859.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48874[16:Spt:48872.0,48851.1] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48875[16:MRR:90.0,48874.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48876[16:MRR:48855.1,48875.0] || -> pigeon_6_in_hole_6*. % 3.57/3.79 48877[16:MRR:171.0,48876.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48879[16:MRR:48853.0,48877.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48882[16:MRR:88.0,88.1,48874.0,48879.0] || -> . % 3.57/3.79 48883[13:Spt:48882.0,48754.0,48755.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 48884[13:Spt:48882.0,48754.1] || -> pigeon_3_in_hole_2*. % 3.57/3.79 48885[13:MRR:53.1,48884.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.79 48886[13:MRR:51.1,48884.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 48887[13:MRR:52.1,48884.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 48890[13:MRR:50.1,48884.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 48891[13:MRR:48482.3,48890.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 48892[13:MRR:48483.3,48886.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 48893[13:MRR:48484.3,48885.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 48894[13:MRR:48481.3,48887.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 48895[14:Spt:48891.0] || -> pigeon_4_in_hole_6*. % 3.57/3.79 48896[14:MRR:167.1,48895.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 48898[14:MRR:169.1,48895.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 48899[14:MRR:168.1,48895.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 48900[14:MRR:48892.0,48896.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 48901[14:MRR:48893.0,48898.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.79 48902[14:MRR:48894.0,48899.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 48903[15:Spt:48900.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 48905[15:MRR:116.1,48903.0] || pigeon_7_in_hole_4* -> . % 3.57/3.79 48907[15:MRR:115.1,48903.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 48908[15:MRR:48901.0,48905.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48909[15:MRR:90.0,48908.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48914[15:MRR:48902.0,48907.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48919[15:MRR:48909.0,48914.0] || -> . % 3.57/3.79 48920[15:Spt:48919.0,48900.0,48903.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 48921[15:Spt:48919.0,48900.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48922[15:MRR:88.1,48921.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48923[15:MRR:48901.1,48922.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 48926[15:MRR:118.0,48923.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 48927[15:MRR:48902.0,48926.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48929[15:MRR:87.0,87.1,48927.0,48921.0] || -> . % 3.57/3.79 48932[14:Spt:48929.0,48891.0,48895.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 48933[14:Spt:48929.0,48891.1,48891.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 48934[15:Spt:48933.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 48935[15:MRR:111.1,48934.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 48936[15:MRR:113.1,48934.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 48938[15:MRR:112.1,48934.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 48939[15:MRR:48892.1,48935.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.79 48940[15:MRR:48893.1,48936.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.79 48941[15:MRR:48894.1,48938.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.79 48942[16:Spt:48939.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48943[16:MRR:172.1,48942.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48944[16:MRR:171.1,48942.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48946[16:MRR:48940.0,48943.0] || -> pigeon_7_in_hole_3*. % 3.57/3.79 48951[16:MRR:90.0,48946.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48952[16:MRR:48941.0,48944.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48957[16:MRR:48951.0,48952.0] || -> . % 3.57/3.79 48958[16:Spt:48957.0,48939.0,48942.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48959[16:Spt:48957.0,48939.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 48960[16:MRR:88.1,48959.0] || pigeon_7_in_hole_3* -> . % 3.57/3.79 48961[16:MRR:48940.1,48960.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48963[16:MRR:174.0,48961.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48964[16:MRR:48941.0,48963.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 48967[16:MRR:87.0,87.1,48964.0,48959.0] || -> . % 3.57/3.79 48969[15:Spt:48967.0,48933.0,48934.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 48970[15:Spt:48967.0,48933.1] || -> pigeon_4_in_hole_3*. % 3.57/3.79 48971[15:MRR:85.1,48970.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 48972[15:MRR:48893.2,48971.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.79 48973[15:MRR:84.1,48970.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 48974[15:MRR:48894.2,48973.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.79 48975[15:MRR:83.1,48970.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 48976[15:MRR:48892.2,48975.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.79 48979[16:Spt:48972.0] || -> pigeon_7_in_hole_6*. % 3.57/3.79 48980[16:MRR:172.0,48979.0] || pigeon_5_in_hole_6* -> . % 3.57/3.79 48981[16:MRR:174.0,48979.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48983[16:MRR:48976.0,48980.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 48984[16:MRR:115.1,48983.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 48987[16:MRR:48974.0,48981.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 48990[16:MRR:48984.0,48987.0] || -> . % 3.57/3.79 48991[16:Spt:48990.0,48972.0,48979.0] || pigeon_7_in_hole_6* -> . % 3.57/3.79 48992[16:Spt:48990.0,48972.1] || -> pigeon_7_in_hole_4*. % 3.57/3.79 48993[16:MRR:116.0,48992.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 48994[16:MRR:48976.1,48993.0] || -> pigeon_5_in_hole_6*. % 3.57/3.79 48996[16:MRR:171.1,48994.0] || pigeon_6_in_hole_6* -> . % 3.57/3.79 48997[16:MRR:48974.0,48996.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 48999[16:MRR:118.0,118.1,48992.0,48997.0] || -> . % 3.57/3.79 49000[10:Spt:48999.0,48473.0,48474.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.79 49001[10:Spt:48999.0,48473.1,48473.2,48473.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.79 49002[11:Spt:49001.0] || -> pigeon_2_in_hole_6*. % 3.57/3.79 49003[11:MRR:160.1,49002.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.79 49004[11:MRR:158.1,49002.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.79 49005[11:MRR:159.1,49002.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.79 49006[11:MRR:157.1,49002.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.79 49007[11:MRR:156.1,49002.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.79 49008[11:MRR:47942.1,49003.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.79 49009[11:MRR:47944.1,49004.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 49010[11:MRR:47941.1,49005.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 49011[11:MRR:47940.1,49006.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 49012[11:MRR:47943.1,49007.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 49013[12:Spt:49008.2] || -> pigeon_7_in_hole_3*. % 3.57/3.79 49014[12:MRR:85.0,49013.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 49015[12:MRR:88.0,49013.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 49016[12:MRR:90.0,49013.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 49019[12:MRR:81.0,49013.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 49020[12:MRR:49011.2,49014.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 49021[12:MRR:49009.2,49015.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.79 49022[12:MRR:49010.2,49016.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 49023[12:MRR:49012.2,49019.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 49024[13:Spt:49020.2] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49026[13:MRR:55.1,49024.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 49027[13:MRR:56.1,49024.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 49030[13:MRR:50.0,49024.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 49031[13:MRR:49021.2,49026.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.79 49032[13:MRR:49022.2,49027.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.79 49033[13:MRR:49023.2,49030.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.79 49034[14:Spt:49031.1] || -> pigeon_5_in_hole_4*. % 3.57/3.79 49037[14:MRR:115.1,49034.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 49039[14:MRR:107.0,49034.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49040[14:MRR:49032.1,49037.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 49041[14:MRR:192.0,49040.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 49045[14:MRR:49033.1,49039.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 49049[14:MRR:49041.0,49045.0] || -> . % 3.57/3.79 49050[14:Spt:49049.0,49031.1,49034.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 49051[14:Spt:49049.0,49031.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 49052[14:MRR:199.1,49051.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 49053[14:MRR:49032.0,49052.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 49057[14:MRR:108.0,49053.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49058[14:MRR:49033.1,49057.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 49060[14:MRR:191.0,191.1,49051.0,49058.0] || -> . % 3.57/3.79 49062[13:Spt:49060.0,49020.2,49024.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 49063[13:Spt:49060.0,49020.0,49020.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.79 49064[14:Spt:49063.0] || -> pigeon_4_in_hole_7*. % 3.57/3.79 49065[14:MRR:196.1,49064.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 49066[14:MRR:190.0,49064.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 49067[14:MRR:195.1,49064.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 49069[14:MRR:49022.0,49065.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.79 49070[14:MRR:49023.0,49066.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 49071[14:MRR:49021.0,49067.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.79 49072[15:Spt:49069.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 49073[15:MRR:115.0,49072.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 49074[15:MRR:108.0,49072.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49078[15:MRR:49071.0,49073.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 49080[15:MRR:51.0,49078.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49084[15:MRR:49070.0,49074.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49089[15:MRR:49080.0,49084.0] || -> . % 3.57/3.79 49090[15:Spt:49089.0,49069.0,49072.0] || pigeon_6_in_hole_4* -> . % 3.57/3.79 49091[15:Spt:49089.0,49069.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 49092[15:MRR:59.0,49091.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 49093[15:MRR:49071.1,49092.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 49094[15:MRR:107.0,49093.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49098[15:MRR:49070.0,49094.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49101[15:MRR:52.0,52.1,49091.0,49098.0] || -> . % 3.57/3.79 49103[14:Spt:49101.0,49063.0,49064.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 49104[14:Spt:49101.0,49063.1] || -> pigeon_4_in_hole_4*. % 3.57/3.79 49105[14:MRR:112.1,49104.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 49106[14:MRR:49022.1,49105.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 49107[14:MRR:111.1,49104.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 49108[14:MRR:49021.1,49107.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.79 49109[14:MRR:106.0,49104.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49110[14:MRR:49023.1,49109.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.79 49113[15:Spt:49106.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 49114[15:MRR:199.0,49113.0] || pigeon_5_in_hole_7* -> . % 3.57/3.79 49116[15:MRR:192.0,49113.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 49117[15:MRR:49108.0,49114.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 49121[15:MRR:51.0,49117.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49123[15:MRR:49110.0,49116.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49128[15:MRR:49121.0,49123.0] || -> . % 3.57/3.79 49129[15:Spt:49128.0,49106.0,49113.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 49130[15:Spt:49128.0,49106.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 49131[15:MRR:59.0,49130.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 49132[15:MRR:49108.1,49131.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 49133[15:MRR:191.0,49132.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 49135[15:MRR:49110.0,49133.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49137[15:MRR:52.0,52.1,49130.0,49135.0] || -> . % 3.57/3.79 49140[12:Spt:49137.0,49008.2,49013.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.79 49141[12:Spt:49137.0,49008.0,49008.1,49008.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 49142[13:Spt:49141.0] || -> pigeon_7_in_hole_7*. % 3.57/3.79 49143[13:MRR:202.0,49142.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 49144[13:MRR:200.0,49142.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 49145[13:MRR:193.0,49142.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 49146[13:MRR:197.0,49142.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 49147[13:MRR:49010.0,49143.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 49148[13:MRR:49009.0,49144.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 49149[13:MRR:49012.0,49145.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 49150[13:MRR:49011.0,49146.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 49151[14:Spt:49147.0] || -> pigeon_6_in_hole_4*. % 3.57/3.79 49152[14:MRR:112.0,49151.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 49155[14:MRR:108.0,49151.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 49156[14:MRR:115.0,49151.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 49157[14:MRR:49150.0,49152.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 49158[14:MRR:49149.0,49155.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 49159[14:MRR:49148.0,49156.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 49160[15:Spt:49157.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 49162[15:MRR:83.1,49160.0] || pigeon_5_in_hole_3* -> . % 3.57/3.79 49165[15:MRR:78.0,49160.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 49166[15:MRR:49159.0,49162.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 49169[15:MRR:51.0,49166.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49173[15:MRR:49158.0,49165.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49179[15:MRR:49169.0,49173.0] || -> . % 3.57/3.79 49180[15:Spt:49179.0,49157.0,49160.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 49181[15:Spt:49179.0,49157.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49182[15:MRR:55.1,49181.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 49183[15:MRR:49159.1,49182.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 49187[15:MRR:79.0,49183.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 49188[15:MRR:49158.0,49187.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49189[15:MRR:50.0,50.1,49181.0,49188.0] || -> . % 3.57/3.79 49194[14:Spt:49189.0,49147.0,49151.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 49195[14:Spt:49189.0,49147.1,49147.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 49196[15:Spt:49195.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 49197[15:MRR:84.0,49196.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 49198[15:MRR:87.0,49196.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 49201[15:MRR:80.0,49196.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 49202[15:MRR:49150.1,49197.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.79 49203[15:MRR:49148.1,49198.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.79 49204[15:MRR:49149.1,49201.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.79 49205[16:Spt:49202.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 49206[16:MRR:111.1,49205.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 49207[16:MRR:106.0,49205.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49210[16:MRR:49203.0,49206.0] || -> pigeon_5_in_hole_2*. % 3.57/3.79 49214[16:MRR:51.0,49210.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49217[16:MRR:49204.0,49207.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49223[16:MRR:49214.0,49217.0] || -> . % 3.57/3.79 49224[16:Spt:49223.0,49202.0,49205.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 49225[16:Spt:49223.0,49202.1] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49226[16:MRR:55.1,49225.0] || pigeon_5_in_hole_2* -> . % 3.57/3.79 49227[16:MRR:49203.1,49226.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 49230[16:MRR:107.0,49227.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49231[16:MRR:49204.0,49230.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49236[16:MRR:50.0,50.1,49225.0,49231.0] || -> . % 3.57/3.79 49237[15:Spt:49236.0,49195.0,49196.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 49238[15:Spt:49236.0,49195.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 49239[15:MRR:59.0,49238.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 49240[15:MRR:49148.2,49239.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 49241[15:MRR:52.0,49238.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49242[15:MRR:49149.2,49241.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 49243[15:MRR:56.0,49238.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 49244[15:MRR:49150.2,49243.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 49248[16:Spt:49240.0] || -> pigeon_5_in_hole_4*. % 3.57/3.79 49249[16:MRR:111.0,49248.0] || pigeon_4_in_hole_4* -> . % 3.57/3.79 49250[16:MRR:107.0,49248.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49253[16:MRR:49244.0,49249.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 49254[16:MRR:78.0,49253.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 49258[16:MRR:49242.0,49250.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 49262[16:MRR:49254.0,49258.0] || -> . % 3.57/3.79 49263[16:Spt:49262.0,49240.0,49248.0] || pigeon_5_in_hole_4* -> . % 3.57/3.79 49264[16:Spt:49262.0,49240.1] || -> pigeon_5_in_hole_3*. % 3.57/3.79 49265[16:MRR:83.0,49264.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 49266[16:MRR:49244.1,49265.0] || -> pigeon_4_in_hole_4*. % 3.57/3.79 49269[16:MRR:106.0,49266.0] || pigeon_3_in_hole_4* -> . % 3.57/3.79 49270[16:MRR:49242.0,49269.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 49273[16:MRR:79.0,79.1,49264.0,49270.0] || -> . % 3.57/3.79 49274[13:Spt:49273.0,49141.0,49142.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.79 49275[13:Spt:49273.0,49141.1,49141.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.79 49276[14:Spt:49275.0] || -> pigeon_7_in_hole_4*. % 3.57/3.79 49277[14:MRR:116.0,49276.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.79 49278[14:MRR:113.0,49276.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.79 49279[14:MRR:109.0,49276.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.79 49281[14:MRR:118.0,49276.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.79 49282[14:MRR:49009.1,49277.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 49283[14:MRR:49011.1,49278.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 49284[14:MRR:49012.1,49279.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 49285[14:MRR:49010.1,49281.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 49286[15:Spt:49282.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 49287[15:MRR:199.1,49286.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.79 49288[15:MRR:191.0,49286.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 49289[15:MRR:195.0,49286.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 49290[15:MRR:49285.0,49287.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.79 49291[15:MRR:49284.0,49288.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.79 49292[15:MRR:49283.0,49289.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.57/3.79 49293[16:Spt:49290.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 49294[16:MRR:80.0,49293.0] || pigeon_3_in_hole_3* -> . % 3.57/3.79 49298[16:MRR:84.0,49293.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 49299[16:MRR:49291.0,49294.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49305[16:MRR:50.1,49299.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 49306[16:MRR:49292.0,49298.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49312[16:MRR:49305.0,49306.0] || -> . % 3.57/3.79 49313[16:Spt:49312.0,49290.0,49293.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 49314[16:Spt:49312.0,49290.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 49315[16:MRR:52.0,49314.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49316[16:MRR:49291.1,49315.0] || -> pigeon_3_in_hole_3*. % 3.57/3.79 49317[16:MRR:78.1,49316.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 49321[16:MRR:49292.0,49317.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49325[16:MRR:56.0,56.1,49314.0,49321.0] || -> . % 3.57/3.79 49327[15:Spt:49325.0,49282.0,49286.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.79 49328[15:Spt:49325.0,49282.1,49282.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.79 49329[16:Spt:49328.0] || -> pigeon_5_in_hole_3*. % 3.57/3.79 49330[16:MRR:87.1,49329.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.79 49331[16:MRR:79.0,49329.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.79 49334[16:MRR:83.0,49329.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.79 49335[16:MRR:49285.1,49330.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.79 49336[16:MRR:49284.1,49331.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.57/3.79 49337[16:MRR:49283.1,49334.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.57/3.79 49338[17:Spt:49335.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 49339[17:MRR:192.0,49338.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 49340[17:MRR:196.0,49338.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 49341[17:MRR:49336.0,49339.0] || -> pigeon_3_in_hole_2*. % 3.57/3.79 49343[17:MRR:50.1,49341.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 49348[17:MRR:49337.0,49340.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49354[17:MRR:49343.0,49348.0] || -> . % 3.57/3.79 49355[17:Spt:49354.0,49335.0,49338.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 49356[17:Spt:49354.0,49335.1] || -> pigeon_6_in_hole_2*. % 3.57/3.79 49357[17:MRR:52.0,49356.0] || pigeon_3_in_hole_2* -> . % 3.57/3.79 49358[17:MRR:49336.1,49357.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 49359[17:MRR:190.1,49358.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 49360[17:MRR:49337.0,49359.0] || -> pigeon_4_in_hole_2*. % 3.57/3.79 49362[17:MRR:56.0,56.1,49356.0,49360.0] || -> . % 3.57/3.79 49366[16:Spt:49362.0,49328.0,49329.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.79 49367[16:Spt:49362.0,49328.1] || -> pigeon_5_in_hole_2*. % 3.57/3.79 49368[16:MRR:51.0,49367.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 49369[16:MRR:49284.2,49368.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.79 49370[16:MRR:55.0,49367.0] || pigeon_4_in_hole_2* -> . % 3.57/3.79 49371[16:MRR:49283.2,49370.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.79 49372[16:MRR:59.1,49367.0] || pigeon_6_in_hole_2* -> . % 3.57/3.79 49373[16:MRR:49285.2,49372.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.79 49377[17:Spt:49369.0] || -> pigeon_3_in_hole_7*. % 3.57/3.79 49378[17:MRR:192.1,49377.0] || pigeon_6_in_hole_7* -> . % 3.57/3.79 49379[17:MRR:190.1,49377.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 49380[17:MRR:49373.0,49378.0] || -> pigeon_6_in_hole_3*. % 3.57/3.79 49381[17:MRR:84.0,49380.0] || pigeon_4_in_hole_3* -> . % 3.57/3.79 49385[17:MRR:49371.0,49379.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 49389[17:MRR:49381.0,49385.0] || -> . % 3.57/3.79 49390[17:Spt:49389.0,49369.0,49377.0] || pigeon_3_in_hole_7* -> . % 3.57/3.79 49391[17:Spt:49389.0,49369.1] || -> pigeon_3_in_hole_3*. % 3.57/3.79 49392[17:MRR:80.1,49391.0] || pigeon_6_in_hole_3* -> . % 3.57/3.79 49393[17:MRR:49373.1,49392.0] || -> pigeon_6_in_hole_7*. % 3.57/3.79 49394[17:MRR:196.0,49393.0] || pigeon_4_in_hole_7* -> . % 3.57/3.79 49395[17:MRR:49371.0,49394.0] || -> pigeon_4_in_hole_3*. % 3.57/3.79 49398[17:MRR:78.0,78.1,49395.0,49391.0] || -> . % 3.57/3.79 49399[14:Spt:49398.0,49275.0,49276.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.79 49400[14:Spt:49398.0,49275.1] || -> pigeon_7_in_hole_2*. % 3.57/3.79 49401[14:MRR:53.0,49400.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.79 49402[14:MRR:57.0,49400.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.79 49403[14:MRR:62.0,49400.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.79 49406[14:MRR:60.0,49400.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.79 49407[14:MRR:49009.3,49406.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.79 49408[14:MRR:49011.3,49402.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.79 49409[14:MRR:49012.3,49401.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.79 49410[14:MRR:49010.3,49403.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.79 49411[15:Spt:49407.0] || -> pigeon_5_in_hole_7*. % 3.57/3.79 49412[15:MRR:195.0,49411.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.79 49413[15:MRR:191.0,49411.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.79 49414[15:MRR:199.1,49411.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 49415[15:MRR:49408.0,49412.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 49416[15:MRR:49409.0,49413.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.80 49417[15:MRR:49410.0,49414.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 49418[16:Spt:49415.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49420[16:MRR:106.0,49418.0] || pigeon_3_in_hole_4* -> . % 3.57/3.80 49422[16:MRR:112.1,49418.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 49423[16:MRR:49416.0,49420.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 49424[16:MRR:80.1,49423.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 49429[16:MRR:49417.0,49422.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 49434[16:MRR:49424.0,49429.0] || -> . % 3.57/3.80 49435[16:Spt:49434.0,49415.0,49418.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49436[16:Spt:49434.0,49415.1] || -> pigeon_4_in_hole_3*. % 3.57/3.80 49437[16:MRR:78.0,49436.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 49438[16:MRR:49416.1,49437.0] || -> pigeon_3_in_hole_4*. % 3.57/3.80 49441[16:MRR:108.1,49438.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 49442[16:MRR:49417.0,49441.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 49444[16:MRR:84.0,84.1,49442.0,49436.0] || -> . % 3.57/3.80 49447[15:Spt:49444.0,49407.0,49411.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 49448[15:Spt:49444.0,49407.1,49407.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 49449[16:Spt:49448.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49450[16:MRR:111.0,49449.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 49451[16:MRR:107.0,49449.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.80 49453[16:MRR:115.1,49449.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49454[16:MRR:49408.1,49450.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.80 49455[16:MRR:49409.1,49451.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.57/3.80 49456[16:MRR:49410.1,49453.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.80 49457[17:Spt:49454.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 49458[17:MRR:190.0,49457.0] || pigeon_3_in_hole_7* -> . % 3.57/3.80 49459[17:MRR:196.1,49457.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49460[17:MRR:49455.0,49458.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 49465[17:MRR:80.1,49460.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 49466[17:MRR:49456.0,49459.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 49471[17:MRR:49465.0,49466.0] || -> . % 3.57/3.80 49472[17:Spt:49471.0,49454.0,49457.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 49473[17:Spt:49471.0,49454.1] || -> pigeon_4_in_hole_3*. % 3.57/3.80 49474[17:MRR:78.0,49473.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 49475[17:MRR:49455.1,49474.0] || -> pigeon_3_in_hole_7*. % 3.57/3.80 49476[17:MRR:192.1,49475.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49477[17:MRR:49456.0,49476.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 49480[17:MRR:84.0,84.1,49477.0,49473.0] || -> . % 3.57/3.80 49482[16:Spt:49480.0,49448.0,49449.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 49483[16:Spt:49480.0,49448.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 49484[16:MRR:79.0,49483.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 49485[16:MRR:49409.2,49484.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.57/3.80 49486[16:MRR:87.1,49483.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 49487[16:MRR:49410.2,49486.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.80 49488[16:MRR:83.0,49483.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 49489[16:MRR:49408.2,49488.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.80 49492[17:Spt:49485.0] || -> pigeon_3_in_hole_7*. % 3.57/3.80 49493[17:MRR:190.1,49492.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 49494[17:MRR:192.1,49492.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49495[17:MRR:49489.0,49493.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49496[17:MRR:112.1,49495.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 49499[17:MRR:49487.0,49494.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49502[17:MRR:49496.0,49499.0] || -> . % 3.57/3.80 49503[17:Spt:49502.0,49485.0,49492.0] || pigeon_3_in_hole_7* -> . % 3.57/3.80 49504[17:Spt:49502.0,49485.1] || -> pigeon_3_in_hole_4*. % 3.57/3.80 49505[17:MRR:106.1,49504.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49506[17:MRR:49489.1,49505.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 49507[17:MRR:196.1,49506.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49508[17:MRR:49487.0,49507.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49510[17:MRR:108.0,108.1,49508.0,49504.0] || -> . % 3.57/3.80 49511[11:Spt:49510.0,49001.0,49002.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 49512[11:Spt:49510.0,49001.1,49001.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.80 49513[12:Spt:49512.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 49514[12:MRR:72.1,49513.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 49515[12:MRR:75.1,49513.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 49516[12:MRR:73.1,49513.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.80 49517[12:MRR:74.1,49513.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 49519[12:MRR:76.1,49513.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.80 49520[12:MRR:47943.3,49514.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.57/3.80 49521[12:MRR:47941.3,49515.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.80 49522[12:MRR:47940.3,49516.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.80 49523[12:MRR:47944.3,49517.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.80 49524[12:MRR:47942.3,49519.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.80 49525[13:Spt:49520.3] || -> pigeon_3_in_hole_2*. % 3.57/3.80 49526[13:MRR:53.1,49525.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 49527[13:MRR:51.1,49525.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 49528[13:MRR:52.1,49525.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 49531[13:MRR:50.1,49525.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.80 49532[13:MRR:49524.3,49526.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.80 49533[13:MRR:49523.3,49527.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.80 49534[13:MRR:49521.3,49528.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.80 49535[13:MRR:49522.3,49531.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 49536[14:Spt:49532.2] || -> pigeon_7_in_hole_4*. % 3.57/3.80 49537[14:MRR:118.0,49536.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49540[14:MRR:113.0,49536.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 49541[14:MRR:116.0,49536.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 49542[14:MRR:49534.2,49537.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 49543[14:MRR:49535.2,49540.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.80 49544[14:MRR:49533.2,49541.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 49545[15:Spt:49542.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 49547[15:MRR:196.0,49545.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 49548[15:MRR:199.0,49545.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49550[15:MRR:49543.0,49547.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 49552[15:MRR:167.1,49550.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49555[15:MRR:49544.0,49548.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 49559[15:MRR:49552.0,49555.0] || -> . % 3.57/3.80 49560[15:Spt:49559.0,49542.0,49545.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49561[15:Spt:49559.0,49542.1] || -> pigeon_6_in_hole_6*. % 3.57/3.80 49562[15:MRR:168.0,49561.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 49563[15:MRR:49543.1,49562.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 49565[15:MRR:195.1,49563.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49567[15:MRR:49544.0,49565.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 49569[15:MRR:171.0,171.1,49561.0,49567.0] || -> . % 3.57/3.80 49571[14:Spt:49569.0,49532.2,49536.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 49572[14:Spt:49569.0,49532.0,49532.1] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 49573[15:Spt:49572.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 49574[15:MRR:202.0,49573.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 49575[15:MRR:197.0,49573.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 49577[15:MRR:200.0,49573.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 49578[15:MRR:49534.0,49574.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.80 49579[15:MRR:49535.0,49575.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 49580[15:MRR:49533.0,49577.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.80 49581[16:Spt:49578.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 49582[16:MRR:168.0,49581.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 49583[16:MRR:171.0,49581.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49586[16:MRR:49579.0,49582.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49590[16:MRR:111.1,49586.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 49591[16:MRR:49580.0,49583.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49595[16:MRR:49590.0,49591.0] || -> . % 3.57/3.80 49596[16:Spt:49595.0,49578.0,49581.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 49597[16:Spt:49595.0,49578.1] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49598[16:MRR:112.0,49597.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49599[16:MRR:49579.1,49598.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 49601[16:MRR:167.1,49599.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49603[16:MRR:49580.0,49601.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49606[16:MRR:115.0,115.1,49597.0,49603.0] || -> . % 3.57/3.80 49607[15:Spt:49606.0,49572.0,49573.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 49608[15:Spt:49606.0,49572.1] || -> pigeon_7_in_hole_6*. % 3.57/3.80 49609[15:MRR:174.0,49608.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 49610[15:MRR:49534.1,49609.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.80 49611[15:MRR:169.0,49608.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 49612[15:MRR:49535.1,49611.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.80 49613[15:MRR:172.0,49608.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49614[15:MRR:49533.1,49613.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.80 49616[16:Spt:49610.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 49617[16:MRR:199.0,49616.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49618[16:MRR:196.0,49616.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 49620[16:MRR:49614.0,49617.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49621[16:MRR:111.0,49620.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49625[16:MRR:49612.0,49618.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49629[16:MRR:49621.0,49625.0] || -> . % 3.57/3.80 49630[16:Spt:49629.0,49610.0,49616.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49631[16:Spt:49629.0,49610.1] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49632[16:MRR:115.0,49631.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 49633[16:MRR:49614.1,49632.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 49634[16:MRR:195.0,49633.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 49636[16:MRR:49612.0,49634.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49639[16:MRR:112.0,112.1,49631.0,49636.0] || -> . % 3.57/3.80 49640[13:Spt:49639.0,49520.3,49525.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 49641[13:Spt:49639.0,49520.0,49520.1,49520.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.80 49642[14:Spt:49641.0] || -> pigeon_3_in_hole_7*. % 3.57/3.80 49643[14:MRR:192.1,49642.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 49644[14:MRR:191.1,49642.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 49645[14:MRR:190.1,49642.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 49646[14:MRR:193.1,49642.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 49647[14:MRR:49521.0,49643.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.80 49648[14:MRR:49523.0,49644.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.80 49649[14:MRR:49522.0,49645.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.80 49650[14:MRR:49524.0,49646.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.80 49651[15:Spt:49647.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 49652[15:MRR:174.1,49651.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 49654[15:MRR:171.0,49651.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 49655[15:MRR:168.0,49651.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 49656[15:MRR:49650.0,49652.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.80 49657[15:MRR:49648.0,49654.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.80 49658[15:MRR:49649.0,49655.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.80 49659[16:Spt:49656.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 49660[16:MRR:116.0,49659.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 49661[16:MRR:113.0,49659.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49665[16:MRR:49657.0,49660.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49667[16:MRR:55.0,49665.0] || pigeon_4_in_hole_2* -> . % 3.57/3.80 49671[16:MRR:49658.0,49661.0] || -> pigeon_4_in_hole_2*. % 3.57/3.80 49676[16:MRR:49667.0,49671.0] || -> . % 3.57/3.80 49677[16:Spt:49676.0,49656.0,49659.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 49678[16:Spt:49676.0,49656.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49679[16:MRR:60.0,49678.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49680[16:MRR:49657.1,49679.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49684[16:MRR:111.0,49680.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 49685[16:MRR:49658.0,49684.0] || -> pigeon_4_in_hole_2*. % 3.57/3.80 49689[16:MRR:57.0,57.1,49678.0,49685.0] || -> . % 3.57/3.80 49690[15:Spt:49689.0,49647.0,49651.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 49691[15:Spt:49689.0,49647.1,49647.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.80 49692[16:Spt:49691.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49693[16:MRR:118.1,49692.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 49694[16:MRR:115.0,49692.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 49695[16:MRR:112.0,49692.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 49698[16:MRR:49650.1,49693.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 49699[16:MRR:49648.1,49694.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 49700[16:MRR:49649.1,49695.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.80 49701[17:Spt:49698.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 49702[17:MRR:169.0,49701.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 49703[17:MRR:172.0,49701.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49705[17:MRR:49700.0,49702.0] || -> pigeon_4_in_hole_2*. % 3.57/3.80 49706[17:MRR:55.1,49705.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49711[17:MRR:49699.0,49703.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49716[17:MRR:49706.0,49711.0] || -> . % 3.57/3.80 49717[17:Spt:49716.0,49698.0,49701.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 49718[17:Spt:49716.0,49698.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49719[17:MRR:57.0,49718.0] || pigeon_4_in_hole_2* -> . % 3.57/3.80 49720[17:MRR:49700.1,49719.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 49722[17:MRR:167.1,49720.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49723[17:MRR:49699.0,49722.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49727[17:MRR:60.0,60.1,49718.0,49723.0] || -> . % 3.57/3.80 49728[16:Spt:49727.0,49691.0,49692.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49729[16:Spt:49727.0,49691.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49730[16:MRR:56.0,49729.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.80 49731[16:MRR:49649.2,49730.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 49732[16:MRR:59.0,49729.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49733[16:MRR:49648.2,49732.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.80 49736[16:MRR:62.1,49729.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 49737[16:MRR:49650.2,49736.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.80 49738[17:Spt:49731.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 49739[17:MRR:169.1,49738.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 49740[17:MRR:167.1,49738.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49742[17:MRR:49737.0,49739.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 49746[17:MRR:116.0,49742.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 49747[17:MRR:49733.0,49740.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49751[17:MRR:49746.0,49747.0] || -> . % 3.57/3.80 49752[17:Spt:49751.0,49731.0,49738.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 49753[17:Spt:49751.0,49731.1] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49754[17:MRR:113.1,49753.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 49755[17:MRR:49737.1,49754.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 49757[17:MRR:172.0,49755.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49758[17:MRR:49733.0,49757.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49761[17:MRR:111.0,111.1,49758.0,49753.0] || -> . % 3.57/3.80 49762[14:Spt:49761.0,49641.0,49642.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.80 49763[14:Spt:49761.0,49641.1,49641.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.57/3.80 49764[15:Spt:49763.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 49765[15:MRR:162.1,49764.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 49766[15:MRR:165.1,49764.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 49767[15:MRR:163.1,49764.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 49768[15:MRR:164.1,49764.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 49769[15:MRR:49522.1,49765.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.80 49770[15:MRR:49524.1,49766.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.80 49771[15:MRR:49523.1,49767.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.80 49772[15:MRR:49521.1,49768.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.80 49773[16:Spt:49769.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 49774[16:MRR:196.1,49773.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 49775[16:MRR:195.1,49773.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 49776[16:MRR:197.1,49773.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 49777[16:MRR:49772.0,49774.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.57/3.80 49778[16:MRR:49771.0,49775.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.57/3.80 49779[16:MRR:49770.0,49776.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.57/3.80 49780[17:Spt:49777.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49784[17:MRR:115.0,49780.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 49785[17:MRR:118.1,49780.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 49786[17:MRR:49778.0,49784.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49791[17:MRR:60.1,49786.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 49792[17:MRR:49779.0,49785.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49797[17:MRR:49791.0,49792.0] || -> . % 3.57/3.80 49798[17:Spt:49797.0,49777.0,49780.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 49799[17:Spt:49797.0,49777.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49800[17:MRR:59.0,49799.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49801[17:MRR:49778.1,49800.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49805[17:MRR:116.1,49801.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 49806[17:MRR:49779.0,49805.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49807[17:MRR:62.0,62.1,49806.0,49799.0] || -> . % 3.57/3.80 49811[16:Spt:49807.0,49769.0,49773.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 49812[16:Spt:49807.0,49769.1,49769.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.57/3.80 49813[17:Spt:49812.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 49814[17:MRR:112.1,49813.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49815[17:MRR:111.1,49813.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 49818[17:MRR:113.1,49813.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 49819[17:MRR:49772.1,49814.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 49820[17:MRR:49771.1,49815.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 49821[17:MRR:49770.1,49818.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 49822[18:Spt:49819.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 49823[18:MRR:199.0,49822.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49824[18:MRR:202.1,49822.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49825[18:MRR:49820.0,49823.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49827[18:MRR:60.1,49825.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 49831[18:MRR:49821.0,49824.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49836[18:MRR:49827.0,49831.0] || -> . % 3.57/3.80 49837[18:Spt:49836.0,49819.0,49822.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49838[18:Spt:49836.0,49819.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49839[18:MRR:59.0,49838.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49840[18:MRR:49820.1,49839.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 49841[18:MRR:200.1,49840.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49842[18:MRR:49821.0,49841.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49846[18:MRR:62.0,62.1,49842.0,49838.0] || -> . % 3.57/3.80 49847[17:Spt:49846.0,49812.0,49813.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 49848[17:Spt:49846.0,49812.1] || -> pigeon_4_in_hole_2*. % 3.57/3.80 49849[17:MRR:55.1,49848.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 49850[17:MRR:49771.2,49849.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.80 49851[17:MRR:57.1,49848.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 49852[17:MRR:49770.2,49851.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.57/3.80 49853[17:MRR:56.1,49848.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 49854[17:MRR:49772.2,49853.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.80 49857[18:Spt:49850.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 49858[18:MRR:199.1,49857.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49859[18:MRR:200.1,49857.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49860[18:MRR:49854.0,49858.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 49861[18:MRR:118.1,49860.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 49865[18:MRR:49852.0,49859.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 49869[18:MRR:49861.0,49865.0] || -> . % 3.57/3.80 49870[18:Spt:49869.0,49850.0,49857.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49871[18:Spt:49869.0,49850.1] || -> pigeon_5_in_hole_4*. % 3.57/3.80 49872[18:MRR:115.1,49871.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 49873[18:MRR:49854.1,49872.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 49874[18:MRR:202.1,49873.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49875[18:MRR:49852.0,49874.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 49878[18:MRR:116.0,116.1,49875.0,49871.0] || -> . % 3.57/3.80 49879[15:Spt:49878.0,49763.0,49764.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 49880[15:Spt:49878.0,49763.1] || -> pigeon_3_in_hole_4*. % 3.57/3.80 49881[15:MRR:108.1,49880.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49882[15:MRR:109.1,49880.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 49883[15:MRR:107.1,49880.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 49885[15:MRR:106.1,49880.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 49886[15:MRR:49522.2,49885.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.80 49887[15:MRR:49524.2,49882.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 49888[15:MRR:49523.2,49883.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 49889[15:MRR:49521.2,49881.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 49890[16:Spt:49886.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 49891[16:MRR:197.1,49890.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 49892[16:MRR:195.1,49890.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 49893[16:MRR:196.1,49890.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 49894[16:MRR:49887.0,49891.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 49895[16:MRR:49888.0,49892.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 49896[16:MRR:49889.0,49893.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 49897[17:Spt:49894.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 49899[17:MRR:172.0,49897.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 49900[17:MRR:174.0,49897.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 49901[17:MRR:49895.0,49899.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49903[17:MRR:59.1,49901.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 49907[17:MRR:49896.0,49900.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49912[17:MRR:49903.0,49907.0] || -> . % 3.57/3.80 49913[17:Spt:49912.0,49894.0,49897.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 49914[17:Spt:49912.0,49894.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49915[17:MRR:60.0,49914.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49916[17:MRR:49895.1,49915.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 49918[17:MRR:171.1,49916.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 49919[17:MRR:49896.0,49918.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49923[17:MRR:62.0,62.1,49914.0,49919.0] || -> . % 3.57/3.80 49924[16:Spt:49923.0,49886.0,49890.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 49925[16:Spt:49923.0,49886.1,49886.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.57/3.80 49926[17:Spt:49925.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 49927[17:MRR:169.1,49926.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 49928[17:MRR:167.1,49926.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 49929[17:MRR:168.1,49926.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 49930[17:MRR:49887.1,49927.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 49931[17:MRR:49888.1,49928.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 49932[17:MRR:49889.1,49929.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 49933[18:Spt:49930.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 49934[18:MRR:200.0,49933.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49935[18:MRR:202.0,49933.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49936[18:MRR:49931.0,49934.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 49940[18:MRR:59.1,49936.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 49942[18:MRR:49932.0,49935.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49947[18:MRR:49940.0,49942.0] || -> . % 3.57/3.80 49948[18:Spt:49947.0,49930.0,49933.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49949[18:Spt:49947.0,49930.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 49950[18:MRR:60.0,49949.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 49951[18:MRR:49931.1,49950.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 49952[18:MRR:199.1,49951.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49953[18:MRR:49932.0,49952.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 49954[18:MRR:62.0,62.1,49949.0,49953.0] || -> . % 3.57/3.80 49958[17:Spt:49954.0,49925.0,49926.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 49959[17:Spt:49954.0,49925.1] || -> pigeon_4_in_hole_2*. % 3.57/3.80 49960[17:MRR:55.1,49959.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 49961[17:MRR:49888.2,49960.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 49962[17:MRR:56.1,49959.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 49963[17:MRR:49889.2,49962.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 49964[17:MRR:57.1,49959.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 49965[17:MRR:49887.2,49964.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 49968[18:Spt:49961.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 49969[18:MRR:200.1,49968.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 49970[18:MRR:199.1,49968.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49971[18:MRR:49965.0,49969.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 49972[18:MRR:174.0,49971.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 49974[18:MRR:49963.0,49970.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 49976[18:MRR:49972.0,49974.0] || -> . % 3.57/3.80 49977[18:Spt:49976.0,49961.0,49968.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 49978[18:Spt:49976.0,49961.1] || -> pigeon_5_in_hole_6*. % 3.57/3.80 49979[18:MRR:172.1,49978.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 49980[18:MRR:49965.1,49979.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 49981[18:MRR:202.0,49980.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 49982[18:MRR:49963.0,49981.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 49983[18:MRR:171.0,171.1,49982.0,49978.0] || -> . % 3.57/3.80 49984[12:Spt:49983.0,49512.0,49513.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 49985[12:Spt:49983.0,49512.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 49986[12:MRR:46.1,49985.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 49987[12:MRR:47.1,49985.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 49988[12:MRR:48.1,49985.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 49989[12:MRR:45.1,49985.0] || pigeon_4_in_hole_2*+ -> . % 3.57/3.80 49991[12:MRR:44.1,49985.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 49992[12:MRR:47943.4,49991.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.57/3.80 49993[12:MRR:47941.4,49987.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 49994[12:MRR:47940.4,49989.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 49995[12:MRR:47944.4,49986.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 49996[12:MRR:47942.4,49988.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.80 49997[13:Spt:49992.2] || -> pigeon_3_in_hole_4*. % 3.57/3.80 49998[13:MRR:108.1,49997.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 49999[13:MRR:109.1,49997.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 50000[13:MRR:107.1,49997.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 50002[13:MRR:106.1,49997.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 50003[13:MRR:49993.2,49998.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.80 50004[13:MRR:49996.2,49999.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.80 50005[13:MRR:49995.2,50000.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.80 50006[13:MRR:49994.2,50002.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.80 50007[14:Spt:50003.2] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50009[14:MRR:87.0,50007.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 50011[14:MRR:84.0,50007.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.80 50012[14:MRR:90.1,50007.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.80 50013[14:MRR:50005.2,50009.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 50014[14:MRR:50006.2,50011.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.80 50015[14:MRR:50004.2,50012.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 50016[15:Spt:50013.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50018[15:MRR:200.1,50016.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50019[15:MRR:195.0,50016.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50021[15:MRR:50015.0,50018.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50024[15:MRR:169.0,50021.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50026[15:MRR:50014.0,50019.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 50030[15:MRR:50024.0,50026.0] || -> . % 3.57/3.80 50031[15:Spt:50030.0,50013.0,50016.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50032[15:Spt:50030.0,50013.1] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50033[15:MRR:172.1,50032.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50034[15:MRR:50015.1,50033.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50036[15:MRR:197.0,50034.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50038[15:MRR:50014.0,50036.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 50040[15:MRR:167.0,167.1,50032.0,50038.0] || -> . % 3.57/3.80 50042[14:Spt:50040.0,50003.2,50007.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 50043[14:Spt:50040.0,50003.0,50003.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 50044[15:Spt:50043.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50045[15:MRR:199.0,50044.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50046[15:MRR:202.1,50044.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50047[15:MRR:196.0,50044.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 50049[15:MRR:50005.0,50045.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.80 50050[15:MRR:50004.0,50046.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.80 50051[15:MRR:50006.0,50047.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.80 50052[16:Spt:50049.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50053[16:MRR:172.1,50052.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50054[16:MRR:167.0,50052.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50057[16:MRR:50050.0,50053.0] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50061[16:MRR:85.0,50057.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50062[16:MRR:50051.0,50054.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50066[16:MRR:50061.0,50062.0] || -> . % 3.57/3.80 50067[16:Spt:50066.0,50049.0,50052.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50068[16:Spt:50066.0,50049.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 50069[16:MRR:88.1,50068.0] || pigeon_7_in_hole_3* -> . % 3.57/3.80 50070[16:MRR:50050.1,50069.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50072[16:MRR:169.0,50070.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50074[16:MRR:50051.0,50072.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50076[16:MRR:83.0,83.1,50068.0,50074.0] || -> . % 3.57/3.80 50078[15:Spt:50076.0,50043.0,50044.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50079[15:Spt:50076.0,50043.1] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50080[15:MRR:171.0,50079.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50081[15:MRR:50005.1,50080.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.80 50082[15:MRR:174.1,50079.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50083[15:MRR:50004.1,50082.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.80 50084[15:MRR:168.0,50079.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50085[15:MRR:50006.1,50084.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.80 50087[16:Spt:50081.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50089[16:MRR:195.0,50087.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50090[16:MRR:200.1,50087.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50091[16:MRR:50085.0,50089.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50092[16:MRR:85.1,50091.0] || pigeon_7_in_hole_3* -> . % 3.57/3.80 50096[16:MRR:50083.0,50090.0] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50100[16:MRR:50092.0,50096.0] || -> . % 3.57/3.80 50101[16:Spt:50100.0,50081.0,50087.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50102[16:Spt:50100.0,50081.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 50103[16:MRR:83.0,50102.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50104[16:MRR:50085.1,50103.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 50106[16:MRR:197.1,50104.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50107[16:MRR:50083.0,50106.0] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50110[16:MRR:88.0,88.1,50107.0,50102.0] || -> . % 3.57/3.80 50111[13:Spt:50110.0,49992.2,49997.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.80 50112[13:Spt:50110.0,49992.0,49992.1,49992.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.80 50113[14:Spt:50112.0] || -> pigeon_3_in_hole_7*. % 3.57/3.80 50114[14:MRR:191.1,50113.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50115[14:MRR:190.1,50113.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 50116[14:MRR:193.1,50113.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50117[14:MRR:192.1,50113.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50118[14:MRR:49995.0,50114.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 50119[14:MRR:49994.0,50115.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 50120[14:MRR:49996.0,50116.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.80 50121[14:MRR:49993.0,50117.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 50122[15:Spt:50118.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50123[15:MRR:171.1,50122.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50125[15:MRR:167.0,50122.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 50126[15:MRR:172.1,50122.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50127[15:MRR:50121.0,50123.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 50128[15:MRR:50119.0,50125.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 50129[15:MRR:50120.0,50126.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.80 50130[16:Spt:50127.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50133[16:MRR:118.1,50130.0] || pigeon_7_in_hole_4* -> . % 3.57/3.80 50134[16:MRR:112.0,50130.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50135[16:MRR:50129.0,50133.0] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50136[16:MRR:85.0,50135.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50141[16:MRR:50128.0,50134.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50146[16:MRR:50136.0,50141.0] || -> . % 3.57/3.80 50147[16:Spt:50146.0,50127.0,50130.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50148[16:Spt:50146.0,50127.1] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50149[16:MRR:90.1,50148.0] || pigeon_7_in_hole_3* -> . % 3.57/3.80 50150[16:MRR:50129.1,50149.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 50153[16:MRR:113.0,50150.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50154[16:MRR:50128.0,50153.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50155[16:MRR:84.0,84.1,50148.0,50154.0] || -> . % 3.57/3.80 50159[15:Spt:50155.0,50118.0,50122.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50160[15:Spt:50155.0,50118.1,50118.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 50161[16:Spt:50160.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50162[16:MRR:115.1,50161.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 50163[16:MRR:116.1,50161.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 50165[16:MRR:111.0,50161.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 50166[16:MRR:50121.1,50162.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.80 50167[16:MRR:50120.1,50163.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.57/3.80 50168[16:MRR:50119.1,50165.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.57/3.80 50169[17:Spt:50166.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50170[17:MRR:174.1,50169.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50171[17:MRR:168.0,50169.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50173[17:MRR:50167.0,50170.0] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50178[17:MRR:85.0,50173.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50179[17:MRR:50168.0,50171.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50184[17:MRR:50178.0,50179.0] || -> . % 3.57/3.80 50185[17:Spt:50184.0,50166.0,50169.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50186[17:Spt:50184.0,50166.1] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50187[17:MRR:90.1,50186.0] || pigeon_7_in_hole_3* -> . % 3.57/3.80 50188[17:MRR:50167.1,50187.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50190[17:MRR:169.0,50188.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50191[17:MRR:50168.0,50190.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50195[17:MRR:84.0,84.1,50186.0,50191.0] || -> . % 3.57/3.80 50196[16:Spt:50195.0,50160.0,50161.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 50197[16:Spt:50195.0,50160.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 50198[16:MRR:88.1,50197.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.80 50199[16:MRR:50120.2,50198.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.80 50200[16:MRR:83.0,50197.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50201[16:MRR:50119.2,50200.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 50202[16:MRR:87.1,50197.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 50203[16:MRR:50121.2,50202.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.80 50206[17:Spt:50199.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50207[17:MRR:174.0,50206.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50208[17:MRR:169.0,50206.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50210[17:MRR:50203.0,50207.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50211[17:MRR:112.0,50210.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50214[17:MRR:50201.0,50208.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50217[17:MRR:50211.0,50214.0] || -> . % 3.57/3.80 50218[17:Spt:50217.0,50199.0,50206.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50219[17:Spt:50217.0,50199.1] || -> pigeon_7_in_hole_4*. % 3.57/3.80 50220[17:MRR:118.0,50219.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50221[17:MRR:50203.1,50220.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50223[17:MRR:168.0,50221.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50224[17:MRR:50201.0,50223.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50226[17:MRR:113.0,113.1,50219.0,50224.0] || -> . % 3.57/3.80 50227[14:Spt:50226.0,50112.0,50113.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.80 50228[14:Spt:50226.0,50112.1,50112.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.80 50229[15:Spt:50228.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 50230[15:MRR:165.1,50229.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50231[15:MRR:164.1,50229.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50232[15:MRR:162.1,50229.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 50233[15:MRR:163.1,50229.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50234[15:MRR:49996.1,50230.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.80 50235[15:MRR:49993.1,50231.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 50236[15:MRR:49994.1,50232.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 50237[15:MRR:49995.1,50233.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 50238[16:Spt:50234.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50239[16:MRR:200.0,50238.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50240[16:MRR:197.0,50238.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 50241[16:MRR:202.0,50238.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50242[16:MRR:50237.0,50239.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.57/3.80 50243[16:MRR:50236.0,50240.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.57/3.80 50244[16:MRR:50235.0,50241.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.57/3.80 50245[17:Spt:50242.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50246[17:MRR:111.0,50245.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50249[17:MRR:115.1,50245.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50250[17:MRR:50243.0,50246.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50255[17:MRR:84.1,50250.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 50256[17:MRR:50244.0,50249.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50261[17:MRR:50255.0,50256.0] || -> . % 3.57/3.80 50262[17:Spt:50261.0,50242.0,50245.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 50263[17:Spt:50261.0,50242.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 50264[17:MRR:83.0,50263.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50265[17:MRR:50243.1,50264.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50266[17:MRR:112.1,50265.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50269[17:MRR:50244.0,50266.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50272[17:MRR:87.0,87.1,50269.0,50263.0] || -> . % 3.57/3.80 50274[16:Spt:50272.0,50234.0,50238.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50275[16:Spt:50272.0,50234.1,50234.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.57/3.80 50276[17:Spt:50275.0] || -> pigeon_7_in_hole_4*. % 3.57/3.80 50277[17:MRR:116.0,50276.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 50278[17:MRR:113.0,50276.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 50280[17:MRR:118.0,50276.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 50281[17:MRR:50237.1,50277.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.80 50282[17:MRR:50236.1,50278.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.57/3.80 50283[17:MRR:50235.1,50280.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.80 50284[18:Spt:50281.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50285[18:MRR:195.0,50284.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50286[18:MRR:199.1,50284.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50287[18:MRR:50282.0,50285.0] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50289[18:MRR:84.1,50287.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 50293[18:MRR:50283.0,50286.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50298[18:MRR:50289.0,50293.0] || -> . % 3.57/3.80 50299[18:Spt:50298.0,50281.0,50284.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50300[18:Spt:50298.0,50281.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 50301[18:MRR:83.0,50300.0] || pigeon_4_in_hole_3* -> . % 3.57/3.80 50302[18:MRR:50282.1,50301.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 50303[18:MRR:196.1,50302.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50304[18:MRR:50283.0,50303.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 50306[18:MRR:87.0,87.1,50304.0,50300.0] || -> . % 3.57/3.80 50309[17:Spt:50306.0,50275.0,50276.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 50310[17:Spt:50306.0,50275.1] || -> pigeon_7_in_hole_3*. % 3.57/3.80 50311[17:MRR:85.0,50310.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.80 50312[17:MRR:50236.2,50311.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.80 50313[17:MRR:90.0,50310.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 50314[17:MRR:50235.2,50313.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.80 50315[17:MRR:88.0,50310.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 50316[17:MRR:50237.2,50315.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.80 50319[18:Spt:50312.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 50320[18:MRR:195.1,50319.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50321[18:MRR:196.1,50319.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50322[18:MRR:50316.0,50320.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50323[18:MRR:115.1,50322.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50326[18:MRR:50314.0,50321.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50329[18:MRR:50323.0,50326.0] || -> . % 3.57/3.80 50330[18:Spt:50329.0,50312.0,50319.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50331[18:Spt:50329.0,50312.1] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50332[18:MRR:111.1,50331.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 50333[18:MRR:50316.1,50332.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50334[18:MRR:199.1,50333.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50335[18:MRR:50314.0,50334.0] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50337[18:MRR:112.0,112.1,50335.0,50331.0] || -> . % 3.57/3.80 50338[15:Spt:50337.0,50228.0,50229.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 50339[15:Spt:50337.0,50228.1] || -> pigeon_3_in_hole_3*. % 3.57/3.80 50340[15:MRR:78.1,50339.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.80 50341[15:MRR:80.1,50339.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 50342[15:MRR:79.1,50339.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 50344[15:MRR:81.1,50339.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.80 50345[15:MRR:49996.3,50344.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.80 50346[15:MRR:49993.3,50341.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.80 50347[15:MRR:49994.3,50340.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 50348[15:MRR:49995.3,50342.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.80 50349[16:Spt:50345.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50350[16:MRR:202.0,50349.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50351[16:MRR:197.0,50349.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.80 50352[16:MRR:200.0,50349.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50353[16:MRR:50346.0,50350.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.57/3.80 50354[16:MRR:50347.0,50351.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.57/3.80 50355[16:MRR:50348.0,50352.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.57/3.80 50356[17:Spt:50353.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50358[17:MRR:168.0,50356.0] || pigeon_4_in_hole_6* -> . % 3.57/3.80 50359[17:MRR:171.0,50356.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50360[17:MRR:50354.0,50358.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50361[17:MRR:111.1,50360.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 50365[17:MRR:50355.0,50359.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50369[17:MRR:50361.0,50365.0] || -> . % 3.57/3.80 50370[17:Spt:50369.0,50353.0,50356.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50371[17:Spt:50369.0,50353.1] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50372[17:MRR:112.0,50371.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50373[17:MRR:50354.1,50372.0] || -> pigeon_4_in_hole_6*. % 3.57/3.80 50375[17:MRR:167.1,50373.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50376[17:MRR:50355.0,50375.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50378[17:MRR:115.0,115.1,50371.0,50376.0] || -> . % 3.57/3.80 50380[16:Spt:50378.0,50345.0,50349.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50381[16:Spt:50378.0,50345.1,50345.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.57/3.80 50382[17:Spt:50381.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50383[17:MRR:174.0,50382.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50384[17:MRR:169.0,50382.0] || pigeon_4_in_hole_6*+ -> . % 3.57/3.80 50385[17:MRR:172.0,50382.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50386[17:MRR:50346.1,50383.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.57/3.80 50387[17:MRR:50347.1,50384.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.57/3.80 50388[17:MRR:50348.1,50385.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.57/3.80 50389[18:Spt:50386.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50390[18:MRR:196.0,50389.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50391[18:MRR:199.0,50389.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50392[18:MRR:50387.0,50390.0] || -> pigeon_4_in_hole_4*. % 3.57/3.80 50396[18:MRR:111.1,50392.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 50397[18:MRR:50388.0,50391.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50401[18:MRR:50396.0,50397.0] || -> . % 3.57/3.80 50402[18:Spt:50401.0,50386.0,50389.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50403[18:Spt:50401.0,50386.1] || -> pigeon_6_in_hole_4*. % 3.57/3.80 50404[18:MRR:112.0,50403.0] || pigeon_4_in_hole_4* -> . % 3.57/3.80 50405[18:MRR:50387.1,50404.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 50406[18:MRR:195.1,50405.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50407[18:MRR:50388.0,50406.0] || -> pigeon_5_in_hole_4*. % 3.57/3.80 50409[18:MRR:115.0,115.1,50403.0,50407.0] || -> . % 3.57/3.80 50411[17:Spt:50409.0,50381.0,50382.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50412[17:Spt:50409.0,50381.1] || -> pigeon_7_in_hole_4*. % 3.57/3.80 50413[17:MRR:113.0,50412.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 50414[17:MRR:50347.2,50413.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.57/3.80 50415[17:MRR:116.0,50412.0] || pigeon_5_in_hole_4* -> . % 3.57/3.80 50416[17:MRR:50348.2,50415.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 50417[17:MRR:118.0,50412.0] || pigeon_6_in_hole_4* -> . % 3.57/3.80 50418[17:MRR:50346.2,50417.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 50420[18:Spt:50414.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 50421[18:MRR:196.1,50420.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50422[18:MRR:195.1,50420.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50423[18:MRR:50418.0,50421.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50424[18:MRR:171.0,50423.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50426[18:MRR:50416.0,50422.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50428[18:MRR:50424.0,50426.0] || -> . % 3.57/3.80 50429[18:Spt:50428.0,50414.0,50420.0] || pigeon_4_in_hole_7* -> . % 3.57/3.80 50430[18:Spt:50428.0,50414.1] || -> pigeon_4_in_hole_6*. % 3.57/3.80 50431[18:MRR:168.1,50430.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50432[18:MRR:50418.1,50431.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50433[18:MRR:199.0,50432.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50434[18:MRR:50416.0,50433.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50435[18:MRR:167.0,167.1,50434.0,50430.0] || -> . % 3.57/3.80 50436[3:Spt:50435.0,34056.0,34057.0] || pigeon_8_in_hole_5*+ -> . % 3.57/3.80 50437[3:Spt:50435.0,34056.1,34056.2,34056.3,34056.4] || -> pigeon_8_in_hole_4 pigeon_8_in_hole_3 pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.57/3.80 50438[4:Spt:50437.0] || -> pigeon_8_in_hole_4*. % 3.57/3.80 50439[4:MRR:114.0,50438.0] || pigeon_4_in_hole_4*+ -> . % 3.57/3.80 50440[4:MRR:117.0,50438.0] || pigeon_5_in_hole_4*+ -> . % 3.57/3.80 50441[4:MRR:119.0,50438.0] || pigeon_6_in_hole_4*+ -> . % 3.57/3.80 50442[4:MRR:120.0,50438.0] || pigeon_7_in_hole_4*+ -> . % 3.57/3.80 50443[4:MRR:110.0,50438.0] || pigeon_3_in_hole_4*+ -> . % 3.57/3.80 50444[4:MRR:105.0,50438.0] || pigeon_2_in_hole_4*+ -> . % 3.57/3.80 50445[4:MRR:99.0,50438.0] || pigeon_1_in_hole_4*+ -> . % 3.57/3.80 50446[4:MRR:4.3,50439.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.80 50447[4:MRR:5.3,50440.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 50448[4:MRR:6.3,50441.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 50449[4:MRR:7.3,50442.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 50450[4:MRR:3.3,50443.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 50451[4:MRR:2.3,50444.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 50452[4:MRR:1.3,50445.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 50453[5:Spt:50446.3] || -> pigeon_4_in_hole_3*. % 3.57/3.80 50454[5:MRR:78.0,50453.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 50455[5:MRR:85.1,50453.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.80 50456[5:MRR:83.1,50453.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 50458[5:MRR:84.1,50453.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 50459[5:MRR:73.0,50453.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 50460[5:MRR:67.0,50453.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 50461[5:MRR:50450.3,50454.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 50462[5:MRR:50449.3,50455.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 50463[5:MRR:50447.3,50456.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 50464[5:MRR:50448.3,50458.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 50465[5:MRR:50451.3,50459.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 50466[5:MRR:50452.3,50460.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 50467[6:Spt:50461.3] || -> pigeon_3_in_hole_2*. % 3.57/3.80 50470[6:MRR:44.0,50467.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 50471[6:MRR:52.1,50467.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 50472[6:MRR:51.1,50467.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 50473[6:MRR:53.1,50467.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 50474[6:MRR:38.0,50467.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 50475[6:MRR:50465.3,50470.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 50476[6:MRR:50464.3,50471.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 50477[6:MRR:50463.3,50472.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 50478[6:MRR:50462.3,50473.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 50479[6:MRR:50466.3,50474.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 50480[7:Spt:50475.3] || -> pigeon_2_in_hole_1*. % 3.57/3.80 50482[7:MRR:18.1,50480.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 50483[7:MRR:9.0,50480.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 50486[7:MRR:19.1,50480.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 50487[7:MRR:20.1,50480.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 50488[7:MRR:50477.3,50482.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 50489[7:MRR:50479.3,50483.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 50490[7:MRR:50476.3,50486.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 50491[7:MRR:50478.3,50487.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 50492[8:Spt:50488.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50494[8:MRR:199.1,50492.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50495[8:MRR:200.1,50492.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50498[8:MRR:180.0,50492.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 50499[8:MRR:50490.0,50494.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 50500[8:MRR:50491.0,50495.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 50501[8:MRR:50489.0,50498.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 50502[9:Spt:50499.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50505[9:MRR:174.1,50502.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50508[9:MRR:153.0,50502.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 50509[9:MRR:50500.0,50505.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 50510[9:MRR:126.0,50509.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 50516[9:MRR:50501.0,50508.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50522[9:MRR:50510.0,50516.0] || -> . % 3.57/3.80 50523[9:Spt:50522.0,50499.0,50502.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50524[9:Spt:50522.0,50499.1] || -> pigeon_6_in_hole_5*. % 3.57/3.80 50525[9:MRR:146.1,50524.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 50526[9:MRR:50500.1,50525.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50531[9:MRR:154.0,50526.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 50532[9:MRR:50501.0,50531.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50533[9:MRR:125.0,125.1,50524.0,50532.0] || -> . % 3.57/3.80 50538[8:Spt:50533.0,50488.0,50492.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50539[8:Spt:50533.0,50488.1,50488.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 50540[9:Spt:50539.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50541[9:MRR:171.1,50540.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50542[9:MRR:172.1,50540.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50546[9:MRR:152.0,50540.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 50547[9:MRR:50490.1,50541.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 50548[9:MRR:50491.1,50542.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.80 50549[9:MRR:50489.1,50546.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.80 50550[10:Spt:50547.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50552[10:MRR:202.1,50550.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50555[10:MRR:181.0,50550.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 50556[10:MRR:50548.0,50552.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 50562[10:MRR:126.0,50556.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 50563[10:MRR:50549.0,50555.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50569[10:MRR:50562.0,50563.0] || -> . % 3.57/3.80 50570[10:Spt:50569.0,50547.0,50550.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50571[10:Spt:50569.0,50547.1] || -> pigeon_6_in_hole_5*. % 3.57/3.80 50572[10:MRR:146.1,50571.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 50573[10:MRR:50548.1,50572.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50577[10:MRR:182.0,50573.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 50578[10:MRR:50549.0,50577.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50583[10:MRR:125.0,125.1,50571.0,50578.0] || -> . % 3.57/3.80 50584[9:Spt:50583.0,50539.0,50540.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50585[9:Spt:50583.0,50539.1] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50586[9:MRR:144.1,50585.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 50587[9:MRR:50491.2,50586.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 50588[9:MRR:124.0,50585.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 50589[9:MRR:50489.2,50588.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.57/3.80 50590[9:MRR:143.1,50585.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 50591[9:MRR:50490.2,50590.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 50595[10:Spt:50587.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50596[10:MRR:202.0,50595.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50597[10:MRR:182.0,50595.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 50601[10:MRR:50591.0,50596.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50602[10:MRR:153.0,50601.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 50607[10:MRR:50589.0,50597.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 50612[10:MRR:50602.0,50607.0] || -> . % 3.57/3.80 50613[10:Spt:50612.0,50587.0,50595.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50614[10:Spt:50612.0,50587.1] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50615[10:MRR:174.0,50614.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50616[10:MRR:50591.1,50615.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50617[10:MRR:181.0,50616.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 50621[10:MRR:50589.0,50617.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 50625[10:MRR:154.0,154.1,50614.0,50621.0] || -> . % 3.57/3.80 50626[7:Spt:50625.0,50475.3,50480.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 50627[7:Spt:50625.0,50475.0,50475.1,50475.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 50628[8:Spt:50627.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 50629[8:MRR:188.1,50628.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50630[8:MRR:187.1,50628.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50631[8:MRR:177.0,50628.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 50634[8:MRR:186.1,50628.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50635[8:MRR:50478.0,50629.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 50636[8:MRR:50476.0,50630.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 50637[8:MRR:50479.0,50631.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 50638[8:MRR:50477.0,50634.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 50639[9:Spt:50635.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 50640[9:MRR:174.0,50639.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50641[9:MRR:154.0,50639.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 50645[9:MRR:172.0,50639.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50646[9:MRR:50636.0,50640.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 50647[9:MRR:50637.0,50641.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 50648[9:MRR:50638.0,50645.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 50649[10:Spt:50646.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 50651[10:MRR:125.0,50649.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 50652[10:MRR:143.0,50649.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 50656[10:MRR:50647.0,50651.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 50658[10:MRR:12.1,50656.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50663[10:MRR:50648.0,50652.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50669[10:MRR:50658.0,50663.0] || -> . % 3.57/3.80 50670[10:Spt:50669.0,50646.0,50649.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 50671[10:Spt:50669.0,50646.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50672[10:MRR:13.0,50671.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 50673[10:MRR:50647.1,50672.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50675[10:MRR:124.1,50673.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 50679[10:MRR:50648.0,50675.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50682[10:MRR:31.0,31.1,50671.0,50679.0] || -> . % 3.57/3.80 50685[9:Spt:50682.0,50635.0,50639.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50686[9:Spt:50682.0,50635.1,50635.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 50687[10:Spt:50686.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 50688[10:MRR:146.0,50687.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 50689[10:MRR:126.0,50687.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 50690[10:MRR:144.0,50687.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 50694[10:MRR:50636.1,50688.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 50695[10:MRR:50637.1,50689.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 50696[10:MRR:50638.1,50690.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 50697[11:Spt:50694.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50701[11:MRR:153.0,50697.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 50702[11:MRR:171.0,50697.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50703[11:MRR:50695.0,50701.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 50708[11:MRR:12.1,50703.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50710[11:MRR:50696.0,50702.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50716[11:MRR:50708.0,50710.0] || -> . % 3.57/3.80 50717[11:Spt:50716.0,50694.0,50697.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50718[11:Spt:50716.0,50694.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50719[11:MRR:13.0,50718.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 50720[11:MRR:50695.1,50719.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 50724[11:MRR:152.1,50720.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50725[11:MRR:50696.0,50724.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50728[11:MRR:31.0,31.1,50718.0,50725.0] || -> . % 3.57/3.80 50731[10:Spt:50728.0,50686.0,50687.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 50732[10:Spt:50728.0,50686.1] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50733[10:MRR:14.0,50732.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 50734[10:MRR:50637.2,50733.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 50735[10:MRR:32.0,50732.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50736[10:MRR:50638.2,50735.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 50737[10:MRR:34.0,50732.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 50738[10:MRR:50636.2,50737.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 50742[11:Spt:50734.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 50743[11:MRR:153.1,50742.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50744[11:MRR:152.1,50742.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50748[11:MRR:50738.0,50743.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 50752[11:MRR:143.0,50748.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 50754[11:MRR:50736.0,50744.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50759[11:MRR:50752.0,50754.0] || -> . % 3.57/3.80 50760[11:Spt:50759.0,50734.0,50742.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 50761[11:Spt:50759.0,50734.1] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50762[11:MRR:125.1,50761.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 50763[11:MRR:50738.1,50762.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50764[11:MRR:171.0,50763.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50768[11:MRR:50736.0,50764.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50772[11:MRR:124.0,124.1,50768.0,50761.0] || -> . % 3.57/3.80 50773[8:Spt:50772.0,50627.0,50628.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 50774[8:Spt:50772.0,50627.1,50627.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 50775[9:Spt:50774.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 50776[9:MRR:149.0,50775.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 50777[9:MRR:159.1,50775.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50778[9:MRR:158.1,50775.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50781[9:MRR:160.1,50775.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50782[9:MRR:50479.1,50776.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 50783[9:MRR:50476.1,50777.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 50784[9:MRR:50477.1,50778.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 50785[9:MRR:50478.1,50781.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 50786[10:Spt:50782.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 50787[10:MRR:182.1,50786.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50788[10:MRR:181.1,50786.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50791[10:MRR:180.1,50786.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50792[10:MRR:50785.0,50787.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 50793[10:MRR:50783.0,50788.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 50794[10:MRR:50784.0,50791.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 50795[11:Spt:50792.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 50799[11:MRR:144.0,50795.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 50801[11:MRR:146.0,50795.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 50802[11:MRR:50794.0,50799.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50806[11:MRR:31.1,50802.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 50809[11:MRR:50793.0,50801.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50815[11:MRR:50806.0,50809.0] || -> . % 3.57/3.80 50816[11:Spt:50815.0,50792.0,50795.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 50817[11:Spt:50815.0,50792.1] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50818[11:MRR:32.0,50817.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50819[11:MRR:50794.1,50818.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50823[11:MRR:143.1,50819.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 50825[11:MRR:50793.0,50823.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50829[11:MRR:34.0,34.1,50817.0,50825.0] || -> . % 3.57/3.80 50831[10:Spt:50829.0,50782.0,50786.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 50832[10:Spt:50829.0,50782.1,50782.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 50833[11:Spt:50832.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 50834[11:MRR:126.1,50833.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 50835[11:MRR:124.1,50833.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 50839[11:MRR:125.1,50833.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 50840[11:MRR:50785.1,50834.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.80 50841[11:MRR:50784.1,50835.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 50842[11:MRR:50783.1,50839.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 50843[12:Spt:50840.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50846[12:MRR:202.0,50843.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50847[12:MRR:200.0,50843.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50848[12:MRR:50842.0,50846.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50849[12:MRR:31.0,50848.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50855[12:MRR:50841.0,50847.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50861[12:MRR:50849.0,50855.0] || -> . % 3.57/3.80 50862[12:Spt:50861.0,50840.0,50843.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50863[12:Spt:50861.0,50840.1] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50864[12:MRR:34.0,50863.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 50865[12:MRR:50842.1,50864.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50868[12:MRR:199.0,50865.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50869[12:MRR:50841.0,50868.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50874[12:MRR:32.0,32.1,50863.0,50869.0] || -> . % 3.57/3.80 50875[11:Spt:50874.0,50832.0,50833.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 50876[11:Spt:50874.0,50832.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 50877[11:MRR:13.1,50876.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 50878[11:MRR:50783.2,50877.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 50879[11:MRR:12.1,50876.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 50880[11:MRR:50784.2,50879.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.80 50884[11:MRR:14.1,50876.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 50885[11:MRR:50785.2,50884.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.80 50886[12:Spt:50878.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 50887[12:MRR:202.1,50886.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50888[12:MRR:199.0,50886.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50891[12:MRR:50885.0,50887.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 50893[12:MRR:144.0,50891.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 50897[12:MRR:50880.0,50888.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50902[12:MRR:50893.0,50897.0] || -> . % 3.57/3.80 50903[12:Spt:50902.0,50878.0,50886.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50904[12:Spt:50902.0,50878.1] || -> pigeon_6_in_hole_5*. % 3.57/3.80 50905[12:MRR:146.1,50904.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 50906[12:MRR:50885.1,50905.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 50907[12:MRR:200.0,50906.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 50910[12:MRR:50880.0,50907.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 50914[12:MRR:143.0,143.1,50904.0,50910.0] || -> . % 3.57/3.80 50915[9:Spt:50914.0,50774.0,50775.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 50916[9:Spt:50914.0,50774.1] || -> pigeon_2_in_hole_5*. % 3.57/3.80 50917[9:MRR:132.1,50916.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 50918[9:MRR:130.1,50916.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 50919[9:MRR:131.1,50916.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 50922[9:MRR:121.0,50916.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 50923[9:MRR:50479.2,50922.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 50924[9:MRR:50476.2,50919.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 50925[9:MRR:50477.2,50918.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 50926[9:MRR:50478.2,50917.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 50927[10:Spt:50923.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 50928[10:MRR:180.1,50927.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 50931[10:MRR:181.1,50927.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 50932[10:MRR:182.1,50927.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 50933[10:MRR:50925.0,50928.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 50934[10:MRR:50924.0,50931.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 50935[10:MRR:50926.0,50932.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 50936[11:Spt:50933.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 50938[11:MRR:171.1,50936.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 50941[11:MRR:172.1,50936.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50942[11:MRR:50934.0,50938.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50944[11:MRR:34.1,50942.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 50949[11:MRR:50935.0,50941.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50955[11:MRR:50944.0,50949.0] || -> . % 3.57/3.80 50956[11:Spt:50955.0,50933.0,50936.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 50957[11:Spt:50955.0,50933.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 50958[11:MRR:31.1,50957.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 50959[11:MRR:50934.1,50958.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 50963[11:MRR:174.1,50959.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 50964[11:MRR:50935.0,50963.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50969[11:MRR:32.0,32.1,50964.0,50957.0] || -> . % 3.57/3.80 50970[10:Spt:50969.0,50923.0,50927.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 50971[10:Spt:50969.0,50923.1,50923.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 50972[11:Spt:50971.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 50973[11:MRR:152.1,50972.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 50974[11:MRR:153.1,50972.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 50977[11:MRR:154.1,50972.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 50978[11:MRR:50925.1,50973.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 50979[11:MRR:50924.1,50974.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 50980[11:MRR:50926.1,50977.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.80 50981[12:Spt:50978.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 50982[12:MRR:199.1,50981.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 50983[12:MRR:200.1,50981.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 50986[12:MRR:50979.0,50982.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 50991[12:MRR:34.1,50986.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 50993[12:MRR:50980.0,50983.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 50999[12:MRR:50991.0,50993.0] || -> . % 3.57/3.80 51000[12:Spt:50999.0,50978.0,50981.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 51001[12:Spt:50999.0,50978.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51002[12:MRR:31.1,51001.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 51003[12:MRR:50979.1,51002.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 51006[12:MRR:202.1,51003.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 51007[12:MRR:50980.0,51006.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51008[12:MRR:32.0,32.1,51007.0,51001.0] || -> . % 3.57/3.80 51013[11:Spt:51008.0,50971.0,50972.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51014[11:Spt:51008.0,50971.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51015[11:MRR:13.1,51014.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 51016[11:MRR:50924.2,51015.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 51017[11:MRR:14.1,51014.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51018[11:MRR:50926.2,51017.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 51019[11:MRR:12.1,51014.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 51020[11:MRR:50925.2,51019.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 51024[12:Spt:51016.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 51025[12:MRR:199.0,51024.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 51026[12:MRR:202.1,51024.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 51029[12:MRR:51020.0,51025.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 51030[12:MRR:172.1,51029.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51034[12:MRR:51018.0,51026.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51038[12:MRR:51030.0,51034.0] || -> . % 3.57/3.80 51039[12:Spt:51038.0,51016.0,51024.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 51040[12:Spt:51038.0,51016.1] || -> pigeon_6_in_hole_6*. % 3.57/3.80 51041[12:MRR:171.0,51040.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51042[12:MRR:51020.1,51041.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 51045[12:MRR:200.1,51042.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 51046[12:MRR:51018.0,51045.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51049[12:MRR:174.0,174.1,51046.0,51040.0] || -> . % 3.57/3.80 51050[6:Spt:51049.0,50461.3,50467.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 51051[6:Spt:51049.0,50461.0,50461.1,50461.2,50461.4] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 51052[7:Spt:51051.0] || -> pigeon_3_in_hole_7*. % 3.57/3.80 51053[7:MRR:192.1,51052.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 51054[7:MRR:191.1,51052.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 51055[7:MRR:193.1,51052.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 51057[7:MRR:178.0,51052.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 51058[7:MRR:184.0,51052.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 51059[7:MRR:50464.0,51053.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51060[7:MRR:50463.0,51054.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51061[7:MRR:50462.0,51055.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51062[7:MRR:50466.0,51057.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51063[7:MRR:50465.0,51058.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51064[8:Spt:51059.3] || -> pigeon_6_in_hole_1*. % 3.57/3.80 51065[8:MRR:13.0,51064.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 51066[8:MRR:31.0,51064.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 51067[8:MRR:34.1,51064.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 51071[8:MRR:19.0,51064.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 51072[8:MRR:51062.3,51065.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51073[8:MRR:51060.3,51066.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 51074[8:MRR:51061.3,51067.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 51075[8:MRR:51063.3,51071.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 51076[9:Spt:51072.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 51077[9:MRR:154.1,51076.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 51081[9:MRR:152.1,51076.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 51082[9:MRR:149.1,51076.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 51083[9:MRR:51074.0,51077.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 51084[9:MRR:51073.0,51081.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 51085[9:MRR:51075.0,51082.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 51086[10:Spt:51083.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51087[10:MRR:132.0,51086.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51091[10:MRR:144.0,51086.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51093[10:MRR:51085.0,51087.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51096[10:MRR:46.1,51093.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51100[10:MRR:51084.0,51091.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51106[10:MRR:51096.0,51100.0] || -> . % 3.57/3.80 51107[10:Spt:51106.0,51083.0,51086.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 51108[10:Spt:51106.0,51083.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 51109[10:MRR:48.0,51108.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51110[10:MRR:51085.1,51109.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51111[10:MRR:130.1,51110.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51116[10:MRR:51084.0,51111.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51118[10:MRR:60.0,60.1,51108.0,51116.0] || -> . % 3.57/3.80 51122[9:Spt:51118.0,51072.0,51076.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51123[9:Spt:51118.0,51072.1,51072.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51124[10:Spt:51123.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51125[10:MRR:126.1,51124.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 51126[10:MRR:121.1,51124.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51130[10:MRR:124.1,51124.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51131[10:MRR:51074.1,51125.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 51132[10:MRR:51075.1,51126.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.80 51133[10:MRR:51073.1,51130.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 51134[11:Spt:51131.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51135[11:MRR:172.0,51134.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51139[11:MRR:160.0,51134.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 51140[11:MRR:51133.0,51135.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51141[11:MRR:46.0,51140.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51147[11:MRR:51132.0,51139.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51153[11:MRR:51141.0,51147.0] || -> . % 3.57/3.80 51154[11:Spt:51153.0,51131.0,51134.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51155[11:Spt:51153.0,51131.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 51156[11:MRR:60.0,51155.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51157[11:MRR:51133.1,51156.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 51161[11:MRR:158.0,51157.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 51162[11:MRR:51132.0,51161.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51167[11:MRR:48.0,48.1,51155.0,51162.0] || -> . % 3.57/3.80 51168[10:Spt:51167.0,51123.0,51124.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51169[10:Spt:51167.0,51123.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51170[10:MRR:40.1,51169.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51171[10:MRR:51073.2,51170.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 51172[10:MRR:37.1,51169.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51173[10:MRR:51075.2,51172.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 51177[10:MRR:42.1,51169.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 51178[10:MRR:51074.2,51177.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 51179[11:Spt:51171.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 51180[11:MRR:172.1,51179.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51181[11:MRR:158.0,51179.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 51185[11:MRR:51178.0,51180.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51190[11:MRR:132.0,51185.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51191[11:MRR:51173.0,51181.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51196[11:MRR:51190.0,51191.0] || -> . % 3.57/3.80 51197[11:Spt:51196.0,51171.0,51179.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51198[11:Spt:51196.0,51171.1] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51199[11:MRR:144.1,51198.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 51200[11:MRR:51178.1,51199.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51201[11:MRR:160.0,51200.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 51205[11:MRR:51173.0,51201.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51206[11:MRR:130.0,130.1,51198.0,51205.0] || -> . % 3.57/3.80 51210[8:Spt:51206.0,51059.3,51064.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 51211[8:Spt:51206.0,51059.0,51059.1,51059.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 51212[9:Spt:51211.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 51213[9:MRR:171.0,51212.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 51214[9:MRR:174.1,51212.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 51215[9:MRR:159.0,51212.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 51218[9:MRR:153.0,51212.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51219[9:MRR:51060.0,51213.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51220[9:MRR:51061.0,51214.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51221[9:MRR:51063.0,51215.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51222[9:MRR:51062.0,51218.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51223[10:Spt:51219.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51224[10:MRR:144.1,51223.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 51225[10:MRR:130.0,51223.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51229[10:MRR:124.0,51223.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51230[10:MRR:51220.0,51224.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51231[10:MRR:51221.0,51225.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51232[10:MRR:51222.0,51229.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51233[11:Spt:51230.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 51235[11:MRR:48.0,51233.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51236[11:MRR:42.0,51233.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51240[11:MRR:51231.0,51235.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51241[11:MRR:9.0,51240.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51247[11:MRR:51232.0,51236.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51253[11:MRR:51241.0,51247.0] || -> . % 3.57/3.80 51254[11:Spt:51253.0,51230.0,51233.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 51255[11:Spt:51253.0,51230.1] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51256[11:MRR:20.0,51255.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51257[11:MRR:51231.1,51256.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51259[11:MRR:37.0,51257.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51263[11:MRR:51232.0,51259.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51268[11:MRR:14.0,14.1,51255.0,51263.0] || -> . % 3.57/3.80 51269[10:Spt:51268.0,51219.0,51223.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51270[10:Spt:51268.0,51219.1,51219.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51271[11:Spt:51270.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51272[11:MRR:60.1,51271.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 51273[11:MRR:46.0,51271.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 51274[11:MRR:40.0,51271.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 51278[11:MRR:51220.1,51272.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 51279[11:MRR:51221.1,51273.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 51280[11:MRR:51222.1,51274.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 51281[12:Spt:51278.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51282[12:MRR:132.0,51281.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51286[12:MRR:126.0,51281.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51287[12:MRR:51279.0,51282.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51293[12:MRR:9.0,51287.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51294[12:MRR:51280.0,51286.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51300[12:MRR:51293.0,51294.0] || -> . % 3.57/3.80 51301[12:Spt:51300.0,51278.0,51281.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 51302[12:Spt:51300.0,51278.1] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51303[12:MRR:20.0,51302.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51304[12:MRR:51279.1,51303.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51308[12:MRR:121.0,51304.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51309[12:MRR:51280.0,51308.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51310[12:MRR:14.0,14.1,51302.0,51309.0] || -> . % 3.57/3.80 51315[11:Spt:51310.0,51270.0,51271.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51316[11:Spt:51310.0,51270.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51317[11:MRR:18.0,51316.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 51318[11:MRR:51221.2,51317.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 51319[11:MRR:12.0,51316.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51320[11:MRR:51222.2,51319.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51321[11:MRR:32.1,51316.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51322[11:MRR:51220.2,51321.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 51326[12:Spt:51318.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51327[12:MRR:132.1,51326.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 51328[12:MRR:121.0,51326.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51332[12:MRR:51322.0,51327.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 51336[12:MRR:42.0,51332.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51338[12:MRR:51320.0,51328.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51343[12:MRR:51336.0,51338.0] || -> . % 3.57/3.80 51344[12:Spt:51343.0,51318.0,51326.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51345[12:Spt:51343.0,51318.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51346[12:MRR:48.1,51345.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 51347[12:MRR:51322.1,51346.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51348[12:MRR:126.0,51347.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51352[12:MRR:51320.0,51348.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51356[12:MRR:37.0,37.1,51345.0,51352.0] || -> . % 3.57/3.80 51357[9:Spt:51356.0,51211.0,51212.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 51358[9:Spt:51356.0,51211.1,51211.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 51359[10:Spt:51358.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 51360[10:MRR:131.0,51359.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51361[10:MRR:146.1,51359.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 51362[10:MRR:125.0,51359.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51365[10:MRR:143.0,51359.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51366[10:MRR:51063.1,51360.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51367[10:MRR:51061.1,51361.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51368[10:MRR:51062.1,51362.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51369[10:MRR:51060.1,51365.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51370[11:Spt:51366.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 51371[11:MRR:158.1,51370.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 51372[11:MRR:160.1,51370.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 51375[11:MRR:149.0,51370.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51376[11:MRR:51369.0,51371.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51377[11:MRR:51367.0,51372.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51378[11:MRR:51368.0,51375.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51379[12:Spt:51376.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51383[12:MRR:40.0,51379.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51385[12:MRR:60.1,51379.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 51386[12:MRR:51378.0,51383.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51389[12:MRR:14.1,51386.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51393[12:MRR:51377.0,51385.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51399[12:MRR:51389.0,51393.0] || -> . % 3.57/3.80 51400[12:Spt:51399.0,51376.0,51379.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51401[12:Spt:51399.0,51376.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51402[12:MRR:12.0,51401.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51403[12:MRR:51378.1,51402.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51407[12:MRR:42.1,51403.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 51409[12:MRR:51377.0,51407.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51413[12:MRR:32.0,32.1,51409.0,51401.0] || -> . % 3.57/3.80 51415[11:Spt:51413.0,51366.0,51370.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 51416[11:Spt:51413.0,51366.1,51366.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51417[12:Spt:51416.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51418[12:MRR:46.1,51417.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51419[12:MRR:37.0,51417.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 51423[12:MRR:48.1,51417.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 51424[12:MRR:51369.1,51418.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 51425[12:MRR:51368.1,51419.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 51426[12:MRR:51367.1,51423.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 51427[13:Spt:51424.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 51430[13:MRR:172.1,51427.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51431[13:MRR:152.0,51427.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51432[13:MRR:51426.0,51430.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51433[13:MRR:14.0,51432.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51439[13:MRR:51425.0,51431.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51445[13:MRR:51433.0,51439.0] || -> . % 3.57/3.80 51446[13:Spt:51445.0,51424.0,51427.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51447[13:Spt:51445.0,51424.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51448[13:MRR:32.1,51447.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51449[13:MRR:51426.1,51448.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51452[13:MRR:154.0,51449.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51453[13:MRR:51425.0,51452.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51458[13:MRR:12.0,12.1,51447.0,51453.0] || -> . % 3.57/3.80 51459[12:Spt:51458.0,51416.0,51417.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 51460[12:Spt:51458.0,51416.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51461[12:MRR:20.1,51460.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 51462[12:MRR:51367.2,51461.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 51463[12:MRR:9.0,51460.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51464[12:MRR:51368.2,51463.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 51468[12:MRR:18.1,51460.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 51469[12:MRR:51369.2,51468.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 51470[13:Spt:51462.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51471[13:MRR:172.0,51470.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51472[13:MRR:154.0,51470.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51475[13:MRR:51469.0,51471.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51477[13:MRR:40.0,51475.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51481[13:MRR:51464.0,51472.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51486[13:MRR:51477.0,51481.0] || -> . % 3.57/3.80 51487[13:Spt:51486.0,51462.0,51470.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51488[13:Spt:51486.0,51462.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 51489[13:MRR:60.0,51488.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51490[13:MRR:51469.1,51489.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 51491[13:MRR:152.0,51490.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51494[13:MRR:51464.0,51491.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51498[13:MRR:42.0,42.1,51488.0,51494.0] || -> . % 3.57/3.80 51499[10:Spt:51498.0,51358.0,51359.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 51500[10:Spt:51498.0,51358.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 51501[10:MRR:59.0,51500.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51502[10:MRR:41.0,51500.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 51503[10:MRR:62.1,51500.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 51506[10:MRR:47.0,51500.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 51507[10:MRR:51063.2,51506.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 51508[10:MRR:51061.2,51503.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 51509[10:MRR:51062.2,51502.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 51510[10:MRR:51060.2,51501.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 51511[11:Spt:51507.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 51512[11:MRR:149.0,51511.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51515[11:MRR:160.1,51511.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 51516[11:MRR:158.1,51511.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 51517[11:MRR:51509.0,51512.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 51518[11:MRR:51508.0,51515.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.80 51519[11:MRR:51510.0,51516.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 51520[12:Spt:51517.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51522[12:MRR:126.1,51520.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 51525[12:MRR:124.1,51520.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51526[12:MRR:51518.0,51522.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51528[12:MRR:32.0,51526.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 51533[12:MRR:51519.0,51525.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51539[12:MRR:51528.0,51533.0] || -> . % 3.57/3.80 51540[12:Spt:51539.0,51517.0,51520.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51541[12:Spt:51539.0,51517.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51542[12:MRR:14.1,51541.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51543[12:MRR:51518.1,51542.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51547[12:MRR:144.0,51543.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51548[12:MRR:51519.0,51547.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51553[12:MRR:12.0,12.1,51548.0,51541.0] || -> . % 3.57/3.80 51554[11:Spt:51553.0,51507.0,51511.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 51555[11:Spt:51553.0,51507.1,51507.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 51556[12:Spt:51555.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51557[12:MRR:121.0,51556.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51558[12:MRR:132.1,51556.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 51561[12:MRR:130.1,51556.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51562[12:MRR:51509.1,51557.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 51563[12:MRR:51508.1,51558.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 51564[12:MRR:51510.1,51561.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 51565[13:Spt:51562.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 51566[13:MRR:154.1,51565.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51567[13:MRR:152.1,51565.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51570[13:MRR:51563.0,51566.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51575[13:MRR:32.0,51570.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 51577[13:MRR:51564.0,51567.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51583[13:MRR:51575.0,51577.0] || -> . % 3.57/3.80 51584[13:Spt:51583.0,51562.0,51565.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51585[13:Spt:51583.0,51562.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51586[13:MRR:14.1,51585.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 51587[13:MRR:51563.1,51586.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51590[13:MRR:172.0,51587.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51591[13:MRR:51564.0,51590.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51592[13:MRR:12.0,12.1,51591.0,51585.0] || -> . % 3.57/3.80 51597[12:Spt:51592.0,51555.0,51556.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51598[12:Spt:51592.0,51555.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51599[12:MRR:20.1,51598.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 51600[12:MRR:51508.2,51599.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 51601[12:MRR:18.1,51598.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 51602[12:MRR:51510.2,51601.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 51603[12:MRR:9.0,51598.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51604[12:MRR:51509.2,51603.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 51608[13:Spt:51600.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 51609[13:MRR:154.0,51608.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 51610[13:MRR:172.0,51608.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51613[13:MRR:51604.0,51609.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51614[13:MRR:124.1,51613.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51618[13:MRR:51602.0,51610.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51622[13:MRR:51614.0,51618.0] || -> . % 3.57/3.80 51623[13:Spt:51622.0,51600.0,51608.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 51624[13:Spt:51622.0,51600.1] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51625[13:MRR:126.0,51624.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51626[13:MRR:51604.1,51625.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 51629[13:MRR:152.1,51626.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 51630[13:MRR:51602.0,51629.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51633[13:MRR:144.0,144.1,51624.0,51630.0] || -> . % 3.57/3.80 51634[7:Spt:51633.0,51051.0,51052.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.80 51635[7:Spt:51633.0,51051.1,51051.2,51051.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 51636[8:Spt:51635.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 51637[8:MRR:165.1,51636.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 51638[8:MRR:150.0,51636.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 51639[8:MRR:163.1,51636.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 51641[8:MRR:156.0,51636.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 51642[8:MRR:164.1,51636.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 51643[8:MRR:50462.1,51637.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 51644[8:MRR:50466.1,51638.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51645[8:MRR:50463.1,51639.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51646[8:MRR:50465.1,51641.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51647[8:MRR:50464.1,51642.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51648[9:Spt:51643.3] || -> pigeon_7_in_hole_1*. % 3.57/3.80 51649[9:MRR:20.0,51648.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 51650[9:MRR:14.0,51648.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 51651[9:MRR:32.0,51648.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 51655[9:MRR:34.0,51648.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 51656[9:MRR:51646.3,51649.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 51657[9:MRR:51644.3,51650.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51658[9:MRR:51645.3,51651.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 51659[9:MRR:51647.3,51655.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 51660[10:Spt:51656.1] || -> pigeon_2_in_hole_5*. % 3.57/3.80 51661[10:MRR:130.1,51660.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51665[10:MRR:121.0,51660.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51666[10:MRR:131.1,51660.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 51667[10:MRR:51658.1,51661.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 51668[10:MRR:51657.1,51665.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.57/3.80 51669[10:MRR:51659.1,51666.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 51670[11:Spt:51667.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51671[11:MRR:59.1,51670.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51675[11:MRR:40.0,51670.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51677[11:MRR:51669.1,51671.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 51681[11:MRR:181.0,51677.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 51683[11:MRR:51668.1,51675.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 51688[11:MRR:51681.0,51683.0] || -> . % 3.57/3.80 51689[11:Spt:51688.0,51667.1,51670.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51690[11:Spt:51688.0,51667.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 51691[11:MRR:199.1,51690.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 51692[11:MRR:51669.0,51691.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 51693[11:MRR:41.0,51692.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51698[11:MRR:51668.1,51693.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 51702[11:MRR:180.0,180.1,51690.0,51698.0] || -> . % 3.57/3.80 51703[10:Spt:51702.0,51656.1,51660.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51704[10:Spt:51702.0,51656.0,51656.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.80 51705[11:Spt:51704.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 51706[11:MRR:187.1,51705.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 51707[11:MRR:177.0,51705.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 51710[11:MRR:186.1,51705.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 51711[11:MRR:51659.0,51706.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 51712[11:MRR:51657.0,51707.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51713[11:MRR:51658.0,51710.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 51714[12:Spt:51711.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 51715[12:MRR:143.0,51714.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 51719[12:MRR:125.0,51714.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51720[12:MRR:51713.0,51715.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51722[12:MRR:40.0,51720.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51727[12:MRR:51712.0,51719.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51733[12:MRR:51722.0,51727.0] || -> . % 3.57/3.80 51734[12:Spt:51733.0,51711.0,51714.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 51735[12:Spt:51733.0,51711.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 51736[12:MRR:59.0,51735.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51737[12:MRR:51713.1,51736.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51738[12:MRR:124.0,51737.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51742[12:MRR:51712.0,51738.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51747[12:MRR:41.0,41.1,51735.0,51742.0] || -> . % 3.57/3.80 51748[11:Spt:51747.0,51704.0,51705.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 51749[11:Spt:51747.0,51704.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51750[11:MRR:46.1,51749.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51751[11:MRR:51658.2,51750.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.80 51752[11:MRR:37.0,51749.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51753[11:MRR:51657.2,51752.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.80 51754[11:MRR:47.1,51749.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51755[11:MRR:51659.2,51754.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 51759[12:Spt:51751.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 51760[12:MRR:199.1,51759.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 51761[12:MRR:180.0,51759.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 51764[12:MRR:51755.0,51760.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 51765[12:MRR:125.0,51764.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51770[12:MRR:51753.0,51761.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51775[12:MRR:51765.0,51770.0] || -> . % 3.57/3.80 51776[12:Spt:51775.0,51751.0,51759.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 51777[12:Spt:51775.0,51751.1] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51778[12:MRR:143.1,51777.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 51779[12:MRR:51755.1,51778.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 51780[12:MRR:181.0,51779.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 51783[12:MRR:51753.0,51780.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51787[12:MRR:124.0,124.1,51777.0,51783.0] || -> . % 3.57/3.80 51788[9:Spt:51787.0,51643.3,51648.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 51789[9:Spt:51787.0,51643.0,51643.1,51643.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 51790[10:Spt:51789.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 51791[10:MRR:200.0,51790.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 51792[10:MRR:202.0,51790.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 51793[10:MRR:182.0,51790.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 51795[10:MRR:188.0,51790.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 51796[10:MRR:51645.0,51791.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51797[10:MRR:51647.0,51792.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51798[10:MRR:51644.0,51793.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51799[10:MRR:51646.0,51795.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51800[11:Spt:51796.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 51801[11:MRR:143.1,51800.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 51802[11:MRR:124.0,51800.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51806[11:MRR:130.0,51800.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51807[11:MRR:51797.0,51801.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51808[11:MRR:51798.0,51802.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51809[11:MRR:51799.0,51806.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51810[12:Spt:51807.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 51812[12:MRR:41.0,51810.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 51813[12:MRR:47.0,51810.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51817[12:MRR:51808.0,51812.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51818[12:MRR:9.1,51817.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51824[12:MRR:51809.0,51813.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51830[12:MRR:51818.0,51824.0] || -> . % 3.57/3.80 51831[12:Spt:51830.0,51807.0,51810.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51832[12:Spt:51830.0,51807.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 51833[12:MRR:13.0,51832.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51834[12:MRR:51808.1,51833.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51836[12:MRR:37.1,51834.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51840[12:MRR:51809.0,51836.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51841[12:MRR:19.0,19.1,51832.0,51840.0] || -> . % 3.57/3.80 51846[11:Spt:51841.0,51796.0,51800.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51847[11:Spt:51841.0,51796.1,51796.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51848[12:Spt:51847.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51849[12:MRR:59.1,51848.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 51850[12:MRR:40.0,51848.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 51851[12:MRR:46.0,51848.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 51855[12:MRR:51797.1,51849.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 51856[12:MRR:51798.1,51850.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 51857[12:MRR:51799.1,51851.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 51858[13:Spt:51855.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 51862[13:MRR:125.0,51858.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51863[13:MRR:131.0,51858.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51864[13:MRR:51856.0,51862.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 51870[13:MRR:9.1,51864.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51871[13:MRR:51857.0,51863.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51877[13:MRR:51870.0,51871.0] || -> . % 3.57/3.80 51878[13:Spt:51877.0,51855.0,51858.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 51879[13:Spt:51877.0,51855.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 51880[13:MRR:13.0,51879.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 51881[13:MRR:51856.1,51880.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51885[13:MRR:121.1,51881.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51886[13:MRR:51857.0,51885.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51891[13:MRR:19.0,19.1,51879.0,51886.0] || -> . % 3.57/3.80 51892[12:Spt:51891.0,51847.0,51848.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51893[12:Spt:51891.0,51847.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51894[12:MRR:12.0,51893.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 51895[12:MRR:51798.2,51894.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 51896[12:MRR:18.0,51893.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51897[12:MRR:51799.2,51896.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 51898[12:MRR:31.1,51893.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 51899[12:MRR:51797.2,51898.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 51903[13:Spt:51895.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 51904[13:MRR:125.1,51903.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 51905[13:MRR:121.1,51903.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51909[13:MRR:51899.0,51904.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 51913[13:MRR:47.0,51909.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51915[13:MRR:51897.0,51905.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51920[13:MRR:51913.0,51915.0] || -> . % 3.57/3.80 51921[13:Spt:51920.0,51895.0,51903.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 51922[13:Spt:51920.0,51895.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51923[13:MRR:41.1,51922.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51924[13:MRR:51899.1,51923.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 51925[13:MRR:131.0,51924.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 51929[13:MRR:51897.0,51925.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51933[13:MRR:37.0,37.1,51929.0,51922.0] || -> . % 3.57/3.80 51934[10:Spt:51933.0,51789.0,51790.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 51935[10:Spt:51933.0,51789.1,51789.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 51936[11:Spt:51935.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 51937[11:MRR:126.0,51936.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 51938[11:MRR:146.0,51936.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 51939[11:MRR:132.0,51936.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 51942[11:MRR:144.0,51936.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 51943[11:MRR:51644.1,51937.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51944[11:MRR:51647.1,51938.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51945[11:MRR:51646.1,51939.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51946[11:MRR:51645.1,51942.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51947[12:Spt:51943.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 51948[12:MRR:180.1,51947.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 51949[12:MRR:181.1,51947.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 51951[12:MRR:177.1,51947.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 51952[12:MRR:51946.0,51948.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 51953[12:MRR:51944.0,51949.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 51954[12:MRR:51945.0,51951.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 51955[13:Spt:51952.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 51959[13:MRR:46.0,51955.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 51961[13:MRR:59.1,51955.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51962[13:MRR:51954.0,51959.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 51968[13:MRR:19.1,51962.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 51969[13:MRR:51953.0,51961.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 51975[13:MRR:51968.0,51969.0] || -> . % 3.57/3.80 51976[13:Spt:51975.0,51952.0,51955.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 51977[13:Spt:51975.0,51952.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 51978[13:MRR:18.0,51977.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 51979[13:MRR:51954.1,51978.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 51983[13:MRR:47.1,51979.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 51985[13:MRR:51953.0,51983.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 51989[13:MRR:31.0,31.1,51985.0,51977.0] || -> . % 3.57/3.80 51991[12:Spt:51989.0,51943.0,51947.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 51992[12:Spt:51989.0,51943.1,51943.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 51993[13:Spt:51992.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 51994[13:MRR:40.1,51993.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 51995[13:MRR:37.1,51993.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 51999[13:MRR:41.1,51993.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52000[13:MRR:51946.1,51994.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 52001[13:MRR:51945.1,51995.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.80 52002[13:MRR:51944.1,51999.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 52003[14:Spt:52000.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52005[14:MRR:199.1,52003.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52006[14:MRR:186.0,52003.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52007[14:MRR:52002.0,52005.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52008[14:MRR:19.0,52007.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 52014[14:MRR:52001.0,52006.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 52020[14:MRR:52008.0,52014.0] || -> . % 3.57/3.80 52021[14:Spt:52020.0,52000.0,52003.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52022[14:Spt:52020.0,52000.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52023[14:MRR:31.1,52022.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52024[14:MRR:52002.1,52023.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52026[14:MRR:187.0,52024.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52027[14:MRR:52001.0,52026.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 52032[14:MRR:18.0,18.1,52022.0,52027.0] || -> . % 3.57/3.80 52033[13:Spt:52032.0,51992.0,51993.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52034[13:Spt:52032.0,51992.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52035[13:MRR:13.1,52034.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 52036[13:MRR:51944.2,52035.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 52037[13:MRR:9.1,52034.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 52038[13:MRR:51945.2,52037.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.57/3.80 52042[13:MRR:12.1,52034.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52043[13:MRR:51946.2,52042.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 52044[14:Spt:52036.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52045[14:MRR:199.0,52044.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52046[14:MRR:187.0,52044.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52048[14:MRR:52043.0,52045.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52050[14:MRR:46.0,52048.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 52054[14:MRR:52038.0,52046.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 52059[14:MRR:52050.0,52054.0] || -> . % 3.57/3.80 52060[14:Spt:52059.0,52036.0,52044.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52061[14:Spt:52059.0,52036.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52062[14:MRR:59.0,52061.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52063[14:MRR:52043.1,52062.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52064[14:MRR:186.0,52063.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52066[14:MRR:52038.0,52064.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 52070[14:MRR:47.0,47.1,52061.0,52066.0] || -> . % 3.57/3.80 52071[11:Spt:52070.0,51935.0,51936.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 52072[11:Spt:52070.0,51935.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52073[11:MRR:60.0,52072.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52074[11:MRR:48.0,52072.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 52075[11:MRR:62.0,52072.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52078[11:MRR:42.0,52072.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52079[11:MRR:51644.2,52078.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 52080[11:MRR:51647.2,52075.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 52081[11:MRR:51646.2,52074.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 52082[11:MRR:51645.2,52073.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 52083[12:Spt:52079.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 52084[12:MRR:177.1,52083.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 52086[12:MRR:181.1,52083.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52087[12:MRR:180.1,52083.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52088[12:MRR:52081.0,52084.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 52089[12:MRR:52080.0,52086.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 52090[12:MRR:52082.0,52087.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 52091[13:Spt:52088.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 52093[13:MRR:131.1,52091.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 52096[13:MRR:130.1,52091.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 52097[13:MRR:52089.0,52093.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52099[13:MRR:31.0,52097.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52104[13:MRR:52090.0,52096.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52110[13:MRR:52099.0,52104.0] || -> . % 3.57/3.80 52111[13:Spt:52110.0,52088.0,52091.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 52112[13:Spt:52110.0,52088.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 52113[13:MRR:19.1,52112.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52114[13:MRR:52089.1,52113.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 52118[13:MRR:143.0,52114.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 52119[13:MRR:52090.0,52118.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52124[13:MRR:18.0,18.1,52119.0,52112.0] || -> . % 3.57/3.80 52125[12:Spt:52124.0,52079.0,52083.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52126[12:Spt:52124.0,52079.1,52079.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.80 52127[13:Spt:52126.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52128[13:MRR:121.1,52127.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 52129[13:MRR:125.1,52127.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 52132[13:MRR:124.1,52127.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 52133[13:MRR:52081.1,52128.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.57/3.80 52134[13:MRR:52080.1,52129.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 52135[13:MRR:52082.1,52132.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 52136[14:Spt:52133.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 52137[14:MRR:187.1,52136.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52138[14:MRR:186.1,52136.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52140[14:MRR:52134.0,52137.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52145[14:MRR:31.0,52140.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52147[14:MRR:52135.0,52138.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52153[14:MRR:52145.0,52147.0] || -> . % 3.57/3.80 52154[14:Spt:52153.0,52133.0,52136.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52155[14:Spt:52153.0,52133.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 52156[14:MRR:19.1,52155.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52157[14:MRR:52134.1,52156.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52159[14:MRR:199.0,52157.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52160[14:MRR:52135.0,52159.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52161[14:MRR:18.0,18.1,52160.0,52155.0] || -> . % 3.57/3.80 52166[13:Spt:52161.0,52126.0,52127.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 52167[13:Spt:52161.0,52126.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52168[13:MRR:13.1,52167.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 52169[13:MRR:52080.2,52168.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 52170[13:MRR:12.1,52167.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52171[13:MRR:52082.2,52170.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.80 52172[13:MRR:9.1,52167.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 52173[13:MRR:52081.2,52172.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.57/3.80 52177[14:Spt:52169.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52178[14:MRR:187.0,52177.0] || pigeon_2_in_hole_7* -> . % 3.57/3.80 52179[14:MRR:199.0,52177.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52181[14:MRR:52173.0,52178.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 52182[14:MRR:130.1,52181.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 52186[14:MRR:52171.0,52179.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 52190[14:MRR:52182.0,52186.0] || -> . % 3.57/3.80 52191[14:Spt:52190.0,52169.0,52177.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52192[14:Spt:52190.0,52169.1] || -> pigeon_6_in_hole_5*. % 3.57/3.80 52193[14:MRR:131.0,52192.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 52194[14:MRR:52173.1,52193.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 52196[14:MRR:186.1,52194.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52197[14:MRR:52171.0,52196.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 52200[14:MRR:143.0,143.1,52192.0,52197.0] || -> . % 3.57/3.80 52201[8:Spt:52200.0,51635.0,51636.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 52202[8:Spt:52200.0,51635.1,51635.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 52203[9:Spt:52202.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 52204[9:MRR:128.0,52203.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 52205[9:MRR:135.1,52203.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 52207[9:MRR:136.1,52203.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 52208[9:MRR:122.0,52203.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 52209[9:MRR:137.1,52203.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 52210[9:MRR:50465.2,52204.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 52211[9:MRR:50463.2,52205.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 52212[9:MRR:50464.2,52207.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 52213[9:MRR:50466.2,52208.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 52214[9:MRR:50462.2,52209.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 52215[10:Spt:52210.3] || -> pigeon_2_in_hole_1*. % 3.57/3.80 52216[10:MRR:19.1,52215.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 52217[10:MRR:18.1,52215.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 52218[10:MRR:9.0,52215.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 52222[10:MRR:20.1,52215.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 52223[10:MRR:52212.3,52216.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 52224[10:MRR:52211.3,52217.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 52225[10:MRR:52213.3,52218.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 52226[10:MRR:52214.3,52222.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 52227[11:Spt:52223.2] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52228[11:MRR:59.0,52227.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52230[11:MRR:62.1,52227.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 52233[11:MRR:41.0,52227.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52234[11:MRR:52224.2,52228.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 52235[11:MRR:52226.2,52230.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 52236[11:MRR:52225.2,52233.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.57/3.80 52237[12:Spt:52234.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52241[12:MRR:180.0,52237.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52242[12:MRR:200.1,52237.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52243[12:MRR:52236.0,52241.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52244[12:MRR:154.1,52243.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52249[12:MRR:52235.0,52242.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52254[12:MRR:52244.0,52249.0] || -> . % 3.57/3.80 52255[12:Spt:52254.0,52234.0,52237.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52256[12:Spt:52254.0,52234.1] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52257[12:MRR:152.0,52256.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52258[12:MRR:52236.1,52257.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 52262[12:MRR:182.1,52258.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52263[12:MRR:52235.0,52262.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52266[12:MRR:172.0,172.1,52263.0,52256.0] || -> . % 3.57/3.80 52268[11:Spt:52266.0,52223.2,52227.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52269[11:Spt:52266.0,52223.0,52223.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 52270[12:Spt:52269.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52271[12:MRR:199.0,52270.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52272[12:MRR:181.0,52270.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52275[12:MRR:202.1,52270.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52276[12:MRR:52224.0,52271.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 52277[12:MRR:52225.0,52272.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 52278[12:MRR:52226.0,52275.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 52279[13:Spt:52276.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52280[13:MRR:152.0,52279.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52281[13:MRR:172.1,52279.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52285[13:MRR:52277.0,52280.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52288[13:MRR:42.1,52285.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52291[13:MRR:52278.0,52281.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52296[13:MRR:52288.0,52291.0] || -> . % 3.57/3.80 52297[13:Spt:52296.0,52276.0,52279.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52298[13:Spt:52296.0,52276.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52299[13:MRR:40.0,52298.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 52300[13:MRR:52277.1,52299.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52304[13:MRR:154.1,52300.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52305[13:MRR:52278.0,52304.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52309[13:MRR:60.0,60.1,52305.0,52298.0] || -> . % 3.57/3.80 52310[12:Spt:52309.0,52269.0,52270.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52311[12:Spt:52309.0,52269.1] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52312[12:MRR:171.0,52311.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52313[12:MRR:52224.1,52312.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 52314[12:MRR:153.0,52311.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52315[12:MRR:52225.1,52314.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.57/3.80 52316[12:MRR:174.1,52311.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52317[12:MRR:52226.1,52316.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 52320[13:Spt:52313.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52321[13:MRR:200.1,52320.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52322[13:MRR:180.0,52320.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52325[13:MRR:52317.0,52321.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52326[13:MRR:42.0,52325.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 52331[13:MRR:52315.0,52322.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52336[13:MRR:52326.0,52331.0] || -> . % 3.57/3.80 52337[13:Spt:52336.0,52313.0,52320.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52338[13:Spt:52336.0,52313.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52339[13:MRR:60.1,52338.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52340[13:MRR:52317.1,52339.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52341[13:MRR:182.0,52340.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52344[13:MRR:52315.0,52341.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52348[13:MRR:40.0,40.1,52338.0,52344.0] || -> . % 3.57/3.80 52349[10:Spt:52348.0,52210.3,52215.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 52350[10:Spt:52348.0,52210.0,52210.1,52210.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.80 52351[11:Spt:52350.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 52352[11:MRR:186.1,52351.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52353[11:MRR:188.1,52351.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52354[11:MRR:177.0,52351.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52356[11:MRR:187.1,52351.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52357[11:MRR:52211.0,52352.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 52358[11:MRR:52214.0,52353.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 52359[11:MRR:52213.0,52354.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 52360[11:MRR:52212.0,52356.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 52361[12:Spt:52357.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52362[12:MRR:171.1,52361.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 52365[12:MRR:172.1,52361.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 52366[12:MRR:152.0,52361.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 52367[12:MRR:52360.0,52362.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 52368[12:MRR:52358.0,52365.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 52369[12:MRR:52359.0,52366.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 52370[13:Spt:52367.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52371[13:MRR:41.0,52370.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 52374[13:MRR:62.1,52370.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52377[13:MRR:52369.0,52371.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52383[13:MRR:14.1,52377.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52384[13:MRR:52368.0,52374.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52390[13:MRR:52383.0,52384.0] || -> . % 3.57/3.80 52391[13:Spt:52390.0,52367.0,52370.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 52392[13:Spt:52390.0,52367.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52393[13:MRR:13.0,52392.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 52394[13:MRR:52369.1,52393.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52395[13:MRR:42.1,52394.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52400[13:MRR:52368.0,52395.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52405[13:MRR:34.0,34.1,52400.0,52392.0] || -> . % 3.57/3.80 52406[12:Spt:52405.0,52357.0,52361.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52407[12:Spt:52405.0,52357.1,52357.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 52408[13:Spt:52407.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52409[13:MRR:59.1,52408.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52410[13:MRR:40.0,52408.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52413[13:MRR:60.1,52408.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 52415[13:MRR:52360.1,52409.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 52416[13:MRR:52359.1,52410.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 52417[13:MRR:52358.1,52413.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 52418[14:Spt:52415.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52419[14:MRR:153.0,52418.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52420[14:MRR:174.1,52418.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52423[14:MRR:52416.0,52419.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52425[14:MRR:14.1,52423.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52430[14:MRR:52417.0,52420.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52436[14:MRR:52425.0,52430.0] || -> . % 3.57/3.80 52437[14:Spt:52436.0,52415.0,52418.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 52438[14:Spt:52436.0,52415.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52439[14:MRR:13.0,52438.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 52440[14:MRR:52416.1,52439.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52443[14:MRR:154.1,52440.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52444[14:MRR:52417.0,52443.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52445[14:MRR:34.0,34.1,52444.0,52438.0] || -> . % 3.57/3.80 52450[13:Spt:52445.0,52407.0,52408.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52451[13:Spt:52445.0,52407.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52452[13:MRR:12.0,52451.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 52453[13:MRR:52359.2,52452.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 52454[13:MRR:32.1,52451.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52455[13:MRR:52358.2,52454.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 52456[13:MRR:31.1,52451.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52457[13:MRR:52360.2,52456.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 52461[14:Spt:52453.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52462[14:MRR:153.1,52461.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 52463[14:MRR:154.1,52461.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52466[14:MRR:52457.0,52462.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52468[14:MRR:62.1,52466.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52472[14:MRR:52455.0,52463.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52477[14:MRR:52468.0,52472.0] || -> . % 3.57/3.80 52478[14:Spt:52477.0,52453.0,52461.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52479[14:Spt:52477.0,52453.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52480[14:MRR:41.1,52479.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 52481[14:MRR:52457.1,52480.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52484[14:MRR:174.1,52481.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52485[14:MRR:52455.0,52484.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52489[14:MRR:42.0,42.1,52485.0,52479.0] || -> . % 3.57/3.80 52490[11:Spt:52489.0,52350.0,52351.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 52491[11:Spt:52489.0,52350.1,52350.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.80 52492[12:Spt:52491.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 52493[12:MRR:149.0,52492.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 52494[12:MRR:159.1,52492.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 52495[12:MRR:160.1,52492.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 52497[12:MRR:158.1,52492.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52498[12:MRR:52213.1,52493.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 52499[12:MRR:52212.1,52494.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 52500[12:MRR:52214.1,52495.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 52501[12:MRR:52211.1,52497.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 52502[13:Spt:52498.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 52503[13:MRR:180.1,52502.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52504[13:MRR:182.1,52502.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52506[13:MRR:181.1,52502.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52507[13:MRR:52501.0,52503.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 52508[13:MRR:52500.0,52504.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 52509[13:MRR:52499.0,52506.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 52510[14:Spt:52507.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52512[14:MRR:60.1,52510.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52516[14:MRR:59.1,52510.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 52517[14:MRR:52508.0,52512.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52520[14:MRR:34.0,52517.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52524[14:MRR:52509.0,52516.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52530[14:MRR:52520.0,52524.0] || -> . % 3.57/3.80 52531[14:Spt:52530.0,52507.0,52510.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52532[14:Spt:52530.0,52507.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52533[14:MRR:32.1,52532.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52534[14:MRR:52508.1,52533.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52536[14:MRR:62.0,52534.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 52540[14:MRR:52509.0,52536.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52544[14:MRR:31.0,31.1,52540.0,52532.0] || -> . % 3.57/3.80 52546[13:Spt:52544.0,52498.0,52502.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52547[13:Spt:52544.0,52498.1,52498.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 52548[14:Spt:52547.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52549[14:MRR:40.1,52548.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52550[14:MRR:42.1,52548.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 52554[14:MRR:41.1,52548.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52555[14:MRR:52501.1,52549.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 52556[14:MRR:52500.1,52550.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.80 52557[14:MRR:52499.1,52554.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 52558[15:Spt:52555.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52560[15:MRR:200.1,52558.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52561[15:MRR:199.1,52558.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52562[15:MRR:52556.0,52560.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52567[15:MRR:34.0,52562.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52569[15:MRR:52557.0,52561.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52575[15:MRR:52567.0,52569.0] || -> . % 3.57/3.80 52576[15:Spt:52575.0,52555.0,52558.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52577[15:Spt:52575.0,52555.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52578[15:MRR:32.1,52577.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52579[15:MRR:52556.1,52578.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52581[15:MRR:202.0,52579.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52582[15:MRR:52557.0,52581.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52584[15:MRR:31.0,31.1,52582.0,52577.0] || -> . % 3.57/3.80 52588[14:Spt:52584.0,52547.0,52548.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52589[14:Spt:52584.0,52547.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52590[14:MRR:14.1,52589.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 52591[14:MRR:52500.2,52590.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 52592[14:MRR:13.1,52589.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52593[14:MRR:52499.2,52592.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 52594[14:MRR:12.1,52589.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52595[14:MRR:52501.2,52594.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 52599[15:Spt:52591.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52600[15:MRR:200.0,52599.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52601[15:MRR:202.0,52599.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52603[15:MRR:52595.0,52600.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52604[15:MRR:59.1,52603.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 52609[15:MRR:52593.0,52601.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52614[15:MRR:52604.0,52609.0] || -> . % 3.57/3.80 52615[15:Spt:52614.0,52591.0,52599.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52616[15:Spt:52614.0,52591.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52617[15:MRR:60.0,52616.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52618[15:MRR:52595.1,52617.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52619[15:MRR:199.1,52618.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52621[15:MRR:52593.0,52619.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52625[15:MRR:62.0,62.1,52616.0,52621.0] || -> . % 3.57/3.80 52626[12:Spt:52625.0,52491.0,52492.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 52627[12:Spt:52625.0,52491.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 52628[12:MRR:46.1,52627.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52629[12:MRR:47.1,52627.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52632[12:MRR:48.1,52627.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 52633[12:MRR:37.0,52627.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52634[12:MRR:52213.2,52633.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 52635[12:MRR:52212.2,52629.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 52636[12:MRR:52214.2,52632.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 52637[12:MRR:52211.2,52628.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 52638[13:Spt:52634.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 52639[13:MRR:181.1,52638.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52641[13:MRR:182.1,52638.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52642[13:MRR:180.1,52638.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52643[13:MRR:52635.0,52639.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 52644[13:MRR:52636.0,52641.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.57/3.80 52645[13:MRR:52637.0,52642.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 52646[14:Spt:52643.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52648[14:MRR:174.1,52646.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52650[14:MRR:171.0,52646.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52651[14:MRR:52644.0,52648.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52653[14:MRR:32.0,52651.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52658[14:MRR:52645.0,52650.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52664[14:MRR:52653.0,52658.0] || -> . % 3.57/3.80 52665[14:Spt:52664.0,52643.0,52646.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 52666[14:Spt:52664.0,52643.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52667[14:MRR:34.1,52666.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52668[14:MRR:52644.1,52667.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52671[14:MRR:172.0,52668.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52672[14:MRR:52645.0,52671.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52677[14:MRR:31.0,31.1,52666.0,52672.0] || -> . % 3.57/3.80 52678[13:Spt:52677.0,52634.0,52638.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52679[13:Spt:52677.0,52634.1,52634.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.80 52680[14:Spt:52679.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52681[14:MRR:153.1,52680.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 52682[14:MRR:154.1,52680.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 52684[14:MRR:152.1,52680.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52685[14:MRR:52635.1,52681.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.80 52686[14:MRR:52636.1,52682.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.57/3.80 52687[14:MRR:52637.1,52684.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.80 52688[15:Spt:52685.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52689[15:MRR:202.1,52688.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52690[15:MRR:199.0,52688.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52692[15:MRR:52686.0,52689.0] || -> pigeon_7_in_hole_1*. % 3.57/3.80 52697[15:MRR:32.0,52692.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52699[15:MRR:52687.0,52690.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52705[15:MRR:52697.0,52699.0] || -> . % 3.57/3.80 52706[15:Spt:52705.0,52685.0,52688.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52707[15:Spt:52705.0,52685.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 52708[15:MRR:34.1,52707.0] || pigeon_7_in_hole_1* -> . % 3.57/3.80 52709[15:MRR:52686.1,52708.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52711[15:MRR:200.0,52709.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52712[15:MRR:52687.0,52711.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 52713[15:MRR:31.0,31.1,52707.0,52712.0] || -> . % 3.57/3.80 52718[14:Spt:52713.0,52679.0,52680.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 52719[14:Spt:52713.0,52679.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 52720[14:MRR:14.1,52719.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 52721[14:MRR:52636.2,52720.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 52722[14:MRR:12.1,52719.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 52723[14:MRR:52637.2,52722.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 52724[14:MRR:13.1,52719.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 52725[14:MRR:52635.2,52724.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 52729[15:Spt:52721.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52730[15:MRR:202.0,52729.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52731[15:MRR:200.0,52729.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52733[15:MRR:52725.0,52730.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52734[15:MRR:171.0,52733.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52737[15:MRR:52723.0,52731.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52740[15:MRR:52734.0,52737.0] || -> . % 3.57/3.80 52741[15:Spt:52740.0,52721.0,52729.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52742[15:Spt:52740.0,52721.1] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52743[15:MRR:174.0,52742.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 52744[15:MRR:52725.1,52743.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52746[15:MRR:199.0,52744.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 52747[15:MRR:52723.0,52746.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52749[15:MRR:172.0,172.1,52742.0,52747.0] || -> . % 3.57/3.80 52750[9:Spt:52749.0,52202.0,52203.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 52751[9:Spt:52749.0,52202.1] || -> pigeon_3_in_hole_1*. % 3.57/3.80 52752[9:MRR:25.1,52751.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.80 52753[9:MRR:23.1,52751.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 52754[9:MRR:24.1,52751.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 52755[9:MRR:10.0,52751.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 52758[9:MRR:16.0,52751.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 52759[9:MRR:50465.4,52758.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 52760[9:MRR:50463.4,52753.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 52761[9:MRR:50464.4,52754.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 52762[9:MRR:50466.4,52755.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 52763[9:MRR:50462.4,52752.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 52764[10:Spt:52759.3] || -> pigeon_2_in_hole_2*. % 3.57/3.80 52765[10:MRR:46.1,52764.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 52766[10:MRR:47.1,52764.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 52769[10:MRR:48.1,52764.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 52770[10:MRR:37.0,52764.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52771[10:MRR:52760.3,52765.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 52772[10:MRR:52761.3,52766.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 52773[10:MRR:52763.3,52769.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 52774[10:MRR:52762.3,52770.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 52775[11:Spt:52771.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 52776[11:MRR:200.1,52775.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52777[11:MRR:199.1,52775.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52779[11:MRR:180.0,52775.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52781[11:MRR:52773.0,52776.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 52782[11:MRR:52772.0,52777.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 52783[11:MRR:52774.0,52779.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 52784[12:Spt:52781.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52785[12:MRR:174.0,52784.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 52788[12:MRR:154.0,52784.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52790[12:MRR:52782.0,52785.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 52794[12:MRR:125.0,52790.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 52796[12:MRR:52783.0,52788.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52801[12:MRR:52794.0,52796.0] || -> . % 3.57/3.80 52802[12:Spt:52801.0,52781.0,52784.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52803[12:Spt:52801.0,52781.1] || -> pigeon_7_in_hole_5*. % 3.57/3.80 52804[12:MRR:146.0,52803.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 52805[12:MRR:52782.1,52804.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52808[12:MRR:153.0,52805.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52810[12:MRR:52783.0,52808.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52811[12:MRR:126.0,126.1,52803.0,52810.0] || -> . % 3.57/3.80 52815[11:Spt:52811.0,52771.0,52775.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52816[11:Spt:52811.0,52771.1,52771.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 52817[12:Spt:52816.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 52818[12:MRR:172.1,52817.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 52819[12:MRR:171.1,52817.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 52821[12:MRR:152.0,52817.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 52823[12:MRR:52773.1,52818.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.80 52824[12:MRR:52772.1,52819.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 52825[12:MRR:52774.1,52821.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.80 52826[13:Spt:52823.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52828[13:MRR:202.0,52826.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52829[13:MRR:182.0,52826.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52831[13:MRR:52824.0,52828.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 52833[13:MRR:125.0,52831.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 52837[13:MRR:52825.0,52829.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52842[13:MRR:52833.0,52837.0] || -> . % 3.57/3.80 52843[13:Spt:52842.0,52823.0,52826.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52844[13:Spt:52842.0,52823.1] || -> pigeon_7_in_hole_5*. % 3.57/3.80 52845[13:MRR:146.0,52844.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 52846[13:MRR:52824.1,52845.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52848[13:MRR:181.0,52846.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52850[13:MRR:52825.0,52848.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52854[13:MRR:126.0,126.1,52844.0,52850.0] || -> . % 3.57/3.80 52855[12:Spt:52854.0,52816.0,52817.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52856[12:Spt:52854.0,52816.1] || -> pigeon_5_in_hole_5*. % 3.57/3.80 52857[12:MRR:143.1,52856.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 52858[12:MRR:52772.2,52857.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 52859[12:MRR:124.0,52856.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 52860[12:MRR:52774.2,52859.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.57/3.80 52861[12:MRR:144.1,52856.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 52862[12:MRR:52773.2,52861.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 52865[13:Spt:52858.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 52866[13:MRR:202.1,52865.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 52868[13:MRR:181.0,52865.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52870[13:MRR:52862.0,52866.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52872[13:MRR:154.0,52870.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52875[13:MRR:52860.0,52868.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52879[13:MRR:52872.0,52875.0] || -> . % 3.57/3.80 52880[13:Spt:52879.0,52858.0,52865.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 52881[13:Spt:52879.0,52858.1] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52882[13:MRR:174.1,52881.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52883[13:MRR:52862.1,52882.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 52885[13:MRR:182.0,52883.0] || pigeon_1_in_hole_7* -> . % 3.57/3.80 52887[13:MRR:52860.0,52885.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52890[13:MRR:153.0,153.1,52881.0,52887.0] || -> . % 3.57/3.80 52891[10:Spt:52890.0,52759.3,52764.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 52892[10:Spt:52890.0,52759.0,52759.1,52759.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 52893[11:Spt:52892.0] || -> pigeon_2_in_hole_7*. % 3.57/3.80 52894[11:MRR:187.1,52893.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 52895[11:MRR:188.1,52893.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 52897[11:MRR:177.0,52893.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 52898[11:MRR:186.1,52893.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 52899[11:MRR:52761.0,52894.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 52900[11:MRR:52763.0,52895.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 52901[11:MRR:52762.0,52897.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 52902[11:MRR:52760.0,52898.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 52903[12:Spt:52899.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 52904[12:MRR:174.1,52903.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 52905[12:MRR:153.0,52903.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 52908[12:MRR:171.0,52903.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 52909[12:MRR:52900.0,52904.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 52910[12:MRR:52901.0,52905.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 52911[12:MRR:52902.0,52908.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 52912[13:Spt:52909.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 52914[13:MRR:126.0,52912.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 52915[13:MRR:144.0,52912.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 52918[13:MRR:52910.0,52914.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52919[13:MRR:40.1,52918.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52924[13:MRR:52911.0,52915.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52929[13:MRR:52919.0,52924.0] || -> . % 3.57/3.80 52930[13:Spt:52929.0,52909.0,52912.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 52931[13:Spt:52929.0,52909.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52932[13:MRR:42.0,52931.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 52933[13:MRR:52910.1,52932.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 52935[13:MRR:124.1,52933.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 52938[13:MRR:52911.0,52935.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52942[13:MRR:60.0,60.1,52931.0,52938.0] || -> . % 3.57/3.80 52943[12:Spt:52942.0,52899.0,52903.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 52944[12:Spt:52942.0,52899.1,52899.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 52945[13:Spt:52944.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 52946[13:MRR:146.1,52945.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 52947[13:MRR:125.0,52945.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 52948[13:MRR:143.0,52945.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 52951[13:MRR:52900.1,52946.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 52952[13:MRR:52901.1,52947.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 52953[13:MRR:52902.1,52948.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 52954[14:Spt:52951.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 52956[14:MRR:154.0,52954.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 52958[14:MRR:172.0,52954.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52959[14:MRR:52952.0,52956.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 52964[14:MRR:40.1,52959.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52965[14:MRR:52953.0,52958.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52970[14:MRR:52964.0,52965.0] || -> . % 3.57/3.80 52971[14:Spt:52970.0,52951.0,52954.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52972[14:Spt:52970.0,52951.1] || -> pigeon_7_in_hole_2*. % 3.57/3.80 52973[14:MRR:42.0,52972.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 52974[14:MRR:52952.1,52973.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52977[14:MRR:152.1,52974.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52978[14:MRR:52953.0,52977.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 52979[14:MRR:60.0,60.1,52972.0,52978.0] || -> . % 3.57/3.80 52983[13:Spt:52979.0,52944.0,52945.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 52984[13:Spt:52979.0,52944.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 52985[13:MRR:41.0,52984.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 52986[13:MRR:52901.2,52985.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.57/3.80 52987[13:MRR:59.0,52984.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 52988[13:MRR:52902.2,52987.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 52989[13:MRR:62.1,52984.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 52990[13:MRR:52900.2,52989.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.57/3.80 52993[14:Spt:52986.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 52994[14:MRR:154.1,52993.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 52995[14:MRR:152.1,52993.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 52998[14:MRR:52990.0,52994.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 53001[14:MRR:144.0,52998.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53003[14:MRR:52988.0,52995.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53007[14:MRR:53001.0,53003.0] || -> . % 3.57/3.80 53008[14:Spt:53007.0,52986.0,52993.0] || pigeon_1_in_hole_6* -> . % 3.57/3.80 53009[14:Spt:53007.0,52986.1] || -> pigeon_1_in_hole_5*. % 3.57/3.80 53010[14:MRR:126.1,53009.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 53011[14:MRR:52990.1,53010.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 53012[14:MRR:172.0,53011.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53015[14:MRR:52988.0,53012.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53018[14:MRR:124.0,124.1,53015.0,53009.0] || -> . % 3.57/3.80 53019[11:Spt:53018.0,52892.0,52893.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 53020[11:Spt:53018.0,52892.1,52892.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 53021[12:Spt:53020.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 53022[12:MRR:149.0,53021.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 53023[12:MRR:160.1,53021.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 53024[12:MRR:158.1,53021.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53026[12:MRR:159.1,53021.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53027[12:MRR:52762.1,53022.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 53028[12:MRR:52763.1,53023.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 53029[12:MRR:52760.1,53024.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 53030[12:MRR:52761.1,53026.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 53031[13:Spt:53027.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 53032[13:MRR:181.1,53031.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 53033[13:MRR:182.1,53031.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 53035[13:MRR:180.1,53031.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 53036[13:MRR:53030.0,53032.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.80 53037[13:MRR:53028.0,53033.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.57/3.80 53038[13:MRR:53029.0,53035.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 53039[14:Spt:53036.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53042[14:MRR:143.0,53039.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53044[14:MRR:146.1,53039.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 53045[14:MRR:53038.0,53042.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53048[14:MRR:60.1,53045.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 53051[14:MRR:53037.0,53044.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53056[14:MRR:53048.0,53051.0] || -> . % 3.57/3.80 53057[14:Spt:53056.0,53036.0,53039.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53058[14:Spt:53056.0,53036.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53059[14:MRR:59.0,53058.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53060[14:MRR:53038.1,53059.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53063[14:MRR:144.1,53060.0] || pigeon_7_in_hole_5* -> . % 3.57/3.80 53065[14:MRR:53037.0,53063.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53068[14:MRR:62.0,62.1,53065.0,53058.0] || -> . % 3.57/3.80 53070[13:Spt:53068.0,53027.0,53031.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 53071[13:Spt:53068.0,53027.1,53027.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 53072[14:Spt:53071.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 53073[14:MRR:125.1,53072.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53074[14:MRR:124.1,53072.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53077[14:MRR:126.1,53072.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 53078[14:MRR:53030.1,53073.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 53079[14:MRR:53029.1,53074.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 53080[14:MRR:53028.1,53077.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 53081[15:Spt:53078.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 53083[15:MRR:202.1,53081.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 53084[15:MRR:199.0,53081.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53085[15:MRR:53080.0,53083.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53086[15:MRR:60.0,53085.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53091[15:MRR:53079.0,53084.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53096[15:MRR:53086.0,53091.0] || -> . % 3.57/3.80 53097[15:Spt:53096.0,53078.0,53081.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53098[15:Spt:53096.0,53078.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53099[15:MRR:62.1,53098.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 53100[15:MRR:53080.1,53099.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 53102[15:MRR:200.0,53100.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53103[15:MRR:53079.0,53102.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53107[15:MRR:59.0,59.1,53098.0,53103.0] || -> . % 3.57/3.80 53108[14:Spt:53107.0,53071.0,53072.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 53109[14:Spt:53107.0,53071.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 53110[14:MRR:42.1,53109.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 53111[14:MRR:53028.2,53110.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.80 53112[14:MRR:40.1,53109.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53113[14:MRR:53029.2,53112.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.80 53116[14:MRR:41.1,53109.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 53117[14:MRR:53030.2,53116.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.80 53118[15:Spt:53111.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 53119[15:MRR:202.0,53118.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53120[15:MRR:200.0,53118.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53122[15:MRR:53117.0,53119.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53124[15:MRR:143.0,53122.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53127[15:MRR:53113.0,53120.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53131[15:MRR:53124.0,53127.0] || -> . % 3.57/3.80 53132[15:Spt:53131.0,53111.0,53118.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 53133[15:Spt:53131.0,53111.1] || -> pigeon_7_in_hole_5*. % 3.57/3.80 53134[15:MRR:146.0,53133.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53135[15:MRR:53117.1,53134.0] || -> pigeon_6_in_hole_7*. % 3.57/3.80 53136[15:MRR:199.0,53135.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53138[15:MRR:53113.0,53136.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53141[15:MRR:144.0,144.1,53133.0,53138.0] || -> . % 3.57/3.80 53142[12:Spt:53141.0,53020.0,53021.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53143[12:Spt:53141.0,53020.1] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53144[12:MRR:131.1,53143.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53145[12:MRR:130.1,53143.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53146[12:MRR:132.1,53143.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.80 53148[12:MRR:121.0,53143.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 53149[12:MRR:52762.2,53148.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 53150[12:MRR:52763.2,53146.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 53151[12:MRR:52760.2,53145.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 53152[12:MRR:52761.2,53144.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 53153[13:Spt:53149.0] || -> pigeon_1_in_hole_7*. % 3.57/3.80 53154[13:MRR:180.1,53153.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 53156[13:MRR:182.1,53153.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 53157[13:MRR:181.1,53153.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 53158[13:MRR:53151.0,53154.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 53159[13:MRR:53150.0,53156.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.57/3.80 53160[13:MRR:53152.0,53157.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 53161[14:Spt:53158.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 53163[14:MRR:172.1,53161.0] || pigeon_7_in_hole_6* -> . % 3.57/3.80 53165[14:MRR:171.1,53161.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53166[14:MRR:53159.0,53163.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53168[14:MRR:62.0,53166.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 53172[14:MRR:53160.0,53165.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53177[14:MRR:53168.0,53172.0] || -> . % 3.57/3.80 53178[14:Spt:53177.0,53158.0,53161.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53179[14:Spt:53177.0,53158.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53180[14:MRR:60.1,53179.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 53181[14:MRR:53159.1,53180.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 53184[14:MRR:174.0,53181.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53185[14:MRR:53160.0,53184.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53189[14:MRR:59.0,59.1,53185.0,53179.0] || -> . % 3.57/3.80 53190[13:Spt:53189.0,53149.0,53153.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 53191[13:Spt:53189.0,53149.1,53149.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 53192[14:Spt:53191.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 53193[14:MRR:152.1,53192.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53194[14:MRR:154.1,53192.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 53196[14:MRR:153.1,53192.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53197[14:MRR:53151.1,53193.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.57/3.80 53198[14:MRR:53150.1,53194.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.57/3.80 53199[14:MRR:53152.1,53196.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.57/3.80 53200[15:Spt:53197.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 53201[15:MRR:200.1,53200.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 53202[15:MRR:199.1,53200.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53204[15:MRR:53198.0,53201.0] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53208[15:MRR:62.0,53204.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 53210[15:MRR:53199.0,53202.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53215[15:MRR:53208.0,53210.0] || -> . % 3.57/3.80 53216[15:Spt:53215.0,53197.0,53200.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53217[15:Spt:53215.0,53197.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53218[15:MRR:60.1,53217.0] || pigeon_7_in_hole_2* -> . % 3.57/3.80 53219[15:MRR:53198.1,53218.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 53221[15:MRR:202.0,53219.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53222[15:MRR:53199.0,53221.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 53223[15:MRR:59.0,59.1,53222.0,53217.0] || -> . % 3.57/3.80 53227[14:Spt:53223.0,53191.0,53192.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 53228[14:Spt:53223.0,53191.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 53229[14:MRR:42.1,53228.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 53230[14:MRR:53150.2,53229.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.57/3.80 53231[14:MRR:41.1,53228.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 53232[14:MRR:53152.2,53231.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.57/3.80 53233[14:MRR:40.1,53228.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53234[14:MRR:53151.2,53233.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.57/3.80 53237[15:Spt:53230.0] || -> pigeon_7_in_hole_7*. % 3.57/3.80 53238[15:MRR:200.0,53237.0] || pigeon_5_in_hole_7* -> . % 3.57/3.80 53239[15:MRR:202.0,53237.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53241[15:MRR:53234.0,53238.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 53242[15:MRR:171.1,53241.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53245[15:MRR:53232.0,53239.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53248[15:MRR:53242.0,53245.0] || -> . % 3.57/3.80 53249[15:Spt:53248.0,53230.0,53237.0] || pigeon_7_in_hole_7* -> . % 3.57/3.80 53250[15:Spt:53248.0,53230.1] || -> pigeon_7_in_hole_6*. % 3.57/3.80 53251[15:MRR:172.0,53250.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53252[15:MRR:53234.1,53251.0] || -> pigeon_5_in_hole_7*. % 3.57/3.80 53254[15:MRR:199.1,53252.0] || pigeon_6_in_hole_7* -> . % 3.57/3.80 53255[15:MRR:53232.0,53254.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53257[15:MRR:174.0,174.1,53250.0,53255.0] || -> . % 3.57/3.80 53258[5:Spt:53257.0,50446.3,50453.0] || pigeon_4_in_hole_3*+ -> . % 3.57/3.80 53259[5:Spt:53257.0,50446.0,50446.1,50446.2,50446.4,50446.5] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.80 53260[6:Spt:53259.0] || -> pigeon_4_in_hole_7*. % 3.57/3.80 53261[6:MRR:197.1,53260.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.80 53262[6:MRR:195.1,53260.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.80 53263[6:MRR:196.1,53260.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.80 53264[6:MRR:179.0,53260.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.80 53265[6:MRR:185.0,53260.0] || pigeon_2_in_hole_7*+ -> . % 3.57/3.80 53266[6:MRR:190.0,53260.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.80 53267[6:MRR:50449.0,53261.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.80 53268[6:MRR:50447.0,53262.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 53269[6:MRR:50448.0,53263.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 53270[6:MRR:50452.0,53264.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 53271[6:MRR:50451.0,53265.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 53272[6:MRR:50450.0,53266.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 53273[7:Spt:53267.3] || -> pigeon_7_in_hole_2*. % 3.57/3.80 53274[7:MRR:42.0,53273.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 53275[7:MRR:60.0,53273.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 53276[7:MRR:62.0,53273.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.80 53279[7:MRR:48.0,53273.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 53280[7:MRR:53.0,53273.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 53281[7:MRR:53270.3,53274.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.80 53282[7:MRR:53268.3,53275.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 53283[7:MRR:53269.3,53276.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.80 53284[7:MRR:53271.3,53279.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 53285[7:MRR:53272.3,53280.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 53286[8:Spt:53281.3] || -> pigeon_1_in_hole_1*. % 3.57/3.80 53288[8:MRR:12.1,53286.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 53289[8:MRR:13.1,53286.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 53290[8:MRR:10.1,53286.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.80 53293[8:MRR:9.1,53286.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 53294[8:MRR:53282.3,53288.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.80 53295[8:MRR:53283.3,53289.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.80 53296[8:MRR:53285.3,53290.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.80 53297[8:MRR:53284.3,53293.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.80 53298[9:Spt:53294.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 53301[9:MRR:171.1,53298.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53303[9:MRR:158.0,53298.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53304[9:MRR:163.0,53298.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 53305[9:MRR:53295.0,53301.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.80 53306[9:MRR:53297.0,53303.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.80 53307[9:MRR:53296.0,53304.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.80 53308[10:Spt:53305.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53309[10:MRR:131.0,53308.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53314[10:MRR:136.0,53308.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 53315[10:MRR:53306.0,53309.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53316[10:MRR:72.1,53315.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 53322[10:MRR:53307.0,53314.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53328[10:MRR:53316.0,53322.0] || -> . % 3.57/3.80 53329[10:Spt:53328.0,53305.0,53308.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53330[10:Spt:53328.0,53305.1] || -> pigeon_6_in_hole_3*. % 3.57/3.80 53331[10:MRR:75.0,53330.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 53332[10:MRR:53306.1,53331.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53337[10:MRR:128.1,53332.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 53338[10:MRR:53307.0,53337.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53343[10:MRR:80.0,80.1,53330.0,53338.0] || -> . % 3.57/3.80 53344[9:Spt:53343.0,53294.0,53298.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53345[9:Spt:53343.0,53294.1,53294.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.80 53346[10:Spt:53345.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53347[10:MRR:143.1,53346.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53348[10:MRR:130.0,53346.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 53352[10:MRR:135.0,53346.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 53353[10:MRR:53295.1,53347.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.80 53354[10:MRR:53297.1,53348.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.80 53355[10:MRR:53296.1,53352.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.80 53356[11:Spt:53353.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53360[11:MRR:159.0,53356.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53361[11:MRR:164.0,53356.0] || pigeon_3_in_hole_6* -> . % 3.57/3.80 53362[11:MRR:53354.0,53360.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53368[11:MRR:72.1,53362.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 53369[11:MRR:53355.0,53361.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53375[11:MRR:53368.0,53369.0] || -> . % 3.57/3.80 53376[11:Spt:53375.0,53353.0,53356.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53377[11:Spt:53375.0,53353.1] || -> pigeon_6_in_hole_3*. % 3.57/3.80 53378[11:MRR:75.0,53377.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 53379[11:MRR:53354.1,53378.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 53383[11:MRR:156.1,53379.0] || pigeon_3_in_hole_6* -> . % 3.57/3.80 53384[11:MRR:53355.0,53383.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53385[11:MRR:80.0,80.1,53377.0,53384.0] || -> . % 3.57/3.80 53390[10:Spt:53385.0,53345.0,53346.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53391[10:Spt:53385.0,53345.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53392[10:MRR:74.0,53391.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 53393[10:MRR:53297.2,53392.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 53394[10:MRR:79.0,53391.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 53395[10:MRR:53296.2,53394.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.57/3.80 53396[10:MRR:87.1,53391.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 53397[10:MRR:53295.2,53396.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 53401[11:Spt:53393.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 53402[11:MRR:159.1,53401.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53403[11:MRR:156.1,53401.0] || pigeon_3_in_hole_6* -> . % 3.57/3.80 53407[11:MRR:53397.0,53402.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53408[11:MRR:136.0,53407.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 53413[11:MRR:53395.0,53403.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53418[11:MRR:53408.0,53413.0] || -> . % 3.57/3.80 53419[11:Spt:53418.0,53393.0,53401.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53420[11:Spt:53418.0,53393.1] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53421[11:MRR:131.1,53420.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53422[11:MRR:53397.1,53421.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53423[11:MRR:164.0,53422.0] || pigeon_3_in_hole_6* -> . % 3.57/3.80 53427[11:MRR:53395.0,53423.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53431[11:MRR:128.0,128.1,53427.0,53420.0] || -> . % 3.57/3.80 53432[8:Spt:53431.0,53281.3,53286.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 53433[8:Spt:53431.0,53281.0,53281.1,53281.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.80 53434[9:Spt:53433.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 53435[9:MRR:149.1,53434.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53436[9:MRR:153.1,53434.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53437[9:MRR:150.1,53434.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 53440[9:MRR:152.1,53434.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53441[9:MRR:53284.0,53435.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 53442[9:MRR:53283.0,53436.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.80 53443[9:MRR:53285.0,53437.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 53444[9:MRR:53282.0,53440.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 53445[10:Spt:53441.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53446[10:MRR:131.1,53445.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53447[10:MRR:128.1,53445.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 53451[10:MRR:130.1,53445.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53452[10:MRR:53442.0,53446.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.80 53453[10:MRR:53443.0,53447.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 53454[10:MRR:53444.0,53451.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 53455[11:Spt:53452.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 53457[11:MRR:80.0,53455.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 53458[11:MRR:87.0,53455.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53462[11:MRR:53453.0,53457.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 53464[11:MRR:23.1,53462.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53469[11:MRR:53454.0,53458.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53475[11:MRR:53464.0,53469.0] || -> . % 3.57/3.80 53476[11:Spt:53475.0,53452.0,53455.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 53477[11:Spt:53475.0,53452.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53478[11:MRR:24.0,53477.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 53479[11:MRR:53453.1,53478.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53481[11:MRR:79.1,53479.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53485[11:MRR:53454.0,53481.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53489[11:MRR:31.0,31.1,53477.0,53485.0] || -> . % 3.57/3.80 53491[10:Spt:53489.0,53441.0,53445.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 53492[10:Spt:53489.0,53441.1,53441.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 53493[11:Spt:53492.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53494[11:MRR:75.1,53493.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 53495[11:MRR:72.1,53493.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 53496[11:MRR:74.1,53493.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 53500[11:MRR:53442.1,53494.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 53501[11:MRR:53443.1,53495.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 53502[11:MRR:53444.1,53496.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 53503[12:Spt:53500.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53507[12:MRR:136.0,53503.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 53508[12:MRR:143.0,53503.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53509[12:MRR:53501.0,53507.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 53514[12:MRR:23.1,53509.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53516[12:MRR:53502.0,53508.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53522[12:MRR:53514.0,53516.0] || -> . % 3.57/3.80 53523[12:Spt:53522.0,53500.0,53503.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53524[12:Spt:53522.0,53500.1] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53525[12:MRR:24.0,53524.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 53526[12:MRR:53501.1,53525.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53530[12:MRR:135.1,53526.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53531[12:MRR:53502.0,53530.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53533[12:MRR:31.0,31.1,53524.0,53531.0] || -> . % 3.57/3.80 53537[11:Spt:53533.0,53492.0,53493.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 53538[11:Spt:53533.0,53492.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53539[11:MRR:16.1,53538.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.80 53540[11:MRR:53443.2,53539.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.80 53541[11:MRR:18.1,53538.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53542[11:MRR:53444.2,53541.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.80 53543[11:MRR:19.1,53538.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 53544[11:MRR:53442.2,53543.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.80 53548[12:Spt:53540.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53549[12:MRR:136.1,53548.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53550[12:MRR:135.1,53548.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53554[12:MRR:53544.0,53549.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 53558[12:MRR:87.0,53554.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53560[12:MRR:53542.0,53550.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53565[12:MRR:53558.0,53560.0] || -> . % 3.57/3.80 53566[12:Spt:53565.0,53540.0,53548.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 53567[12:Spt:53565.0,53540.1] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53568[12:MRR:80.1,53567.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 53569[12:MRR:53544.1,53568.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53570[12:MRR:143.0,53569.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53574[12:MRR:53542.0,53570.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53578[12:MRR:79.0,79.1,53574.0,53567.0] || -> . % 3.57/3.80 53579[9:Spt:53578.0,53433.0,53434.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 53580[9:Spt:53578.0,53433.1,53433.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.80 53581[10:Spt:53580.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 53582[10:MRR:122.1,53581.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 53583[10:MRR:125.1,53581.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53584[10:MRR:124.1,53581.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53587[10:MRR:121.1,53581.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 53588[10:MRR:53285.1,53582.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 53589[10:MRR:53283.1,53583.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.80 53590[10:MRR:53282.1,53584.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 53591[10:MRR:53284.1,53587.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 53592[11:Spt:53588.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 53593[11:MRR:156.0,53592.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53594[11:MRR:164.1,53592.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53597[11:MRR:163.1,53592.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53598[11:MRR:53591.0,53593.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 53599[11:MRR:53589.0,53594.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.80 53600[11:MRR:53590.0,53597.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 53601[12:Spt:53598.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53605[12:MRR:74.1,53601.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53607[12:MRR:75.1,53601.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 53608[12:MRR:53600.0,53605.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53612[12:MRR:31.1,53608.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 53615[12:MRR:53599.0,53607.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53621[12:MRR:53612.0,53615.0] || -> . % 3.57/3.80 53622[12:Spt:53621.0,53598.0,53601.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 53623[12:Spt:53621.0,53598.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53624[12:MRR:18.1,53623.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53625[12:MRR:53600.1,53624.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53629[12:MRR:87.1,53625.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 53631[12:MRR:53599.0,53629.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53635[12:MRR:19.0,19.1,53631.0,53623.0] || -> . % 3.57/3.80 53637[11:Spt:53635.0,53588.0,53592.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 53638[11:Spt:53635.0,53588.1,53588.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 53639[12:Spt:53638.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53640[12:MRR:72.0,53639.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 53641[12:MRR:79.1,53639.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 53645[12:MRR:80.1,53639.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 53646[12:MRR:53591.1,53640.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.80 53647[12:MRR:53590.1,53641.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 53648[12:MRR:53589.1,53645.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 53649[13:Spt:53646.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 53652[13:MRR:159.1,53649.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53653[13:MRR:158.1,53649.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53654[13:MRR:53648.0,53652.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53655[13:MRR:31.0,53654.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53661[13:MRR:53647.0,53653.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53667[13:MRR:53655.0,53661.0] || -> . % 3.57/3.80 53668[13:Spt:53667.0,53646.0,53649.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53669[13:Spt:53667.0,53646.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53670[13:MRR:19.1,53669.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 53671[13:MRR:53648.1,53670.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53674[13:MRR:171.0,53671.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53675[13:MRR:53647.0,53674.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53680[13:MRR:18.0,18.1,53675.0,53669.0] || -> . % 3.57/3.80 53681[12:Spt:53680.0,53638.0,53639.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 53682[12:Spt:53680.0,53638.1] || -> pigeon_3_in_hole_1*. % 3.57/3.80 53683[12:MRR:24.1,53682.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 53684[12:MRR:53589.2,53683.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.80 53685[12:MRR:23.1,53682.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53686[12:MRR:53590.2,53685.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.80 53690[12:MRR:16.0,53682.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 53691[12:MRR:53591.2,53690.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.80 53692[13:Spt:53684.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53693[13:MRR:159.0,53692.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53694[13:MRR:171.0,53692.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53697[13:MRR:53691.0,53693.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53699[13:MRR:74.1,53697.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53703[13:MRR:53686.0,53694.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53708[13:MRR:53699.0,53703.0] || -> . % 3.57/3.80 53709[13:Spt:53708.0,53684.0,53692.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53710[13:Spt:53708.0,53684.1] || -> pigeon_6_in_hole_3*. % 3.57/3.80 53711[13:MRR:75.0,53710.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 53712[13:MRR:53691.1,53711.0] || -> pigeon_2_in_hole_6*. % 3.57/3.80 53713[13:MRR:158.1,53712.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53716[13:MRR:53686.0,53713.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 53720[13:MRR:87.0,87.1,53710.0,53716.0] || -> . % 3.57/3.80 53721[10:Spt:53720.0,53580.0,53581.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 53722[10:Spt:53720.0,53580.1] || -> pigeon_1_in_hole_3*. % 3.57/3.80 53723[10:MRR:65.1,53722.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 53724[10:MRR:68.1,53722.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 53725[10:MRR:69.1,53722.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 53728[10:MRR:66.1,53722.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 53729[10:MRR:53285.2,53728.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 53730[10:MRR:53283.2,53725.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 53731[10:MRR:53282.2,53724.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 53732[10:MRR:53284.2,53723.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 53733[11:Spt:53729.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 53734[11:MRR:163.1,53733.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53737[11:MRR:164.1,53733.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53738[11:MRR:156.0,53733.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53739[11:MRR:53731.0,53734.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 53740[11:MRR:53730.0,53737.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.80 53741[11:MRR:53732.0,53738.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 53742[12:Spt:53739.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53744[12:MRR:143.1,53742.0] || pigeon_6_in_hole_5* -> . % 3.57/3.80 53747[12:MRR:130.0,53742.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53748[12:MRR:53740.0,53744.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53750[12:MRR:19.0,53748.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 53755[12:MRR:53741.0,53747.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53761[12:MRR:53750.0,53755.0] || -> . % 3.57/3.80 53762[12:Spt:53761.0,53739.0,53742.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53763[12:Spt:53761.0,53739.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53764[12:MRR:31.1,53763.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 53765[12:MRR:53740.1,53764.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53769[12:MRR:131.0,53765.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53770[12:MRR:53741.0,53769.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53775[12:MRR:18.0,18.1,53763.0,53770.0] || -> . % 3.57/3.80 53776[11:Spt:53775.0,53729.0,53733.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 53777[11:Spt:53775.0,53729.1,53729.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 53778[12:Spt:53777.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53779[12:MRR:135.1,53778.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53780[12:MRR:136.1,53778.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 53783[12:MRR:128.0,53778.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 53784[12:MRR:53731.1,53779.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.80 53785[12:MRR:53730.1,53780.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.80 53786[12:MRR:53732.1,53783.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.80 53787[13:Spt:53784.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 53788[13:MRR:171.1,53787.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53789[13:MRR:158.0,53787.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53792[13:MRR:53785.0,53788.0] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53797[13:MRR:19.0,53792.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 53799[13:MRR:53786.0,53789.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53805[13:MRR:53797.0,53799.0] || -> . % 3.57/3.80 53806[13:Spt:53805.0,53784.0,53787.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53807[13:Spt:53805.0,53784.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 53808[13:MRR:31.1,53807.0] || pigeon_6_in_hole_1* -> . % 3.57/3.80 53809[13:MRR:53785.1,53808.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53812[13:MRR:159.0,53809.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53813[13:MRR:53786.0,53812.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 53814[13:MRR:18.0,18.1,53807.0,53813.0] || -> . % 3.57/3.80 53819[12:Spt:53814.0,53777.0,53778.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 53820[12:Spt:53814.0,53777.1] || -> pigeon_3_in_hole_1*. % 3.57/3.80 53821[12:MRR:24.1,53820.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 53822[12:MRR:53730.2,53821.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.80 53823[12:MRR:16.0,53820.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 53824[12:MRR:53732.2,53823.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.80 53825[12:MRR:23.1,53820.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 53826[12:MRR:53731.2,53825.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.80 53830[13:Spt:53822.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 53831[13:MRR:171.0,53830.0] || pigeon_5_in_hole_6* -> . % 3.57/3.80 53832[13:MRR:159.0,53830.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53835[13:MRR:53826.0,53831.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53836[13:MRR:130.0,53835.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53840[13:MRR:53824.0,53832.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53844[13:MRR:53836.0,53840.0] || -> . % 3.57/3.80 53845[13:Spt:53844.0,53822.0,53830.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 53846[13:Spt:53844.0,53822.1] || -> pigeon_6_in_hole_5*. % 3.57/3.80 53847[13:MRR:143.0,53846.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53848[13:MRR:53826.1,53847.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 53851[13:MRR:158.0,53848.0] || pigeon_2_in_hole_6* -> . % 3.57/3.80 53852[13:MRR:53824.0,53851.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53855[13:MRR:131.0,131.1,53846.0,53852.0] || -> . % 3.57/3.80 53856[7:Spt:53855.0,53267.3,53273.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.80 53857[7:Spt:53855.0,53267.0,53267.1,53267.2,53267.4] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.80 53858[8:Spt:53857.0] || -> pigeon_7_in_hole_6*. % 3.57/3.80 53859[8:MRR:174.0,53858.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 53860[8:MRR:172.0,53858.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 53861[8:MRR:160.0,53858.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.80 53863[8:MRR:165.0,53858.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 53864[8:MRR:154.0,53858.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 53865[8:MRR:53269.0,53859.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 53866[8:MRR:53268.0,53860.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 53867[8:MRR:53271.0,53861.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 53868[8:MRR:53272.0,53863.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 53869[8:MRR:53270.0,53864.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 53870[9:Spt:53865.3] || -> pigeon_6_in_hole_1*. % 3.57/3.80 53871[9:MRR:24.0,53870.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.80 53872[9:MRR:31.0,53870.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 53873[9:MRR:19.0,53870.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 53877[9:MRR:13.0,53870.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 53878[9:MRR:53868.3,53871.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.80 53879[9:MRR:53866.3,53872.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.80 53880[9:MRR:53867.3,53873.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.80 53881[9:MRR:53869.3,53877.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.80 53882[10:Spt:53878.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 53883[10:MRR:128.0,53882.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 53887[10:MRR:135.1,53882.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 53888[10:MRR:122.0,53882.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 53889[10:MRR:53880.0,53883.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.80 53890[10:MRR:53879.0,53887.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.80 53891[10:MRR:53881.0,53888.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.80 53892[11:Spt:53889.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53893[11:MRR:65.0,53892.0] || pigeon_1_in_hole_3* -> . % 3.57/3.80 53897[11:MRR:74.1,53892.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53899[11:MRR:53891.0,53893.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 53901[11:MRR:40.1,53899.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53906[11:MRR:53890.0,53897.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53912[11:MRR:53901.0,53906.0] || -> . % 3.57/3.80 53913[11:Spt:53912.0,53889.0,53892.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 53914[11:Spt:53912.0,53889.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 53915[11:MRR:37.0,53914.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 53916[11:MRR:53891.1,53915.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 53917[11:MRR:68.1,53916.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 53922[11:MRR:53890.0,53917.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53924[11:MRR:46.0,46.1,53922.0,53914.0] || -> . % 3.57/3.80 53928[10:Spt:53924.0,53878.0,53882.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 53929[10:Spt:53924.0,53878.1,53878.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.80 53930[11:Spt:53929.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 53931[11:MRR:72.0,53930.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 53932[11:MRR:66.0,53930.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 53936[11:MRR:79.1,53930.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 53937[11:MRR:53880.1,53931.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 53938[11:MRR:53881.1,53932.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.80 53939[11:MRR:53879.1,53936.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 53940[12:Spt:53937.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 53941[12:MRR:130.1,53940.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 53945[12:MRR:121.0,53940.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 53946[12:MRR:53939.0,53941.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 53947[12:MRR:40.0,53946.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 53953[12:MRR:53938.0,53945.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 53959[12:MRR:53947.0,53953.0] || -> . % 3.57/3.80 53960[12:Spt:53959.0,53937.0,53940.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53961[12:Spt:53959.0,53937.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 53962[12:MRR:46.1,53961.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 53963[12:MRR:53939.1,53962.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53967[12:MRR:124.0,53963.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 53968[12:MRR:53938.0,53967.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 53973[12:MRR:37.0,37.1,53961.0,53968.0] || -> . % 3.57/3.80 53974[11:Spt:53973.0,53929.0,53930.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 53975[11:Spt:53973.0,53929.1] || -> pigeon_3_in_hole_2*. % 3.57/3.80 53976[11:MRR:51.1,53975.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 53977[11:MRR:53879.2,53976.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.80 53978[11:MRR:38.0,53975.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 53979[11:MRR:53881.2,53978.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.80 53983[11:MRR:44.0,53975.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 53984[11:MRR:53880.2,53983.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.80 53985[12:Spt:53977.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 53986[12:MRR:130.0,53985.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 53987[12:MRR:124.0,53985.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 53991[12:MRR:53984.0,53986.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 53996[12:MRR:65.0,53991.0] || pigeon_1_in_hole_3* -> . % 3.57/3.80 53997[12:MRR:53979.0,53987.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54002[12:MRR:53996.0,53997.0] || -> . % 3.57/3.80 54003[12:Spt:54002.0,53977.0,53985.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54004[12:Spt:54002.0,53977.1] || -> pigeon_5_in_hole_3*. % 3.57/3.80 54005[12:MRR:74.0,54004.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 54006[12:MRR:53984.1,54005.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 54007[12:MRR:121.0,54006.0] || pigeon_1_in_hole_5* -> . % 3.57/3.80 54011[12:MRR:53979.0,54007.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54012[12:MRR:68.0,68.1,54004.0,54011.0] || -> . % 3.57/3.80 54016[9:Spt:54012.0,53865.3,53870.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 54017[9:Spt:54012.0,53865.0,53865.1,53865.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.80 54018[10:Spt:54017.0] || -> pigeon_6_in_hole_5*. % 3.57/3.80 54019[10:MRR:143.0,54018.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 54020[10:MRR:131.0,54018.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 54021[10:MRR:125.0,54018.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 54024[10:MRR:136.0,54018.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 54025[10:MRR:53866.0,54019.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 54026[10:MRR:53867.0,54020.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 54027[10:MRR:53869.0,54021.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 54028[10:MRR:53868.0,54024.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 54029[11:Spt:54025.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 54030[11:MRR:74.0,54029.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 54031[11:MRR:68.0,54029.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 54035[11:MRR:79.0,54029.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 54036[11:MRR:54026.0,54030.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 54037[11:MRR:54027.0,54031.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 54038[11:MRR:54028.0,54035.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 54039[12:Spt:54036.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 54041[12:MRR:37.0,54039.0] || pigeon_1_in_hole_2* -> . % 3.57/3.80 54042[12:MRR:44.1,54039.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54046[12:MRR:54037.0,54041.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 54047[12:MRR:10.1,54046.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54053[12:MRR:54038.0,54042.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54059[12:MRR:54047.0,54053.0] || -> . % 3.57/3.80 54060[12:Spt:54059.0,54036.0,54039.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 54061[12:Spt:54059.0,54036.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54062[12:MRR:9.0,54061.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 54063[12:MRR:54037.1,54062.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 54065[12:MRR:38.1,54063.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54069[12:MRR:54038.0,54065.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54074[12:MRR:16.0,16.1,54069.0,54061.0] || -> . % 3.57/3.80 54075[11:Spt:54074.0,54025.0,54029.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 54076[11:Spt:54074.0,54025.1,54025.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 54077[12:Spt:54076.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 54078[12:MRR:46.0,54077.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 54079[12:MRR:40.0,54077.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 54080[12:MRR:51.0,54077.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 54084[12:MRR:54026.1,54078.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 54085[12:MRR:54027.1,54079.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.80 54086[12:MRR:54028.1,54080.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 54087[13:Spt:54084.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 54088[13:MRR:65.0,54087.0] || pigeon_1_in_hole_3* -> . % 3.57/3.80 54092[13:MRR:72.1,54087.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54093[13:MRR:54085.0,54088.0] || -> pigeon_1_in_hole_1*. % 3.57/3.80 54099[13:MRR:10.1,54093.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54100[13:MRR:54086.0,54092.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54106[13:MRR:54099.0,54100.0] || -> . % 3.57/3.80 54107[13:Spt:54106.0,54084.0,54087.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 54108[13:Spt:54106.0,54084.1] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54109[13:MRR:9.0,54108.0] || pigeon_1_in_hole_1* -> . % 3.57/3.80 54110[13:MRR:54085.1,54109.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54114[13:MRR:66.1,54110.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54115[13:MRR:54086.0,54114.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54116[13:MRR:16.0,16.1,54115.0,54108.0] || -> . % 3.57/3.80 54121[12:Spt:54116.0,54076.0,54077.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 54122[12:Spt:54116.0,54076.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54123[12:MRR:12.0,54122.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 54124[12:MRR:54027.2,54123.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.80 54125[12:MRR:23.0,54122.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54126[12:MRR:54028.2,54125.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.80 54127[12:MRR:18.0,54122.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 54128[12:MRR:54026.2,54127.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.80 54132[13:Spt:54124.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54133[13:MRR:65.1,54132.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 54134[13:MRR:66.1,54132.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54138[13:MRR:54128.0,54133.0] || -> pigeon_2_in_hole_2*. % 3.57/3.80 54142[13:MRR:44.1,54138.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54144[13:MRR:54126.0,54134.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54149[13:MRR:54142.0,54144.0] || -> . % 3.57/3.80 54150[13:Spt:54149.0,54124.0,54132.0] || pigeon_1_in_hole_3* -> . % 3.57/3.80 54151[13:Spt:54149.0,54124.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 54152[13:MRR:37.1,54151.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 54153[13:MRR:54128.1,54152.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 54154[13:MRR:72.1,54153.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54158[13:MRR:54126.0,54154.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54162[13:MRR:38.0,38.1,54158.0,54151.0] || -> . % 3.57/3.80 54163[10:Spt:54162.0,54017.0,54018.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 54164[10:Spt:54162.0,54017.1,54017.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.80 54165[11:Spt:54164.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 54166[11:MRR:69.0,54165.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 54167[11:MRR:75.0,54165.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 54168[11:MRR:80.0,54165.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 54171[11:MRR:87.0,54165.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 54172[11:MRR:53869.1,54166.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 54173[11:MRR:53867.1,54167.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 54174[11:MRR:53868.1,54168.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 54175[11:MRR:53866.1,54171.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 54176[12:Spt:54172.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 54177[12:MRR:124.1,54176.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 54178[12:MRR:121.1,54176.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 54181[12:MRR:122.1,54176.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 54182[12:MRR:54175.0,54177.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 54183[12:MRR:54173.0,54178.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 54184[12:MRR:54174.0,54181.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 54185[13:Spt:54182.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 54189[13:MRR:51.0,54185.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54191[13:MRR:46.0,54185.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 54192[13:MRR:54184.0,54189.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54195[13:MRR:16.0,54192.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 54199[13:MRR:54183.0,54191.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54205[13:MRR:54195.0,54199.0] || -> . % 3.57/3.80 54206[13:Spt:54205.0,54182.0,54185.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 54207[13:Spt:54205.0,54182.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54208[13:MRR:23.0,54207.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54209[13:MRR:54184.1,54208.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54213[13:MRR:44.0,54209.0] || pigeon_2_in_hole_2* -> . % 3.57/3.80 54215[13:MRR:54183.0,54213.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54219[13:MRR:18.0,18.1,54207.0,54215.0] || -> . % 3.57/3.80 54221[12:Spt:54219.0,54172.0,54176.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 54222[12:Spt:54219.0,54172.1,54172.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 54223[13:Spt:54222.0] || -> pigeon_1_in_hole_2*. % 3.57/3.80 54224[13:MRR:40.1,54223.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 54225[13:MRR:38.1,54223.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 54229[13:MRR:37.1,54223.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 54230[13:MRR:54175.1,54224.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 54231[13:MRR:54174.1,54225.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 54232[13:MRR:54173.1,54229.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 54233[14:Spt:54230.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 54236[14:MRR:130.0,54233.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 54237[14:MRR:135.0,54233.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54238[14:MRR:54232.0,54236.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54239[14:MRR:16.1,54238.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54245[14:MRR:54231.0,54237.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54251[14:MRR:54239.0,54245.0] || -> . % 3.57/3.80 54252[14:Spt:54251.0,54230.0,54233.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54253[14:Spt:54251.0,54230.1] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54254[14:MRR:18.0,54253.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 54255[14:MRR:54232.1,54254.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 54258[14:MRR:128.1,54255.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54259[14:MRR:54231.0,54258.0] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54264[14:MRR:23.0,23.1,54253.0,54259.0] || -> . % 3.57/3.80 54265[13:Spt:54264.0,54222.0,54223.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 54266[13:Spt:54264.0,54222.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 54267[13:MRR:9.1,54266.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 54268[13:MRR:54173.2,54267.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.80 54269[13:MRR:10.1,54266.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54270[13:MRR:54174.2,54269.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.80 54274[13:MRR:12.1,54266.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 54275[13:MRR:54175.2,54274.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.80 54276[14:Spt:54268.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 54277[14:MRR:130.1,54276.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54278[14:MRR:128.1,54276.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54281[14:MRR:54275.0,54277.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 54283[14:MRR:51.0,54281.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54287[14:MRR:54270.0,54278.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54292[14:MRR:54283.0,54287.0] || -> . % 3.57/3.80 54293[14:Spt:54292.0,54268.0,54276.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 54294[14:Spt:54292.0,54268.1] || -> pigeon_2_in_hole_2*. % 3.57/3.80 54295[14:MRR:46.1,54294.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 54296[14:MRR:54275.1,54295.0] || -> pigeon_5_in_hole_5*. % 3.57/3.80 54297[14:MRR:135.0,54296.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54300[14:MRR:54270.0,54297.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54304[14:MRR:44.0,44.1,54300.0,54294.0] || -> . % 3.57/3.80 54305[11:Spt:54304.0,54164.0,54165.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 54306[11:Spt:54304.0,54164.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 54307[11:MRR:59.0,54306.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 54308[11:MRR:52.0,54306.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.80 54309[11:MRR:47.0,54306.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.80 54312[11:MRR:41.0,54306.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.80 54313[11:MRR:53869.2,54312.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.80 54314[11:MRR:53867.2,54309.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 54315[11:MRR:53868.2,54308.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 54316[11:MRR:53866.2,54307.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 54317[12:Spt:54313.0] || -> pigeon_1_in_hole_5*. % 3.57/3.80 54318[12:MRR:122.1,54317.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 54321[12:MRR:121.1,54317.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 54322[12:MRR:124.1,54317.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 54323[12:MRR:54315.0,54318.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.80 54324[12:MRR:54314.0,54321.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.80 54325[12:MRR:54316.0,54322.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.80 54326[13:Spt:54323.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 54328[13:MRR:72.0,54326.0] || pigeon_2_in_hole_3* -> . % 3.57/3.80 54331[13:MRR:79.1,54326.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 54332[13:MRR:54324.0,54328.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54334[13:MRR:18.1,54332.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 54339[13:MRR:54325.0,54331.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54345[13:MRR:54334.0,54339.0] || -> . % 3.57/3.80 54346[13:Spt:54345.0,54323.0,54326.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54347[13:Spt:54345.0,54323.1] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54348[13:MRR:16.0,54347.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 54349[13:MRR:54324.1,54348.0] || -> pigeon_2_in_hole_3*. % 3.57/3.80 54353[13:MRR:74.1,54349.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 54354[13:MRR:54325.0,54353.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54359[13:MRR:23.0,23.1,54354.0,54347.0] || -> . % 3.57/3.80 54360[12:Spt:54359.0,54313.0,54317.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 54361[12:Spt:54359.0,54313.1,54313.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.80 54362[13:Spt:54361.0] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54363[13:MRR:66.1,54362.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 54364[13:MRR:65.1,54362.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.80 54367[13:MRR:68.1,54362.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 54368[13:MRR:54315.1,54363.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.80 54369[13:MRR:54314.1,54364.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.80 54370[13:MRR:54316.1,54367.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.80 54371[14:Spt:54368.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 54372[14:MRR:128.0,54371.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 54373[14:MRR:135.1,54371.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54376[14:MRR:54369.0,54372.0] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54381[14:MRR:18.1,54376.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 54383[14:MRR:54370.0,54373.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54389[14:MRR:54381.0,54383.0] || -> . % 3.57/3.80 54390[14:Spt:54389.0,54368.0,54371.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54391[14:Spt:54389.0,54368.1] || -> pigeon_3_in_hole_1*. % 3.57/3.80 54392[14:MRR:16.0,54391.0] || pigeon_2_in_hole_1* -> . % 3.57/3.80 54393[14:MRR:54369.1,54392.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 54396[14:MRR:130.1,54393.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54397[14:MRR:54370.0,54396.0] || -> pigeon_5_in_hole_1*. % 3.57/3.80 54398[14:MRR:23.0,23.1,54397.0,54391.0] || -> . % 3.57/3.80 54403[13:Spt:54398.0,54361.0,54362.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 54404[13:Spt:54398.0,54361.1] || -> pigeon_1_in_hole_1*. % 3.57/3.80 54405[13:MRR:9.1,54404.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.80 54406[13:MRR:54314.2,54405.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.80 54407[13:MRR:12.1,54404.0] || pigeon_5_in_hole_1* -> . % 3.57/3.80 54408[13:MRR:54316.2,54407.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.80 54409[13:MRR:10.1,54404.0] || pigeon_3_in_hole_1* -> . % 3.57/3.80 54410[13:MRR:54315.2,54409.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.80 54414[14:Spt:54406.0] || -> pigeon_2_in_hole_5*. % 3.57/3.80 54415[14:MRR:128.1,54414.0] || pigeon_3_in_hole_5* -> . % 3.57/3.80 54416[14:MRR:130.1,54414.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54419[14:MRR:54410.0,54415.0] || -> pigeon_3_in_hole_3*. % 3.57/3.80 54420[14:MRR:79.1,54419.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 54424[14:MRR:54408.0,54416.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 54428[14:MRR:54420.0,54424.0] || -> . % 3.57/3.80 54429[14:Spt:54428.0,54406.0,54414.0] || pigeon_2_in_hole_5* -> . % 3.57/3.80 54430[14:Spt:54428.0,54406.1] || -> pigeon_2_in_hole_3*. % 3.57/3.80 54431[14:MRR:72.1,54430.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54432[14:MRR:54410.1,54431.0] || -> pigeon_3_in_hole_5*. % 3.57/3.80 54435[14:MRR:135.1,54432.0] || pigeon_5_in_hole_5* -> . % 3.57/3.80 54436[14:MRR:54408.0,54435.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 54439[14:MRR:74.0,74.1,54436.0,54430.0] || -> . % 3.57/3.80 54440[8:Spt:54439.0,53857.0,53858.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.80 54441[8:Spt:54439.0,53857.1,53857.2,53857.3] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.80 54442[9:Spt:54441.0] || -> pigeon_7_in_hole_5*. % 3.57/3.80 54443[9:MRR:132.0,54442.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.80 54444[9:MRR:137.0,54442.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.80 54445[9:MRR:144.0,54442.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.80 54447[9:MRR:126.0,54442.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.80 54448[9:MRR:146.0,54442.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.80 54449[9:MRR:53271.1,54443.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.80 54450[9:MRR:53272.1,54444.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.80 54451[9:MRR:53268.1,54445.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.80 54452[9:MRR:53270.1,54447.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.80 54453[9:MRR:53269.1,54448.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.80 54454[10:Spt:54449.3] || -> pigeon_2_in_hole_1*. % 3.57/3.80 54455[10:MRR:9.0,54454.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.80 54456[10:MRR:16.1,54454.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.80 54457[10:MRR:18.1,54454.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.80 54461[10:MRR:19.1,54454.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.80 54462[10:MRR:54452.3,54455.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.80 54463[10:MRR:54450.3,54456.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.80 54464[10:MRR:54451.3,54457.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.80 54465[10:MRR:54453.3,54461.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.80 54466[11:Spt:54462.1] || -> pigeon_1_in_hole_3*. % 3.57/3.80 54467[11:MRR:68.1,54466.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.80 54471[11:MRR:66.1,54466.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.80 54472[11:MRR:69.1,54466.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.80 54473[11:MRR:54464.1,54467.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.80 54474[11:MRR:54463.1,54471.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.80 54475[11:MRR:54465.1,54472.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.80 54476[12:Spt:54473.1] || -> pigeon_5_in_hole_2*. % 3.57/3.80 54477[12:MRR:59.1,54476.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 54481[12:MRR:51.0,54476.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54483[12:MRR:54475.1,54477.0] || -> pigeon_6_in_hole_6*. % 3.57/3.80 54487[12:MRR:164.0,54483.0] || pigeon_3_in_hole_6* -> . % 3.57/3.80 54489[12:MRR:54474.1,54481.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 54494[12:MRR:54487.0,54489.0] || -> . % 3.57/3.80 54495[12:Spt:54494.0,54473.1,54476.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 54496[12:Spt:54494.0,54473.0] || -> pigeon_5_in_hole_6*. % 3.57/3.80 54497[12:MRR:171.1,54496.0] || pigeon_6_in_hole_6* -> . % 3.57/3.80 54498[12:MRR:54475.0,54497.0] || -> pigeon_6_in_hole_2*. % 3.57/3.80 54499[12:MRR:52.0,54498.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54504[12:MRR:54474.1,54499.0] || -> pigeon_3_in_hole_6*. % 3.57/3.80 54508[12:MRR:163.0,163.1,54496.0,54504.0] || -> . % 3.57/3.80 54509[11:Spt:54508.0,54462.1,54466.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.80 54510[11:Spt:54508.0,54462.0,54462.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.80 54511[12:Spt:54510.0] || -> pigeon_1_in_hole_6*. % 3.57/3.80 54512[12:MRR:153.1,54511.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.80 54513[12:MRR:150.1,54511.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.80 54516[12:MRR:152.1,54511.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.80 54517[12:MRR:54465.0,54512.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.80 54518[12:MRR:54463.0,54513.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.80 54519[12:MRR:54464.0,54516.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.80 54520[13:Spt:54517.0] || -> pigeon_6_in_hole_3*. % 3.57/3.80 54521[13:MRR:87.0,54520.0] || pigeon_5_in_hole_3* -> . % 3.57/3.80 54525[13:MRR:80.0,54520.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54526[13:MRR:54519.0,54521.0] || -> pigeon_5_in_hole_2*. % 3.57/3.80 54528[13:MRR:51.0,54526.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54533[13:MRR:54518.0,54525.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54539[13:MRR:54528.0,54533.0] || -> . % 3.57/3.80 54540[13:Spt:54539.0,54517.0,54520.0] || pigeon_6_in_hole_3* -> . % 3.57/3.80 54541[13:Spt:54539.0,54517.1] || -> pigeon_6_in_hole_2*. % 3.57/3.80 54542[13:MRR:59.0,54541.0] || pigeon_5_in_hole_2* -> . % 3.57/3.80 54543[13:MRR:54519.1,54542.0] || -> pigeon_5_in_hole_3*. % 3.57/3.80 54544[13:MRR:79.0,54543.0] || pigeon_3_in_hole_3* -> . % 3.57/3.80 54548[13:MRR:54518.0,54544.0] || -> pigeon_3_in_hole_2*. % 3.57/3.80 54553[13:MRR:52.0,52.1,54541.0,54548.0] || -> . % 3.57/3.80 54554[12:Spt:54553.0,54510.0,54511.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.80 54555[12:Spt:54553.0,54510.1] || -> pigeon_1_in_hole_2*. % 3.57/3.80 54556[12:MRR:40.1,54555.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.80 54557[12:MRR:54464.2,54556.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.80 54558[12:MRR:38.1,54555.0] || pigeon_3_in_hole_2* -> . % 3.57/3.80 54559[12:MRR:54463.2,54558.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.80 54560[12:MRR:41.1,54555.0] || pigeon_6_in_hole_2* -> . % 3.57/3.80 54561[12:MRR:54465.2,54560.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.80 54565[13:Spt:54557.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 54566[13:MRR:171.1,54565.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 54567[13:MRR:163.0,54565.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 54570[13:MRR:54561.0,54566.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 54571[13:MRR:80.0,54570.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 54576[13:MRR:54559.0,54567.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 54581[13:MRR:54571.0,54576.0] || -> . % 3.57/3.81 54582[13:Spt:54581.0,54557.0,54565.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54583[13:Spt:54581.0,54557.1] || -> pigeon_5_in_hole_3*. % 3.57/3.81 54584[13:MRR:87.1,54583.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 54585[13:MRR:54561.1,54584.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 54586[13:MRR:164.0,54585.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 54589[13:MRR:54559.0,54586.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 54593[13:MRR:79.0,79.1,54583.0,54589.0] || -> . % 3.57/3.81 54594[10:Spt:54593.0,54449.3,54454.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.81 54595[10:Spt:54593.0,54449.0,54449.1,54449.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 54596[11:Spt:54595.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 54597[11:MRR:158.1,54596.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 54598[11:MRR:159.1,54596.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 54599[11:MRR:156.1,54596.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 54601[11:MRR:149.0,54596.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 54602[11:MRR:54451.0,54597.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 54603[11:MRR:54453.0,54598.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 54604[11:MRR:54450.0,54599.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 54605[11:MRR:54452.0,54601.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 54606[12:Spt:54602.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 54607[12:MRR:87.1,54606.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 54608[12:MRR:79.0,54606.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 54612[12:MRR:68.0,54606.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 54613[12:MRR:54603.0,54607.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 54614[12:MRR:54604.0,54608.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 54615[12:MRR:54605.0,54612.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 54616[13:Spt:54613.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 54618[13:MRR:52.0,54616.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 54619[13:MRR:41.0,54616.0] || pigeon_1_in_hole_2* -> . % 3.57/3.81 54623[13:MRR:54614.0,54618.0] || -> pigeon_3_in_hole_1*. % 3.57/3.81 54624[13:MRR:10.0,54623.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54630[13:MRR:54615.0,54619.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54636[13:MRR:54624.0,54630.0] || -> . % 3.57/3.81 54637[13:Spt:54636.0,54613.0,54616.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 54638[13:Spt:54636.0,54613.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54639[13:MRR:24.0,54638.0] || pigeon_3_in_hole_1* -> . % 3.57/3.81 54640[13:MRR:54614.1,54639.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 54642[13:MRR:38.0,54640.0] || pigeon_1_in_hole_2* -> . % 3.57/3.81 54646[13:MRR:54615.0,54642.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54647[13:MRR:13.0,13.1,54638.0,54646.0] || -> . % 3.57/3.81 54652[12:Spt:54647.0,54602.0,54606.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 54653[12:Spt:54647.0,54602.1,54602.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 54654[13:Spt:54653.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 54655[13:MRR:59.1,54654.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 54656[13:MRR:51.0,54654.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 54657[13:MRR:40.0,54654.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.81 54661[13:MRR:54603.1,54655.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 54662[13:MRR:54604.1,54656.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.81 54663[13:MRR:54605.1,54657.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 54664[14:Spt:54661.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 54668[14:MRR:80.0,54664.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 54669[14:MRR:69.0,54664.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 54670[14:MRR:54662.0,54668.0] || -> pigeon_3_in_hole_1*. % 3.57/3.81 54676[14:MRR:10.0,54670.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54677[14:MRR:54663.0,54669.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54683[14:MRR:54676.0,54677.0] || -> . % 3.57/3.81 54684[14:Spt:54683.0,54661.0,54664.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 54685[14:Spt:54683.0,54661.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54686[14:MRR:24.0,54685.0] || pigeon_3_in_hole_1* -> . % 3.57/3.81 54687[14:MRR:54662.1,54686.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 54691[14:MRR:66.0,54687.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 54692[14:MRR:54663.0,54691.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54697[14:MRR:13.0,13.1,54685.0,54692.0] || -> . % 3.57/3.81 54698[13:Spt:54697.0,54653.0,54654.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 54699[13:Spt:54697.0,54653.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54700[13:MRR:23.0,54699.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 54701[13:MRR:54604.2,54700.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 54702[13:MRR:12.0,54699.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54703[13:MRR:54605.2,54702.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.81 54704[13:MRR:31.1,54699.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 54705[13:MRR:54603.2,54704.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 54709[14:Spt:54701.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 54710[14:MRR:80.1,54709.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 54711[14:MRR:66.0,54709.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 54715[14:MRR:54705.0,54710.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 54719[14:MRR:41.0,54715.0] || pigeon_1_in_hole_2* -> . % 3.57/3.81 54721[14:MRR:54703.0,54711.0] || -> pigeon_1_in_hole_2*. % 3.57/3.81 54726[14:MRR:54719.0,54721.0] || -> . % 3.57/3.81 54727[14:Spt:54726.0,54701.0,54709.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 54728[14:Spt:54726.0,54701.1] || -> pigeon_3_in_hole_2*. % 3.57/3.81 54729[14:MRR:52.1,54728.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 54730[14:MRR:54705.1,54729.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 54731[14:MRR:69.0,54730.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 54735[14:MRR:54703.0,54731.0] || -> pigeon_1_in_hole_2*. % 3.57/3.81 54739[14:MRR:38.0,38.1,54728.0,54735.0] || -> . % 3.57/3.81 54740[11:Spt:54739.0,54595.0,54596.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 54741[11:Spt:54739.0,54595.1,54595.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 54742[12:Spt:54741.0] || -> pigeon_2_in_hole_3*. % 3.57/3.81 54743[12:MRR:72.1,54742.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 54744[12:MRR:75.1,54742.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 54745[12:MRR:65.0,54742.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 54748[12:MRR:74.1,54742.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 54749[12:MRR:54450.1,54743.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 54750[12:MRR:54453.1,54744.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 54751[12:MRR:54452.1,54745.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 54752[12:MRR:54451.1,54748.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 54753[13:Spt:54749.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 54754[13:MRR:163.1,54753.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 54755[13:MRR:164.1,54753.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 54757[13:MRR:150.0,54753.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 54758[13:MRR:54752.0,54754.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 54759[13:MRR:54750.0,54755.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 54760[13:MRR:54751.0,54757.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 54761[14:Spt:54758.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 54765[14:MRR:40.0,54761.0] || pigeon_1_in_hole_2* -> . % 3.57/3.81 54767[14:MRR:59.1,54761.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 54768[14:MRR:54760.0,54765.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54774[14:MRR:13.1,54768.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 54775[14:MRR:54759.0,54767.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54781[14:MRR:54774.0,54775.0] || -> . % 3.57/3.81 54782[14:Spt:54781.0,54758.0,54761.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 54783[14:Spt:54781.0,54758.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54784[14:MRR:12.0,54783.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54785[14:MRR:54760.1,54784.0] || -> pigeon_1_in_hole_2*. % 3.57/3.81 54789[14:MRR:41.1,54785.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 54791[14:MRR:54759.0,54789.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54795[14:MRR:31.0,31.1,54791.0,54783.0] || -> . % 3.57/3.81 54797[13:Spt:54795.0,54749.0,54753.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 54798[13:Spt:54795.0,54749.1,54749.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 54799[14:Spt:54798.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 54800[14:MRR:51.1,54799.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 54801[14:MRR:38.0,54799.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.81 54805[14:MRR:52.1,54799.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 54806[14:MRR:54752.1,54800.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.81 54807[14:MRR:54751.1,54801.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.81 54808[14:MRR:54750.1,54805.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.81 54809[15:Spt:54806.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 54811[15:MRR:171.1,54809.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 54812[15:MRR:152.0,54809.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54813[15:MRR:54808.0,54811.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54814[15:MRR:13.0,54813.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54820[15:MRR:54807.0,54812.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54826[15:MRR:54814.0,54820.0] || -> . % 3.57/3.81 54827[15:Spt:54826.0,54806.0,54809.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54828[15:Spt:54826.0,54806.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54829[15:MRR:31.1,54828.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 54830[15:MRR:54808.1,54829.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 54832[15:MRR:153.0,54830.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54833[15:MRR:54807.0,54832.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54838[15:MRR:12.0,12.1,54828.0,54833.0] || -> . % 3.57/3.81 54839[14:Spt:54838.0,54798.0,54799.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 54840[14:Spt:54838.0,54798.1] || -> pigeon_3_in_hole_1*. % 3.57/3.81 54841[14:MRR:24.1,54840.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 54842[14:MRR:54750.2,54841.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.81 54843[14:MRR:10.0,54840.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54844[14:MRR:54751.2,54843.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.57/3.81 54848[14:MRR:23.1,54840.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 54849[14:MRR:54752.2,54848.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.81 54850[15:Spt:54842.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 54851[15:MRR:171.0,54850.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54852[15:MRR:153.0,54850.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54854[15:MRR:54849.0,54851.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 54856[15:MRR:40.0,54854.0] || pigeon_1_in_hole_2* -> . % 3.57/3.81 54860[15:MRR:54844.0,54852.0] || -> pigeon_1_in_hole_2*. % 3.57/3.81 54865[15:MRR:54856.0,54860.0] || -> . % 3.57/3.81 54866[15:Spt:54865.0,54842.0,54850.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 54867[15:Spt:54865.0,54842.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 54868[15:MRR:59.0,54867.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 54869[15:MRR:54849.1,54868.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 54870[15:MRR:152.0,54869.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54872[15:MRR:54844.0,54870.0] || -> pigeon_1_in_hole_2*. % 3.57/3.81 54876[15:MRR:41.0,41.1,54867.0,54872.0] || -> . % 3.57/3.81 54877[12:Spt:54876.0,54741.0,54742.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.81 54878[12:Spt:54876.0,54741.1] || -> pigeon_2_in_hole_2*. % 3.57/3.81 54879[12:MRR:46.1,54878.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 54880[12:MRR:37.0,54878.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.81 54881[12:MRR:47.1,54878.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 54884[12:MRR:44.1,54878.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 54885[12:MRR:54450.2,54884.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.81 54886[12:MRR:54453.2,54881.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 54887[12:MRR:54452.2,54880.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 54888[12:MRR:54451.2,54879.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 54889[13:Spt:54885.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 54890[13:MRR:150.0,54889.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 54892[13:MRR:164.1,54889.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 54893[13:MRR:163.1,54889.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 54894[13:MRR:54887.0,54890.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 54895[13:MRR:54886.0,54892.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 54896[13:MRR:54888.0,54893.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 54897[14:Spt:54894.0] || -> pigeon_1_in_hole_3*. % 3.57/3.81 54899[14:MRR:69.1,54897.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 54902[14:MRR:68.1,54897.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 54903[14:MRR:54895.0,54899.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54905[14:MRR:31.0,54903.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 54910[14:MRR:54896.0,54902.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54916[14:MRR:54905.0,54910.0] || -> . % 3.57/3.81 54917[14:Spt:54916.0,54894.0,54897.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 54918[14:Spt:54916.0,54894.1] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54919[14:MRR:13.1,54918.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 54920[14:MRR:54895.1,54919.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 54924[14:MRR:87.0,54920.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 54925[14:MRR:54896.0,54924.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54930[14:MRR:12.0,12.1,54925.0,54918.0] || -> . % 3.57/3.81 54931[13:Spt:54930.0,54885.0,54889.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 54932[13:Spt:54930.0,54885.1,54885.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.81 54933[14:Spt:54932.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 54934[14:MRR:66.0,54933.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 54935[14:MRR:80.1,54933.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 54938[14:MRR:79.1,54933.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 54939[14:MRR:54887.1,54934.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.57/3.81 54940[14:MRR:54886.1,54935.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.81 54941[14:MRR:54888.1,54938.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.81 54942[15:Spt:54939.0] || -> pigeon_1_in_hole_6*. % 3.57/3.81 54943[15:MRR:153.1,54942.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 54944[15:MRR:152.1,54942.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54946[15:MRR:54940.0,54943.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 54951[15:MRR:31.0,54946.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 54953[15:MRR:54941.0,54944.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54959[15:MRR:54951.0,54953.0] || -> . % 3.57/3.81 54960[15:Spt:54959.0,54939.0,54942.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54961[15:Spt:54959.0,54939.1] || -> pigeon_1_in_hole_1*. % 3.57/3.81 54962[15:MRR:13.1,54961.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 54963[15:MRR:54940.1,54962.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 54965[15:MRR:171.0,54963.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54966[15:MRR:54941.0,54965.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 54967[15:MRR:12.0,12.1,54966.0,54961.0] || -> . % 3.57/3.81 54972[14:Spt:54967.0,54932.0,54933.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 54973[14:Spt:54967.0,54932.1] || -> pigeon_3_in_hole_1*. % 3.57/3.81 54974[14:MRR:24.1,54973.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 54975[14:MRR:54886.2,54974.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.81 54976[14:MRR:23.1,54973.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 54977[14:MRR:54888.2,54976.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.81 54978[14:MRR:10.0,54973.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 54979[14:MRR:54887.2,54978.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.57/3.81 54983[15:Spt:54975.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 54984[15:MRR:153.0,54983.0] || pigeon_1_in_hole_6* -> . % 3.57/3.81 54985[15:MRR:171.0,54983.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 54987[15:MRR:54979.0,54984.0] || -> pigeon_1_in_hole_3*. % 3.57/3.81 54988[15:MRR:68.1,54987.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 54992[15:MRR:54977.0,54985.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 54996[15:MRR:54988.0,54992.0] || -> . % 3.57/3.81 54997[15:Spt:54996.0,54975.0,54983.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 54998[15:Spt:54996.0,54975.1] || -> pigeon_6_in_hole_3*. % 3.57/3.81 54999[15:MRR:69.0,54998.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 55000[15:MRR:54979.1,54999.0] || -> pigeon_1_in_hole_6*. % 3.57/3.81 55002[15:MRR:152.1,55000.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55003[15:MRR:54977.0,55002.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55006[15:MRR:87.0,87.1,54998.0,55003.0] || -> . % 3.57/3.81 55007[9:Spt:55006.0,54441.0,54442.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 55008[9:Spt:55006.0,54441.1,54441.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 55009[10:Spt:55008.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 55010[10:MRR:70.0,55009.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 55011[10:MRR:88.0,55009.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 55012[10:MRR:90.0,55009.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 55014[10:MRR:81.0,55009.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 55015[10:MRR:76.0,55009.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.81 55016[10:MRR:53270.2,55010.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 55017[10:MRR:53268.2,55011.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 55018[10:MRR:53269.2,55012.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 55019[10:MRR:53272.2,55014.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 55020[10:MRR:53271.2,55015.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 55021[11:Spt:55016.3] || -> pigeon_1_in_hole_1*. % 3.57/3.81 55022[11:MRR:13.1,55021.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 55023[11:MRR:12.1,55021.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.81 55024[11:MRR:10.1,55021.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 55028[11:MRR:9.1,55021.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.81 55029[11:MRR:55018.3,55022.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.81 55030[11:MRR:55017.3,55023.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 55031[11:MRR:55019.3,55024.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55032[11:MRR:55020.3,55028.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55033[12:Spt:55029.2] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55034[12:MRR:59.0,55033.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 55036[12:MRR:47.0,55033.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55039[12:MRR:52.0,55033.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55040[12:MRR:55030.2,55034.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.81 55041[12:MRR:55032.2,55036.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.81 55042[12:MRR:55031.2,55039.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.57/3.81 55043[13:Spt:55040.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 55047[13:MRR:163.0,55043.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55048[13:MRR:158.0,55043.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55049[13:MRR:55042.0,55047.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55050[13:MRR:128.0,55049.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55055[13:MRR:55041.0,55048.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55060[13:MRR:55050.0,55055.0] || -> . % 3.57/3.81 55061[13:Spt:55060.0,55040.0,55043.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55062[13:Spt:55060.0,55040.1] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55063[13:MRR:135.0,55062.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55064[13:MRR:55042.1,55063.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 55068[13:MRR:156.0,55064.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55069[13:MRR:55041.0,55068.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55072[13:MRR:130.0,130.1,55062.0,55069.0] || -> . % 3.57/3.81 55074[12:Spt:55072.0,55029.2,55033.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 55075[12:Spt:55072.0,55029.0,55029.1] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.81 55076[13:Spt:55075.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55077[13:MRR:171.0,55076.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55078[13:MRR:164.0,55076.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55081[13:MRR:159.0,55076.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55082[13:MRR:55030.0,55077.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 55083[13:MRR:55031.0,55078.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55084[13:MRR:55032.0,55081.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55085[14:Spt:55082.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55086[14:MRR:135.0,55085.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55087[14:MRR:130.0,55085.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55091[14:MRR:55083.0,55086.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55094[14:MRR:44.0,55091.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55097[14:MRR:55084.0,55087.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55102[14:MRR:55094.0,55097.0] || -> . % 3.57/3.81 55103[14:Spt:55102.0,55082.0,55085.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55104[14:Spt:55102.0,55082.1] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55105[14:MRR:51.0,55104.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 55106[14:MRR:55083.1,55105.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55110[14:MRR:128.0,55106.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55111[14:MRR:55084.0,55110.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55115[14:MRR:46.0,46.1,55104.0,55111.0] || -> . % 3.57/3.81 55116[13:Spt:55115.0,55075.0,55076.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55117[13:Spt:55115.0,55075.1] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55118[13:MRR:143.0,55117.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55119[13:MRR:55030.1,55118.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.81 55120[13:MRR:136.0,55117.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55121[13:MRR:55031.1,55120.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.57/3.81 55122[13:MRR:131.0,55117.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55123[13:MRR:55032.1,55122.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.81 55126[14:Spt:55119.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 55127[14:MRR:158.0,55126.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55128[14:MRR:163.0,55126.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55131[14:MRR:55123.0,55127.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55132[14:MRR:44.1,55131.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 55137[14:MRR:55121.0,55128.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55142[14:MRR:55132.0,55137.0] || -> . % 3.57/3.81 55143[14:Spt:55142.0,55119.0,55126.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55144[14:Spt:55142.0,55119.1] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55145[14:MRR:46.0,55144.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55146[14:MRR:55123.1,55145.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55147[14:MRR:156.1,55146.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55150[14:MRR:55121.0,55147.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55154[14:MRR:51.0,51.1,55144.0,55150.0] || -> . % 3.57/3.81 55155[11:Spt:55154.0,55016.3,55021.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 55156[11:Spt:55154.0,55016.0,55016.1,55016.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.81 55157[12:Spt:55156.0] || -> pigeon_1_in_hole_6*. % 3.57/3.81 55158[12:MRR:152.1,55157.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55159[12:MRR:149.1,55157.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55160[12:MRR:150.1,55157.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55162[12:MRR:153.1,55157.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55163[12:MRR:55017.0,55158.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 55164[12:MRR:55020.0,55159.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 55165[12:MRR:55019.0,55160.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 55166[12:MRR:55018.0,55162.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 55167[13:Spt:55163.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55168[13:MRR:143.1,55167.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55171[13:MRR:130.0,55167.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55172[13:MRR:135.0,55167.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55173[13:MRR:55166.0,55168.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 55174[13:MRR:55164.0,55171.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 55175[13:MRR:55165.0,55172.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 55176[14:Spt:55173.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55177[14:MRR:52.0,55176.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 55180[14:MRR:47.0,55176.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55183[14:MRR:55175.0,55177.0] || -> pigeon_3_in_hole_1*. % 3.57/3.81 55189[14:MRR:16.0,55183.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55190[14:MRR:55174.0,55180.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55196[14:MRR:55189.0,55190.0] || -> . % 3.57/3.81 55197[14:Spt:55196.0,55173.0,55176.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55198[14:Spt:55196.0,55173.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55199[14:MRR:24.0,55198.0] || pigeon_3_in_hole_1* -> . % 3.57/3.81 55200[14:MRR:55175.1,55199.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55201[14:MRR:44.0,55200.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55206[14:MRR:55174.0,55201.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55211[14:MRR:19.0,19.1,55198.0,55206.0] || -> . % 3.57/3.81 55212[13:Spt:55211.0,55163.0,55167.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55213[13:Spt:55211.0,55163.1,55163.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 55214[14:Spt:55213.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55215[14:MRR:59.1,55214.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 55216[14:MRR:51.0,55214.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55219[14:MRR:46.0,55214.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55221[14:MRR:55166.1,55215.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.81 55222[14:MRR:55165.1,55216.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.81 55223[14:MRR:55164.1,55219.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.81 55224[15:Spt:55221.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55225[15:MRR:136.0,55224.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55226[15:MRR:131.0,55224.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55229[15:MRR:55222.0,55225.0] || -> pigeon_3_in_hole_1*. % 3.57/3.81 55231[15:MRR:16.0,55229.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55236[15:MRR:55223.0,55226.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55242[15:MRR:55231.0,55236.0] || -> . % 3.57/3.81 55243[15:Spt:55242.0,55221.0,55224.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55244[15:Spt:55242.0,55221.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55245[15:MRR:24.0,55244.0] || pigeon_3_in_hole_1* -> . % 3.57/3.81 55246[15:MRR:55222.1,55245.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55249[15:MRR:128.0,55246.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55250[15:MRR:55223.0,55249.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55251[15:MRR:19.0,19.1,55244.0,55250.0] || -> . % 3.57/3.81 55256[14:Spt:55251.0,55213.0,55214.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 55257[14:Spt:55251.0,55213.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55258[14:MRR:23.0,55257.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 55259[14:MRR:55165.2,55258.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55260[14:MRR:18.0,55257.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55261[14:MRR:55164.2,55260.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55262[14:MRR:31.1,55257.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 55263[14:MRR:55166.2,55262.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.81 55267[15:Spt:55259.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55268[15:MRR:136.1,55267.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55269[15:MRR:128.0,55267.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55272[15:MRR:55263.0,55268.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55274[15:MRR:47.0,55272.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55278[15:MRR:55261.0,55269.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55283[15:MRR:55274.0,55278.0] || -> . % 3.57/3.81 55284[15:Spt:55283.0,55259.0,55267.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55285[15:Spt:55283.0,55259.1] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55286[15:MRR:52.1,55285.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55287[15:MRR:55263.1,55286.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55290[15:MRR:131.0,55287.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55291[15:MRR:55261.0,55290.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55295[15:MRR:44.0,44.1,55285.0,55291.0] || -> . % 3.57/3.81 55296[12:Spt:55295.0,55156.0,55157.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 55297[12:Spt:55295.0,55156.1,55156.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.57/3.81 55298[13:Spt:55297.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 55299[13:MRR:122.1,55298.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55300[13:MRR:125.1,55298.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55301[13:MRR:121.1,55298.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55303[13:MRR:124.1,55298.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55304[13:MRR:55019.1,55299.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 55305[13:MRR:55018.1,55300.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 55306[13:MRR:55020.1,55301.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 55307[13:MRR:55017.1,55303.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 55308[14:Spt:55304.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 55309[14:MRR:163.1,55308.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55310[14:MRR:156.0,55308.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55312[14:MRR:164.1,55308.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55313[14:MRR:55307.0,55309.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 55314[14:MRR:55306.0,55310.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 55315[14:MRR:55305.0,55312.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 55316[15:Spt:55313.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55318[15:MRR:46.0,55316.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55322[15:MRR:59.1,55316.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55323[15:MRR:55314.0,55318.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55326[15:MRR:19.1,55323.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 55330[15:MRR:55315.0,55322.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55336[15:MRR:55326.0,55330.0] || -> . % 3.57/3.81 55337[15:Spt:55336.0,55313.0,55316.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55338[15:Spt:55336.0,55313.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55339[15:MRR:18.0,55338.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55340[15:MRR:55314.1,55339.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55342[15:MRR:47.1,55340.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55346[15:MRR:55315.0,55342.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55350[15:MRR:31.0,31.1,55346.0,55338.0] || -> . % 3.57/3.81 55352[14:Spt:55350.0,55304.0,55308.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55353[14:Spt:55350.0,55304.1,55304.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 55354[15:Spt:55353.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55355[15:MRR:51.1,55354.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 55356[15:MRR:44.0,55354.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55360[15:MRR:52.1,55354.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 55361[15:MRR:55307.1,55355.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.81 55362[15:MRR:55306.1,55356.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.81 55363[15:MRR:55305.1,55360.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.81 55364[16:Spt:55361.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 55366[16:MRR:158.0,55364.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55367[16:MRR:171.1,55364.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55368[16:MRR:55362.0,55366.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55373[16:MRR:19.1,55368.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 55375[16:MRR:55363.0,55367.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55381[16:MRR:55373.0,55375.0] || -> . % 3.57/3.81 55382[16:Spt:55381.0,55361.0,55364.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55383[16:Spt:55381.0,55361.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55384[16:MRR:18.0,55383.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55385[16:MRR:55362.1,55384.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55387[16:MRR:159.1,55385.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55388[16:MRR:55363.0,55387.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55390[16:MRR:31.0,31.1,55388.0,55383.0] || -> . % 3.57/3.81 55394[15:Spt:55390.0,55353.0,55354.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55395[15:Spt:55390.0,55353.1] || -> pigeon_3_in_hole_1*. % 3.57/3.81 55396[15:MRR:16.0,55395.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.81 55397[15:MRR:55306.2,55396.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.81 55398[15:MRR:24.1,55395.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 55399[15:MRR:55305.2,55398.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.81 55400[15:MRR:23.1,55395.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 55401[15:MRR:55307.2,55400.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.81 55405[16:Spt:55397.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55406[16:MRR:158.1,55405.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55407[16:MRR:159.1,55405.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55409[16:MRR:55401.0,55406.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55410[16:MRR:59.1,55409.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55415[16:MRR:55399.0,55407.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55420[16:MRR:55410.0,55415.0] || -> . % 3.57/3.81 55421[16:Spt:55420.0,55397.0,55405.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55422[16:Spt:55420.0,55397.1] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55423[16:MRR:46.1,55422.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55424[16:MRR:55401.1,55423.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 55425[16:MRR:171.1,55424.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55427[16:MRR:55399.0,55425.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55431[16:MRR:47.0,47.1,55427.0,55422.0] || -> . % 3.57/3.81 55432[13:Spt:55431.0,55297.0,55298.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 55433[13:Spt:55431.0,55297.1] || -> pigeon_1_in_hole_2*. % 3.57/3.81 55434[13:MRR:40.1,55433.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 55435[13:MRR:41.1,55433.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 55438[13:MRR:37.1,55433.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55439[13:MRR:38.1,55433.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55440[13:MRR:55019.2,55439.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.81 55441[13:MRR:55018.2,55435.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.81 55442[13:MRR:55020.2,55438.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.81 55443[13:MRR:55017.2,55434.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.81 55444[14:Spt:55440.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 55445[14:MRR:164.1,55444.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55447[14:MRR:156.0,55444.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55448[14:MRR:163.1,55444.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55449[14:MRR:55441.0,55445.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.81 55450[14:MRR:55442.0,55447.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.57/3.81 55451[14:MRR:55443.0,55448.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.81 55452[15:Spt:55449.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55454[15:MRR:131.0,55452.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55456[15:MRR:143.0,55452.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55457[15:MRR:55450.0,55454.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55459[15:MRR:18.1,55457.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 55464[15:MRR:55451.0,55456.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55470[15:MRR:55459.0,55464.0] || -> . % 3.57/3.81 55471[15:Spt:55470.0,55449.0,55452.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55472[15:Spt:55470.0,55449.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55473[15:MRR:19.0,55472.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55474[15:MRR:55450.1,55473.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55477[15:MRR:130.1,55474.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55478[15:MRR:55451.0,55477.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55483[15:MRR:31.0,31.1,55472.0,55478.0] || -> . % 3.57/3.81 55484[14:Spt:55483.0,55440.0,55444.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55485[14:Spt:55483.0,55440.1,55440.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.57/3.81 55486[15:Spt:55485.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55487[15:MRR:136.1,55486.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55488[15:MRR:128.0,55486.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55490[15:MRR:135.1,55486.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55491[15:MRR:55441.1,55487.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.57/3.81 55492[15:MRR:55442.1,55488.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.57/3.81 55493[15:MRR:55443.1,55490.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.57/3.81 55494[16:Spt:55491.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55495[16:MRR:159.0,55494.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55496[16:MRR:171.0,55494.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55498[16:MRR:55492.0,55495.0] || -> pigeon_2_in_hole_1*. % 3.57/3.81 55503[16:MRR:18.1,55498.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 55505[16:MRR:55493.0,55496.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55511[16:MRR:55503.0,55505.0] || -> . % 3.57/3.81 55512[16:Spt:55511.0,55491.0,55494.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55513[16:Spt:55511.0,55491.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 55514[16:MRR:19.0,55513.0] || pigeon_2_in_hole_1* -> . % 3.57/3.81 55515[16:MRR:55492.1,55514.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55517[16:MRR:158.1,55515.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55518[16:MRR:55493.0,55517.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 55519[16:MRR:31.0,31.1,55513.0,55518.0] || -> . % 3.57/3.81 55524[15:Spt:55519.0,55485.0,55486.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55525[15:Spt:55519.0,55485.1] || -> pigeon_3_in_hole_1*. % 3.57/3.81 55526[15:MRR:16.0,55525.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.81 55527[15:MRR:55442.2,55526.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.81 55528[15:MRR:23.1,55525.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 55529[15:MRR:55443.2,55528.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.81 55530[15:MRR:24.1,55525.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 55531[15:MRR:55441.2,55530.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.81 55535[16:Spt:55527.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55536[16:MRR:159.1,55535.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55537[16:MRR:158.1,55535.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55539[16:MRR:55531.0,55536.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55540[16:MRR:143.0,55539.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55543[16:MRR:55529.0,55537.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55546[16:MRR:55540.0,55543.0] || -> . % 3.57/3.81 55547[16:Spt:55546.0,55527.0,55535.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55548[16:Spt:55546.0,55527.1] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55549[16:MRR:131.1,55548.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55550[16:MRR:55531.1,55549.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55552[16:MRR:171.0,55550.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55553[16:MRR:55529.0,55552.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55555[16:MRR:130.0,130.1,55553.0,55548.0] || -> . % 3.57/3.81 55556[10:Spt:55555.0,55008.0,55009.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 55557[10:Spt:55555.0,55008.1] || -> pigeon_7_in_hole_1*. % 3.57/3.81 55558[10:MRR:20.0,55557.0] || pigeon_2_in_hole_1*+ -> . % 3.57/3.81 55559[10:MRR:32.0,55557.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.81 55560[10:MRR:34.0,55557.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 55561[10:MRR:25.0,55557.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 55564[10:MRR:14.0,55557.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 55565[10:MRR:53270.4,55564.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.81 55566[10:MRR:53268.4,55559.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 55567[10:MRR:53269.4,55560.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 55568[10:MRR:53272.4,55561.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 55569[10:MRR:53271.4,55558.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 55570[11:Spt:55565.3] || -> pigeon_1_in_hole_2*. % 3.57/3.81 55571[11:MRR:40.1,55570.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 55572[11:MRR:41.1,55570.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 55575[11:MRR:37.1,55570.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55576[11:MRR:38.1,55570.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55577[11:MRR:55566.3,55571.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 55578[11:MRR:55567.3,55572.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.81 55579[11:MRR:55569.3,55575.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.81 55580[11:MRR:55568.3,55576.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 55581[12:Spt:55577.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 55582[12:MRR:158.0,55581.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55583[12:MRR:171.1,55581.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55585[12:MRR:163.0,55581.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55587[12:MRR:55579.0,55582.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.81 55588[12:MRR:55578.0,55583.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.81 55589[12:MRR:55580.0,55585.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 55590[13:Spt:55587.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55591[13:MRR:131.1,55590.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55594[13:MRR:128.1,55590.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55596[13:MRR:55588.0,55591.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 55600[13:MRR:80.0,55596.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 55602[13:MRR:55589.0,55594.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55607[13:MRR:55600.0,55602.0] || -> . % 3.57/3.81 55608[13:Spt:55607.0,55587.0,55590.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55609[13:Spt:55607.0,55587.1] || -> pigeon_2_in_hole_3*. % 3.57/3.81 55610[13:MRR:75.1,55609.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 55611[13:MRR:55588.1,55610.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55614[13:MRR:136.0,55611.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55616[13:MRR:55589.0,55614.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55617[13:MRR:72.0,72.1,55616.0,55609.0] || -> . % 3.57/3.81 55621[12:Spt:55617.0,55577.0,55581.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55622[12:Spt:55617.0,55577.1,55577.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 55623[13:Spt:55622.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55624[13:MRR:130.0,55623.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55625[13:MRR:143.1,55623.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55627[13:MRR:135.0,55623.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55629[13:MRR:55579.1,55624.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.81 55630[13:MRR:55578.1,55625.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.81 55631[13:MRR:55580.1,55627.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.57/3.81 55632[14:Spt:55629.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55634[14:MRR:159.1,55632.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55635[14:MRR:156.1,55632.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55637[14:MRR:55630.0,55634.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 55639[14:MRR:80.0,55637.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 55643[14:MRR:55631.0,55635.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55648[14:MRR:55639.0,55643.0] || -> . % 3.57/3.81 55649[14:Spt:55648.0,55629.0,55632.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55650[14:Spt:55648.0,55629.1] || -> pigeon_2_in_hole_3*. % 3.57/3.81 55651[14:MRR:75.1,55650.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 55652[14:MRR:55630.1,55651.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55654[14:MRR:164.0,55652.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55656[14:MRR:55631.0,55654.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55660[14:MRR:72.0,72.1,55656.0,55650.0] || -> . % 3.57/3.81 55661[13:Spt:55660.0,55622.0,55623.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55662[13:Spt:55660.0,55622.1] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55663[13:MRR:87.1,55662.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 55664[13:MRR:55578.2,55663.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.81 55665[13:MRR:79.0,55662.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 55666[13:MRR:55580.2,55665.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.57/3.81 55667[13:MRR:74.0,55662.0] || pigeon_2_in_hole_3* -> . % 3.57/3.81 55668[13:MRR:55579.2,55667.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.81 55671[14:Spt:55664.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55672[14:MRR:159.0,55671.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55674[14:MRR:164.0,55671.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55676[14:MRR:55668.0,55672.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55678[14:MRR:128.1,55676.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55681[14:MRR:55666.0,55674.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55685[14:MRR:55678.0,55681.0] || -> . % 3.57/3.81 55686[14:Spt:55685.0,55664.0,55671.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55687[14:Spt:55685.0,55664.1] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55688[14:MRR:131.0,55687.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55689[14:MRR:55668.1,55688.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55691[14:MRR:156.1,55689.0] || pigeon_3_in_hole_6* -> . % 3.57/3.81 55693[14:MRR:55666.0,55691.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55696[14:MRR:136.0,136.1,55687.0,55693.0] || -> . % 3.57/3.81 55697[11:Spt:55696.0,55565.3,55570.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.81 55698[11:Spt:55696.0,55565.0,55565.1,55565.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.81 55699[12:Spt:55698.0] || -> pigeon_1_in_hole_6*. % 3.57/3.81 55700[12:MRR:153.1,55699.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55701[12:MRR:149.1,55699.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55703[12:MRR:150.1,55699.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55704[12:MRR:152.1,55699.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55705[12:MRR:55567.0,55700.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 55706[12:MRR:55569.0,55701.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 55707[12:MRR:55568.0,55703.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 55708[12:MRR:55566.0,55704.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 55709[13:Spt:55705.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 55710[13:MRR:131.0,55709.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55711[13:MRR:136.0,55709.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55714[13:MRR:143.0,55709.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55715[13:MRR:55706.0,55710.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 55716[13:MRR:55707.0,55711.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 55717[13:MRR:55708.0,55714.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 55718[14:Spt:55715.0] || -> pigeon_2_in_hole_3*. % 3.57/3.81 55720[14:MRR:72.1,55718.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 55721[14:MRR:74.1,55718.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 55724[14:MRR:55716.0,55720.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55725[14:MRR:51.1,55724.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55730[14:MRR:55717.0,55721.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55735[14:MRR:55725.0,55730.0] || -> . % 3.57/3.81 55736[14:Spt:55735.0,55715.0,55718.0] || pigeon_2_in_hole_3* -> . % 3.57/3.81 55737[14:Spt:55735.0,55715.1] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55738[14:MRR:44.1,55737.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 55739[14:MRR:55716.1,55738.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55741[14:MRR:79.1,55739.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 55744[14:MRR:55717.0,55741.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55748[14:MRR:46.0,46.1,55744.0,55737.0] || -> . % 3.57/3.81 55749[13:Spt:55748.0,55705.0,55709.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55750[13:Spt:55748.0,55705.1,55705.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 55751[14:Spt:55750.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 55752[14:MRR:75.0,55751.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.81 55753[14:MRR:80.0,55751.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 55754[14:MRR:87.0,55751.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 55757[14:MRR:55706.1,55752.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55758[14:MRR:55707.1,55753.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55759[14:MRR:55708.1,55754.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 55760[15:Spt:55757.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55762[15:MRR:128.1,55760.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55764[15:MRR:130.1,55760.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55765[15:MRR:55758.0,55762.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55770[15:MRR:51.1,55765.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55771[15:MRR:55759.0,55764.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55776[15:MRR:55770.0,55771.0] || -> . % 3.57/3.81 55777[15:Spt:55776.0,55757.0,55760.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55778[15:Spt:55776.0,55757.1] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55779[15:MRR:44.1,55778.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 55780[15:MRR:55758.1,55779.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55783[15:MRR:135.1,55780.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55784[15:MRR:55759.0,55783.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55785[15:MRR:46.0,46.1,55784.0,55778.0] || -> . % 3.57/3.81 55789[14:Spt:55785.0,55750.0,55751.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 55790[14:Spt:55785.0,55750.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55791[14:MRR:52.0,55790.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 55792[14:MRR:55707.2,55791.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 55793[14:MRR:59.0,55790.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55794[14:MRR:55708.2,55793.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 55795[14:MRR:47.0,55790.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55796[14:MRR:55706.2,55795.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.57/3.81 55799[15:Spt:55792.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55800[15:MRR:128.0,55799.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55801[15:MRR:135.1,55799.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55804[15:MRR:55796.0,55800.0] || -> pigeon_2_in_hole_3*. % 3.57/3.81 55807[15:MRR:74.1,55804.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 55809[15:MRR:55794.0,55801.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55813[15:MRR:55807.0,55809.0] || -> . % 3.57/3.81 55814[15:Spt:55813.0,55792.0,55799.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 55815[15:Spt:55813.0,55792.1] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55816[15:MRR:72.0,55815.0] || pigeon_2_in_hole_3* -> . % 3.57/3.81 55817[15:MRR:55796.1,55816.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55818[15:MRR:130.1,55817.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55821[15:MRR:55794.0,55818.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55824[15:MRR:79.0,79.1,55821.0,55815.0] || -> . % 3.57/3.81 55825[12:Spt:55824.0,55698.0,55699.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 55826[12:Spt:55824.0,55698.1,55698.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.81 55827[13:Spt:55826.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 55828[13:MRR:122.1,55827.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 55829[13:MRR:121.1,55827.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 55830[13:MRR:124.1,55827.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 55832[13:MRR:125.1,55827.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 55833[13:MRR:55568.1,55828.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 55834[13:MRR:55569.1,55829.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 55835[13:MRR:55566.1,55830.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 55836[13:MRR:55567.1,55832.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 55837[14:Spt:55833.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 55838[14:MRR:164.1,55837.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55839[14:MRR:156.0,55837.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55841[14:MRR:163.1,55837.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55842[14:MRR:55836.0,55838.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 55843[14:MRR:55834.0,55839.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.57/3.81 55844[14:MRR:55835.0,55841.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 55845[15:Spt:55842.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 55848[15:MRR:87.0,55845.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 55850[15:MRR:75.0,55845.0] || pigeon_2_in_hole_3* -> . % 3.57/3.81 55851[15:MRR:55844.0,55848.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55854[15:MRR:46.0,55851.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55857[15:MRR:55843.0,55850.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55862[15:MRR:55854.0,55857.0] || -> . % 3.57/3.81 55863[15:Spt:55862.0,55842.0,55845.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 55864[15:Spt:55862.0,55842.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55865[15:MRR:59.0,55864.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55866[15:MRR:55844.1,55865.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55869[15:MRR:74.0,55866.0] || pigeon_2_in_hole_3* -> . % 3.57/3.81 55871[15:MRR:55843.0,55869.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55874[15:MRR:47.0,47.1,55864.0,55871.0] || -> . % 3.57/3.81 55876[14:Spt:55874.0,55833.0,55837.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55877[14:Spt:55874.0,55833.1,55833.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 55878[15:Spt:55877.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 55879[15:MRR:80.1,55878.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 55880[15:MRR:79.1,55878.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 55883[15:MRR:72.0,55878.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.81 55884[15:MRR:55836.1,55879.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.81 55885[15:MRR:55835.1,55880.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.81 55886[15:MRR:55834.1,55883.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.81 55887[16:Spt:55884.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55889[16:MRR:159.0,55887.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55890[16:MRR:171.0,55887.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55891[16:MRR:55886.0,55889.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55892[16:MRR:46.1,55891.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55897[16:MRR:55885.0,55890.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55902[16:MRR:55892.0,55897.0] || -> . % 3.57/3.81 55903[16:Spt:55902.0,55884.0,55887.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55904[16:Spt:55902.0,55884.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55905[16:MRR:47.0,55904.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55906[16:MRR:55886.1,55905.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55908[16:MRR:158.1,55906.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55909[16:MRR:55885.0,55908.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55913[16:MRR:59.0,59.1,55904.0,55909.0] || -> . % 3.57/3.81 55914[15:Spt:55913.0,55877.0,55878.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 55915[15:Spt:55913.0,55877.1] || -> pigeon_3_in_hole_2*. % 3.57/3.81 55916[15:MRR:44.0,55915.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 55917[15:MRR:55834.2,55916.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.57/3.81 55918[15:MRR:51.1,55915.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 55919[15:MRR:55835.2,55918.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.57/3.81 55922[15:MRR:52.1,55915.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55923[15:MRR:55836.2,55922.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.57/3.81 55924[16:Spt:55917.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 55925[16:MRR:159.1,55924.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 55926[16:MRR:158.1,55924.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55928[16:MRR:55923.0,55925.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 55930[16:MRR:87.0,55928.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 55933[16:MRR:55919.0,55926.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55937[16:MRR:55930.0,55933.0] || -> . % 3.57/3.81 55938[16:Spt:55937.0,55917.0,55924.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 55939[16:Spt:55937.0,55917.1] || -> pigeon_2_in_hole_3*. % 3.57/3.81 55940[16:MRR:75.1,55939.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 55941[16:MRR:55923.1,55940.0] || -> pigeon_6_in_hole_6*. % 3.57/3.81 55942[16:MRR:171.0,55941.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 55944[16:MRR:55919.0,55942.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 55947[16:MRR:74.0,74.1,55944.0,55939.0] || -> . % 3.57/3.81 55948[13:Spt:55947.0,55826.0,55827.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 55949[13:Spt:55947.0,55826.1] || -> pigeon_1_in_hole_3*. % 3.57/3.81 55950[13:MRR:69.1,55949.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 55951[13:MRR:68.1,55949.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 55952[13:MRR:65.1,55949.0] || pigeon_2_in_hole_3*+ -> . % 3.57/3.81 55954[13:MRR:66.1,55949.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 55955[13:MRR:55568.2,55954.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55956[13:MRR:55569.2,55952.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55957[13:MRR:55566.2,55951.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 55958[13:MRR:55567.2,55950.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.81 55959[14:Spt:55955.0] || -> pigeon_3_in_hole_6*. % 3.57/3.81 55960[14:MRR:163.1,55959.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 55962[14:MRR:156.0,55959.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 55963[14:MRR:164.1,55959.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 55964[14:MRR:55957.0,55960.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 55965[14:MRR:55956.0,55962.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.57/3.81 55966[14:MRR:55958.0,55963.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.81 55967[15:Spt:55964.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 55969[15:MRR:130.0,55967.0] || pigeon_2_in_hole_5* -> . % 3.57/3.81 55971[15:MRR:143.1,55967.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55972[15:MRR:55965.0,55969.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 55974[15:MRR:47.1,55972.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 55978[15:MRR:55966.0,55971.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55983[15:MRR:55974.0,55978.0] || -> . % 3.57/3.81 55984[15:Spt:55983.0,55964.0,55967.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 55985[15:Spt:55983.0,55964.1] || -> pigeon_5_in_hole_2*. % 3.57/3.81 55986[15:MRR:46.0,55985.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 55987[15:MRR:55965.1,55986.0] || -> pigeon_2_in_hole_5*. % 3.57/3.81 55990[15:MRR:131.1,55987.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 55991[15:MRR:55966.0,55990.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 55995[15:MRR:59.0,59.1,55991.0,55985.0] || -> . % 3.57/3.81 55996[14:Spt:55995.0,55955.0,55959.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 55997[14:Spt:55995.0,55955.1,55955.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 55998[15:Spt:55997.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 55999[15:MRR:135.1,55998.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56000[15:MRR:128.0,55998.0] || pigeon_2_in_hole_5*+ -> . % 3.57/3.81 56002[15:MRR:136.1,55998.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56003[15:MRR:55957.1,55999.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.57/3.81 56004[15:MRR:55956.1,56000.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.57/3.81 56005[15:MRR:55958.1,56002.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.57/3.81 56006[16:Spt:56003.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 56007[16:MRR:158.0,56006.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 56008[16:MRR:171.1,56006.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 56010[16:MRR:56004.0,56007.0] || -> pigeon_2_in_hole_2*. % 3.57/3.81 56014[16:MRR:47.1,56010.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 56016[16:MRR:56005.0,56008.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 56021[16:MRR:56014.0,56016.0] || -> . % 3.57/3.81 56022[16:Spt:56021.0,56003.0,56006.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 56023[16:Spt:56021.0,56003.1] || -> pigeon_5_in_hole_2*. % 3.57/3.81 56024[16:MRR:46.0,56023.0] || pigeon_2_in_hole_2* -> . % 3.57/3.81 56025[16:MRR:56004.1,56024.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 56027[16:MRR:159.1,56025.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 56028[16:MRR:56005.0,56027.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 56029[16:MRR:59.0,59.1,56028.0,56023.0] || -> . % 3.57/3.81 56033[15:Spt:56029.0,55997.0,55998.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 56034[15:Spt:56029.0,55997.1] || -> pigeon_3_in_hole_2*. % 3.57/3.81 56035[15:MRR:44.0,56034.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 56036[15:MRR:55956.2,56035.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.57/3.81 56037[15:MRR:52.1,56034.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 56038[15:MRR:55958.2,56037.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.57/3.81 56039[15:MRR:51.1,56034.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 56040[15:MRR:55957.2,56039.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.57/3.81 56043[16:Spt:56036.0] || -> pigeon_2_in_hole_6*. % 3.57/3.81 56044[16:MRR:158.1,56043.0] || pigeon_5_in_hole_6* -> . % 3.57/3.81 56045[16:MRR:159.1,56043.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 56047[16:MRR:56040.0,56044.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56048[16:MRR:143.1,56047.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56051[16:MRR:56038.0,56045.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56054[16:MRR:56048.0,56051.0] || -> . % 3.57/3.81 56055[16:Spt:56054.0,56036.0,56043.0] || pigeon_2_in_hole_6* -> . % 3.57/3.81 56056[16:Spt:56054.0,56036.1] || -> pigeon_2_in_hole_5*. % 3.57/3.81 56057[16:MRR:130.1,56056.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56058[16:MRR:56040.1,56057.0] || -> pigeon_5_in_hole_6*. % 3.57/3.81 56060[16:MRR:171.1,56058.0] || pigeon_6_in_hole_6* -> . % 3.57/3.81 56061[16:MRR:56038.0,56060.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56063[16:MRR:131.0,131.1,56061.0,56056.0] || -> . % 3.57/3.81 56064[6:Spt:56063.0,53259.0,53260.0] || pigeon_4_in_hole_7*+ -> . % 3.57/3.81 56065[6:Spt:56063.0,53259.1,53259.2,53259.3,53259.4] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.57/3.81 56066[7:Spt:56065.0] || -> pigeon_4_in_hole_6*. % 3.57/3.81 56067[7:MRR:157.0,56066.0] || pigeon_2_in_hole_6*+ -> . % 3.57/3.81 56068[7:MRR:167.1,56066.0] || pigeon_5_in_hole_6*+ -> . % 3.57/3.81 56069[7:MRR:168.1,56066.0] || pigeon_6_in_hole_6*+ -> . % 3.57/3.81 56070[7:MRR:162.0,56066.0] || pigeon_3_in_hole_6*+ -> . % 3.57/3.81 56071[7:MRR:151.0,56066.0] || pigeon_1_in_hole_6*+ -> . % 3.57/3.81 56072[7:MRR:169.1,56066.0] || pigeon_7_in_hole_6*+ -> . % 3.57/3.81 56073[7:MRR:50451.1,56067.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.57/3.81 56074[7:MRR:50447.1,56068.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 56075[7:MRR:50448.1,56069.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 56076[7:MRR:50450.1,56070.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 56077[7:MRR:50452.1,56071.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 56078[7:MRR:50449.1,56072.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.81 56079[8:Spt:56073.3] || -> pigeon_2_in_hole_2*. % 3.57/3.81 56080[8:MRR:44.1,56079.0] || pigeon_3_in_hole_2*+ -> . % 3.57/3.81 56081[8:MRR:46.1,56079.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 56082[8:MRR:47.1,56079.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 56085[8:MRR:37.0,56079.0] || pigeon_1_in_hole_2*+ -> . % 3.57/3.81 56086[8:MRR:48.1,56079.0] || pigeon_7_in_hole_2*+ -> . % 3.57/3.81 56087[8:MRR:56076.3,56080.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.57/3.81 56088[8:MRR:56074.3,56081.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 56089[8:MRR:56075.3,56082.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 56090[8:MRR:56077.3,56085.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 56091[8:MRR:56078.3,56086.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 56092[9:Spt:56087.3] || -> pigeon_3_in_hole_1*. % 3.57/3.81 56094[9:MRR:23.1,56092.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.81 56095[9:MRR:24.1,56092.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 56096[9:MRR:25.1,56092.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.81 56099[9:MRR:10.0,56092.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 56100[9:MRR:56088.3,56094.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 56101[9:MRR:56089.3,56095.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.81 56102[9:MRR:56091.3,56096.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.81 56103[9:MRR:56090.3,56099.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.81 56104[10:Spt:56100.1] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56107[10:MRR:143.1,56104.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56109[10:MRR:124.0,56104.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 56110[10:MRR:144.1,56104.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56111[10:MRR:56101.1,56107.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.81 56112[10:MRR:56103.1,56109.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.81 56113[10:MRR:56102.1,56110.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.57/3.81 56114[11:Spt:56111.1] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56115[11:MRR:69.0,56114.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56120[11:MRR:90.1,56114.0] || pigeon_7_in_hole_3* -> . % 3.57/3.81 56121[11:MRR:56112.1,56115.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56122[11:MRR:182.1,56121.0] || pigeon_7_in_hole_7* -> . % 3.57/3.81 56127[11:MRR:56113.1,56120.0] || -> pigeon_7_in_hole_7*. % 3.57/3.81 56132[11:MRR:56122.0,56127.0] || -> . % 3.57/3.81 56133[11:Spt:56132.0,56111.1,56114.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56134[11:Spt:56132.0,56111.0] || -> pigeon_6_in_hole_7*. % 3.57/3.81 56135[11:MRR:181.0,56134.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56136[11:MRR:56112.0,56135.0] || -> pigeon_1_in_hole_3*. % 3.57/3.81 56141[11:MRR:70.1,56136.0] || pigeon_7_in_hole_3* -> . % 3.57/3.81 56142[11:MRR:56113.1,56141.0] || -> pigeon_7_in_hole_7*. % 3.57/3.81 56146[11:MRR:202.0,202.1,56142.0,56134.0] || -> . % 3.57/3.81 56147[10:Spt:56146.0,56100.1,56104.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56148[10:Spt:56146.0,56100.0,56100.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.81 56149[11:Spt:56148.0] || -> pigeon_5_in_hole_7*. % 3.57/3.81 56150[11:MRR:180.0,56149.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.81 56151[11:MRR:200.1,56149.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.81 56152[11:MRR:199.1,56149.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.81 56155[11:MRR:56103.0,56150.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.81 56156[11:MRR:56102.0,56151.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.81 56157[11:MRR:56101.0,56152.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.81 56158[12:Spt:56155.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56161[12:MRR:125.1,56158.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56163[12:MRR:126.1,56158.0] || pigeon_7_in_hole_5* -> . % 3.57/3.81 56164[12:MRR:56157.0,56161.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56165[12:MRR:90.1,56164.0] || pigeon_7_in_hole_3* -> . % 3.57/3.81 56171[12:MRR:56156.0,56163.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56177[12:MRR:56165.0,56171.0] || -> . % 3.57/3.81 56178[12:Spt:56177.0,56155.0,56158.0] || pigeon_1_in_hole_5* -> . % 3.57/3.81 56179[12:Spt:56177.0,56155.1] || -> pigeon_1_in_hole_3*. % 3.57/3.81 56180[12:MRR:69.1,56179.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56181[12:MRR:56157.1,56180.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56185[12:MRR:146.1,56181.0] || pigeon_7_in_hole_5* -> . % 3.57/3.81 56186[12:MRR:56156.0,56185.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56191[12:MRR:70.0,70.1,56186.0,56179.0] || -> . % 3.57/3.81 56192[11:Spt:56191.0,56148.0,56149.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.81 56193[11:Spt:56191.0,56148.1] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56194[11:MRR:87.1,56193.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56195[11:MRR:56101.2,56194.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.81 56196[11:MRR:88.1,56193.0] || pigeon_7_in_hole_3* -> . % 3.57/3.81 56197[11:MRR:56102.2,56196.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.57/3.81 56199[11:MRR:68.0,56193.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56200[11:MRR:56103.2,56199.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.81 56203[12:Spt:56195.0] || -> pigeon_6_in_hole_7*. % 3.57/3.81 56204[12:MRR:181.0,56203.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56205[12:MRR:202.1,56203.0] || pigeon_7_in_hole_7* -> . % 3.57/3.81 56208[12:MRR:56200.0,56204.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56209[12:MRR:126.1,56208.0] || pigeon_7_in_hole_5* -> . % 3.57/3.81 56214[12:MRR:56197.0,56205.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56219[12:MRR:56209.0,56214.0] || -> . % 3.57/3.81 56220[12:Spt:56219.0,56195.0,56203.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56221[12:Spt:56219.0,56195.1] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56222[12:MRR:125.0,56221.0] || pigeon_1_in_hole_5* -> . % 3.57/3.81 56223[12:MRR:56200.1,56222.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56226[12:MRR:182.1,56223.0] || pigeon_7_in_hole_7* -> . % 3.57/3.81 56227[12:MRR:56197.0,56226.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56231[12:MRR:146.0,146.1,56227.0,56221.0] || -> . % 3.57/3.81 56232[9:Spt:56231.0,56087.3,56092.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 56233[9:Spt:56231.0,56087.0,56087.1,56087.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 56234[10:Spt:56233.0] || -> pigeon_3_in_hole_7*. % 3.57/3.81 56235[10:MRR:192.1,56234.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.81 56236[10:MRR:178.0,56234.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.81 56237[10:MRR:193.1,56234.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.81 56239[10:MRR:191.1,56234.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.81 56240[10:MRR:56089.0,56235.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 56241[10:MRR:56090.0,56236.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 56242[10:MRR:56091.0,56237.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 56243[10:MRR:56088.0,56239.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 56244[11:Spt:56240.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56245[11:MRR:125.0,56244.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 56246[11:MRR:146.1,56244.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56250[11:MRR:143.0,56244.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56251[11:MRR:56241.0,56245.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 56252[11:MRR:56242.0,56246.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 56253[11:MRR:56243.0,56250.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 56254[12:Spt:56251.0] || -> pigeon_1_in_hole_3*. % 3.57/3.81 56256[12:MRR:70.1,56254.0] || pigeon_7_in_hole_3* -> . % 3.57/3.81 56258[12:MRR:68.1,56254.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56261[12:MRR:56252.0,56256.0] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56263[12:MRR:32.0,56261.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56268[12:MRR:56253.0,56258.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56274[12:MRR:56263.0,56268.0] || -> . % 3.57/3.81 56275[12:Spt:56274.0,56251.0,56254.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56276[12:Spt:56274.0,56251.1] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56277[12:MRR:14.1,56276.0] || pigeon_7_in_hole_1* -> . % 3.57/3.81 56278[12:MRR:56252.1,56277.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56280[12:MRR:88.0,56278.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56284[12:MRR:56253.0,56280.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56285[12:MRR:12.0,12.1,56284.0,56276.0] || -> . % 3.57/3.81 56290[11:Spt:56285.0,56240.0,56244.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56291[11:Spt:56285.0,56240.1,56240.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 56292[12:Spt:56291.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56293[12:MRR:69.0,56292.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 56294[12:MRR:90.1,56292.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 56295[12:MRR:87.0,56292.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 56299[12:MRR:56241.1,56293.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.81 56300[12:MRR:56242.1,56294.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.81 56301[12:MRR:56243.1,56295.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.81 56302[13:Spt:56299.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56306[13:MRR:126.1,56302.0] || pigeon_7_in_hole_5* -> . % 3.57/3.81 56307[13:MRR:124.1,56302.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56308[13:MRR:56300.0,56306.0] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56313[13:MRR:32.0,56308.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56315[13:MRR:56301.0,56307.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56321[13:MRR:56313.0,56315.0] || -> . % 3.57/3.81 56322[13:Spt:56321.0,56299.0,56302.0] || pigeon_1_in_hole_5* -> . % 3.57/3.81 56323[13:Spt:56321.0,56299.1] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56324[13:MRR:14.1,56323.0] || pigeon_7_in_hole_1* -> . % 3.57/3.81 56325[13:MRR:56300.1,56324.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56329[13:MRR:144.0,56325.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56330[13:MRR:56301.0,56329.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56335[13:MRR:12.0,12.1,56330.0,56323.0] || -> . % 3.57/3.81 56336[12:Spt:56335.0,56291.0,56292.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56337[12:Spt:56335.0,56291.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56338[12:MRR:34.1,56337.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.81 56339[12:MRR:56242.2,56338.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.57/3.81 56340[12:MRR:31.0,56337.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56341[12:MRR:56243.2,56340.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 56342[12:MRR:13.0,56337.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 56343[12:MRR:56241.2,56342.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.57/3.81 56347[13:Spt:56339.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56348[13:MRR:126.0,56347.0] || pigeon_1_in_hole_5* -> . % 3.57/3.81 56349[13:MRR:144.0,56347.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56353[13:MRR:56343.0,56348.0] || -> pigeon_1_in_hole_3*. % 3.57/3.81 56356[13:MRR:68.1,56353.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56359[13:MRR:56341.0,56349.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56364[13:MRR:56356.0,56359.0] || -> . % 3.57/3.81 56365[13:Spt:56364.0,56339.0,56347.0] || pigeon_7_in_hole_5* -> . % 3.57/3.81 56366[13:Spt:56364.0,56339.1] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56367[13:MRR:70.0,56366.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56368[13:MRR:56343.1,56367.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56369[13:MRR:124.1,56368.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56373[13:MRR:56341.0,56369.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56377[13:MRR:88.0,88.1,56366.0,56373.0] || -> . % 3.57/3.81 56378[10:Spt:56377.0,56233.0,56234.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.81 56379[10:Spt:56377.0,56233.1,56233.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 56380[11:Spt:56379.0] || -> pigeon_3_in_hole_5*. % 3.57/3.81 56381[11:MRR:137.1,56380.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56382[11:MRR:122.0,56380.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 56383[11:MRR:135.1,56380.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56386[11:MRR:136.1,56380.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56387[11:MRR:56091.1,56381.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 56388[11:MRR:56090.1,56382.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 56389[11:MRR:56088.1,56383.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 56390[11:MRR:56089.1,56386.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 56391[12:Spt:56387.0] || -> pigeon_7_in_hole_7*. % 3.57/3.81 56392[12:MRR:202.0,56391.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.81 56393[12:MRR:182.0,56391.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.81 56395[12:MRR:200.0,56391.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.81 56396[12:MRR:56390.0,56392.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.57/3.81 56397[12:MRR:56388.0,56393.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.57/3.81 56398[12:MRR:56389.0,56395.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.57/3.81 56399[13:Spt:56396.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56403[13:MRR:87.0,56399.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56405[13:MRR:69.0,56399.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56406[13:MRR:56398.0,56403.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56412[13:MRR:12.0,56406.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 56413[13:MRR:56397.0,56405.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56419[13:MRR:56412.0,56413.0] || -> . % 3.57/3.81 56420[13:Spt:56419.0,56396.0,56399.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56421[13:Spt:56419.0,56396.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56422[13:MRR:31.0,56421.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56423[13:MRR:56398.1,56422.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56427[13:MRR:68.0,56423.0] || pigeon_1_in_hole_3* -> . % 3.57/3.81 56429[13:MRR:56397.0,56427.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56433[13:MRR:13.0,13.1,56421.0,56429.0] || -> . % 3.57/3.81 56435[12:Spt:56433.0,56387.0,56391.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.81 56436[12:Spt:56433.0,56387.1,56387.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.57/3.81 56437[13:Spt:56436.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56438[13:MRR:90.0,56437.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56439[13:MRR:88.0,56437.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 56443[13:MRR:70.0,56437.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 56444[13:MRR:56390.1,56438.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.81 56445[13:MRR:56389.1,56439.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.81 56446[13:MRR:56388.1,56443.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.81 56447[14:Spt:56444.0] || -> pigeon_6_in_hole_7*. % 3.57/3.81 56449[14:MRR:181.0,56447.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56450[14:MRR:199.0,56447.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56451[14:MRR:56446.0,56449.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56452[14:MRR:12.1,56451.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56458[14:MRR:56445.0,56450.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56464[14:MRR:56452.0,56458.0] || -> . % 3.57/3.81 56465[14:Spt:56464.0,56444.0,56447.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56466[14:Spt:56464.0,56444.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56467[14:MRR:13.0,56466.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 56468[14:MRR:56446.1,56467.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56470[14:MRR:180.1,56468.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56471[14:MRR:56445.0,56470.0] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56476[14:MRR:31.0,31.1,56466.0,56471.0] || -> . % 3.57/3.81 56477[13:Spt:56476.0,56436.0,56437.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 56478[13:Spt:56476.0,56436.1] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56479[13:MRR:14.0,56478.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 56480[13:MRR:56388.2,56479.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.57/3.81 56481[13:MRR:32.0,56478.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56482[13:MRR:56389.2,56481.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.57/3.81 56486[13:MRR:34.0,56478.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 56487[13:MRR:56390.2,56486.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.57/3.81 56488[14:Spt:56480.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56489[14:MRR:181.1,56488.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56490[14:MRR:180.1,56488.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56492[14:MRR:56487.0,56489.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56494[14:MRR:87.0,56492.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56498[14:MRR:56482.0,56490.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56503[14:MRR:56494.0,56498.0] || -> . % 3.57/3.81 56504[14:Spt:56503.0,56480.0,56488.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56505[14:Spt:56503.0,56480.1] || -> pigeon_1_in_hole_3*. % 3.57/3.81 56506[14:MRR:69.1,56505.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56507[14:MRR:56487.1,56506.0] || -> pigeon_6_in_hole_7*. % 3.57/3.81 56508[14:MRR:199.0,56507.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56510[14:MRR:56482.0,56508.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56514[14:MRR:68.0,68.1,56510.0,56505.0] || -> . % 3.57/3.81 56515[11:Spt:56514.0,56379.0,56380.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 56516[11:Spt:56514.0,56379.1] || -> pigeon_3_in_hole_3*. % 3.57/3.81 56517[11:MRR:80.1,56516.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56518[11:MRR:79.1,56516.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 56519[11:MRR:66.0,56516.0] || pigeon_1_in_hole_3*+ -> . % 3.57/3.81 56522[11:MRR:81.1,56516.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 56523[11:MRR:56091.2,56522.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.81 56524[11:MRR:56090.2,56519.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.81 56525[11:MRR:56088.2,56518.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.81 56526[11:MRR:56089.2,56517.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.81 56527[12:Spt:56523.0] || -> pigeon_7_in_hole_7*. % 3.57/3.81 56528[12:MRR:200.0,56527.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.81 56530[12:MRR:182.0,56527.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.81 56531[12:MRR:202.0,56527.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.81 56532[12:MRR:56525.0,56528.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.57/3.81 56533[12:MRR:56524.0,56530.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.57/3.81 56534[12:MRR:56526.0,56531.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.57/3.81 56535[13:Spt:56532.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56537[13:MRR:124.0,56535.0] || pigeon_1_in_hole_5* -> . % 3.57/3.81 56540[13:MRR:143.1,56535.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56541[13:MRR:56533.0,56537.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56543[13:MRR:13.1,56541.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 56548[13:MRR:56534.0,56540.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56554[13:MRR:56543.0,56548.0] || -> . % 3.57/3.81 56555[13:Spt:56554.0,56532.0,56535.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56556[13:Spt:56554.0,56532.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56557[13:MRR:12.0,56556.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 56558[13:MRR:56533.1,56557.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56562[13:MRR:125.1,56558.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56563[13:MRR:56534.0,56562.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56568[13:MRR:31.0,31.1,56563.0,56556.0] || -> . % 3.57/3.81 56569[12:Spt:56568.0,56523.0,56527.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.81 56570[12:Spt:56568.0,56523.1,56523.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.57/3.81 56571[13:Spt:56570.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56572[13:MRR:144.0,56571.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56573[13:MRR:126.0,56571.0] || pigeon_1_in_hole_5*+ -> . % 3.57/3.81 56576[13:MRR:146.0,56571.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56577[13:MRR:56525.1,56572.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.57/3.81 56578[13:MRR:56524.1,56573.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.57/3.81 56579[13:MRR:56526.1,56576.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.57/3.81 56580[14:Spt:56577.0] || -> pigeon_5_in_hole_7*. % 3.57/3.81 56581[14:MRR:180.0,56580.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56582[14:MRR:199.1,56580.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56584[14:MRR:56578.0,56581.0] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56589[14:MRR:13.1,56584.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 56591[14:MRR:56579.0,56582.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56597[14:MRR:56589.0,56591.0] || -> . % 3.57/3.81 56598[14:Spt:56597.0,56577.0,56580.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56599[14:Spt:56597.0,56577.1] || -> pigeon_5_in_hole_1*. % 3.57/3.81 56600[14:MRR:12.0,56599.0] || pigeon_1_in_hole_1* -> . % 3.57/3.81 56601[14:MRR:56578.1,56600.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56603[14:MRR:181.1,56601.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56604[14:MRR:56579.0,56603.0] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56605[14:MRR:31.0,31.1,56604.0,56599.0] || -> . % 3.57/3.81 56610[13:Spt:56605.0,56570.0,56571.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56611[13:Spt:56605.0,56570.1] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56612[13:MRR:14.0,56611.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 56613[13:MRR:56524.2,56612.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.57/3.81 56614[13:MRR:34.0,56611.0] || pigeon_6_in_hole_1* -> . % 3.57/3.81 56615[13:MRR:56526.2,56614.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.57/3.81 56616[13:MRR:32.0,56611.0] || pigeon_5_in_hole_1* -> . % 3.57/3.81 56617[13:MRR:56525.2,56616.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.57/3.81 56621[14:Spt:56613.0] || -> pigeon_1_in_hole_7*. % 3.57/3.81 56622[14:MRR:180.1,56621.0] || pigeon_5_in_hole_7* -> . % 3.57/3.81 56623[14:MRR:181.1,56621.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56625[14:MRR:56617.0,56622.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56626[14:MRR:143.1,56625.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56630[14:MRR:56615.0,56623.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56634[14:MRR:56626.0,56630.0] || -> . % 3.57/3.81 56635[14:Spt:56634.0,56613.0,56621.0] || pigeon_1_in_hole_7* -> . % 3.57/3.81 56636[14:Spt:56634.0,56613.1] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56637[14:MRR:124.1,56636.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56638[14:MRR:56617.1,56637.0] || -> pigeon_5_in_hole_7*. % 3.57/3.81 56640[14:MRR:199.1,56638.0] || pigeon_6_in_hole_7* -> . % 3.57/3.81 56641[14:MRR:56615.0,56640.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56644[14:MRR:125.0,125.1,56641.0,56636.0] || -> . % 3.57/3.81 56645[8:Spt:56644.0,56073.3,56079.0] || pigeon_2_in_hole_2*+ -> . % 3.57/3.81 56646[8:Spt:56644.0,56073.0,56073.1,56073.2,56073.4] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.57/3.81 56647[9:Spt:56646.0] || -> pigeon_2_in_hole_7*. % 3.57/3.81 56648[9:MRR:177.0,56647.0] || pigeon_1_in_hole_7*+ -> . % 3.57/3.81 56649[9:MRR:186.1,56647.0] || pigeon_5_in_hole_7*+ -> . % 3.57/3.81 56650[9:MRR:187.1,56647.0] || pigeon_6_in_hole_7*+ -> . % 3.57/3.81 56651[9:MRR:188.1,56647.0] || pigeon_7_in_hole_7*+ -> . % 3.57/3.81 56652[9:MRR:184.1,56647.0] || pigeon_3_in_hole_7*+ -> . % 3.57/3.81 56653[9:MRR:56077.0,56648.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.57/3.81 56654[9:MRR:56074.0,56649.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 56655[9:MRR:56075.0,56650.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 56656[9:MRR:56078.0,56651.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.81 56657[9:MRR:56076.0,56652.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 56658[10:Spt:56653.3] || -> pigeon_1_in_hole_1*. % 3.57/3.81 56659[10:MRR:14.1,56658.0] || pigeon_7_in_hole_1*+ -> . % 3.57/3.81 56660[10:MRR:12.1,56658.0] || pigeon_5_in_hole_1*+ -> . % 3.57/3.81 56661[10:MRR:13.1,56658.0] || pigeon_6_in_hole_1*+ -> . % 3.57/3.81 56665[10:MRR:10.1,56658.0] || pigeon_3_in_hole_1*+ -> . % 3.57/3.81 56666[10:MRR:56656.3,56659.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.81 56667[10:MRR:56654.3,56660.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 56668[10:MRR:56655.3,56661.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 56669[10:MRR:56657.3,56665.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 56670[11:Spt:56666.0] || -> pigeon_7_in_hole_5*. % 3.57/3.81 56671[11:MRR:146.0,56670.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56675[11:MRR:144.0,56670.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56676[11:MRR:137.0,56670.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 56677[11:MRR:56668.0,56671.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.57/3.81 56678[11:MRR:56667.0,56675.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.57/3.81 56679[11:MRR:56669.0,56676.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.57/3.81 56680[12:Spt:56677.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56681[12:MRR:80.0,56680.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 56685[12:MRR:87.0,56680.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56687[12:MRR:56679.0,56681.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 56689[12:MRR:51.1,56687.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 56694[12:MRR:56678.0,56685.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 56700[12:MRR:56689.0,56694.0] || -> . % 3.57/3.81 56701[12:Spt:56700.0,56677.0,56680.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56702[12:Spt:56700.0,56677.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 56703[12:MRR:52.0,56702.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 56704[12:MRR:56679.1,56703.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 56705[12:MRR:79.1,56704.0] || pigeon_5_in_hole_3* -> . % 3.57/3.81 56710[12:MRR:56678.0,56705.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 56715[12:MRR:59.0,59.1,56702.0,56710.0] || -> . % 3.57/3.81 56716[11:Spt:56715.0,56666.0,56670.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56717[11:Spt:56715.0,56666.1,56666.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.57/3.81 56718[12:Spt:56717.0] || -> pigeon_7_in_hole_3*. % 3.57/3.81 56719[12:MRR:90.0,56718.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56720[12:MRR:81.0,56718.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 56724[12:MRR:88.0,56718.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 56725[12:MRR:56668.1,56719.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.57/3.81 56726[12:MRR:56669.1,56720.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.57/3.81 56727[12:MRR:56667.1,56724.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.57/3.81 56728[13:Spt:56725.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56729[13:MRR:143.0,56728.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56733[13:MRR:136.0,56728.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 56734[13:MRR:56727.0,56729.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 56735[13:MRR:51.0,56734.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 56741[13:MRR:56726.0,56733.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 56747[13:MRR:56735.0,56741.0] || -> . % 3.57/3.81 56748[13:Spt:56747.0,56725.0,56728.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56749[13:Spt:56747.0,56725.1] || -> pigeon_6_in_hole_2*. % 3.57/3.81 56750[13:MRR:59.0,56749.0] || pigeon_5_in_hole_2* -> . % 3.57/3.81 56751[13:MRR:56727.1,56750.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56755[13:MRR:135.0,56751.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 56756[13:MRR:56726.0,56755.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 56761[13:MRR:52.0,52.1,56749.0,56756.0] || -> . % 3.57/3.81 56762[12:Spt:56761.0,56717.0,56718.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 56763[12:Spt:56761.0,56717.1] || -> pigeon_7_in_hole_2*. % 3.57/3.81 56764[12:MRR:60.0,56763.0] || pigeon_5_in_hole_2*+ -> . % 3.57/3.81 56765[12:MRR:56667.2,56764.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.57/3.81 56766[12:MRR:53.0,56763.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 56767[12:MRR:56669.2,56766.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.57/3.81 56768[12:MRR:62.0,56763.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 56769[12:MRR:56668.2,56768.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.57/3.81 56773[13:Spt:56765.0] || -> pigeon_5_in_hole_5*. % 3.57/3.81 56774[13:MRR:143.1,56773.0] || pigeon_6_in_hole_5* -> . % 3.57/3.81 56775[13:MRR:135.0,56773.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 56779[13:MRR:56769.0,56774.0] || -> pigeon_6_in_hole_3*. % 3.57/3.81 56784[13:MRR:80.0,56779.0] || pigeon_3_in_hole_3* -> . % 3.57/3.81 56785[13:MRR:56767.0,56775.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 56790[13:MRR:56784.0,56785.0] || -> . % 3.57/3.81 56791[13:Spt:56790.0,56765.0,56773.0] || pigeon_5_in_hole_5* -> . % 3.57/3.81 56792[13:Spt:56790.0,56765.1] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56793[13:MRR:87.1,56792.0] || pigeon_6_in_hole_3* -> . % 3.57/3.81 56794[13:MRR:56769.1,56793.0] || -> pigeon_6_in_hole_5*. % 3.57/3.81 56795[13:MRR:136.0,56794.0] || pigeon_3_in_hole_5* -> . % 3.57/3.81 56799[13:MRR:56767.0,56795.0] || -> pigeon_3_in_hole_3*. % 3.57/3.81 56800[13:MRR:79.0,79.1,56792.0,56799.0] || -> . % 3.57/3.81 56804[10:Spt:56800.0,56653.3,56658.0] || pigeon_1_in_hole_1*+ -> . % 3.57/3.81 56805[10:Spt:56800.0,56653.0,56653.1,56653.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.57/3.81 56806[11:Spt:56805.0] || -> pigeon_1_in_hole_5*. % 3.57/3.81 56807[11:MRR:124.1,56806.0] || pigeon_5_in_hole_5*+ -> . % 3.57/3.81 56808[11:MRR:125.1,56806.0] || pigeon_6_in_hole_5*+ -> . % 3.57/3.81 56809[11:MRR:122.1,56806.0] || pigeon_3_in_hole_5*+ -> . % 3.57/3.81 56812[11:MRR:126.1,56806.0] || pigeon_7_in_hole_5*+ -> . % 3.57/3.81 56813[11:MRR:56654.0,56807.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 56814[11:MRR:56655.0,56808.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 56815[11:MRR:56657.0,56809.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 56816[11:MRR:56656.0,56812.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.81 56817[12:Spt:56813.0] || -> pigeon_5_in_hole_3*. % 3.57/3.81 56818[12:MRR:87.1,56817.0] || pigeon_6_in_hole_3*+ -> . % 3.57/3.81 56819[12:MRR:79.0,56817.0] || pigeon_3_in_hole_3*+ -> . % 3.57/3.81 56823[12:MRR:88.1,56817.0] || pigeon_7_in_hole_3*+ -> . % 3.57/3.81 56824[12:MRR:56814.0,56818.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.57/3.81 56825[12:MRR:56815.0,56819.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.57/3.81 56826[12:MRR:56816.0,56823.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.57/3.81 56827[13:Spt:56824.0] || -> pigeon_6_in_hole_2*. % 3.57/3.81 56829[13:MRR:52.0,56827.0] || pigeon_3_in_hole_2* -> . % 3.57/3.81 56830[13:MRR:62.1,56827.0] || pigeon_7_in_hole_2* -> . % 3.57/3.81 56834[13:MRR:56825.0,56829.0] || -> pigeon_3_in_hole_1*. % 3.57/3.81 56835[13:MRR:25.1,56834.0] || pigeon_7_in_hole_1* -> . % 3.57/3.81 56841[13:MRR:56826.0,56830.0] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56847[13:MRR:56835.0,56841.0] || -> . % 3.57/3.81 56848[13:Spt:56847.0,56824.0,56827.0] || pigeon_6_in_hole_2* -> . % 3.57/3.81 56849[13:Spt:56847.0,56824.1] || -> pigeon_6_in_hole_1*. % 3.57/3.81 56850[13:MRR:24.0,56849.0] || pigeon_3_in_hole_1* -> . % 3.57/3.81 56851[13:MRR:56825.1,56850.0] || -> pigeon_3_in_hole_2*. % 3.57/3.81 56853[13:MRR:53.1,56851.0] || pigeon_7_in_hole_2* -> . % 3.57/3.81 56857[13:MRR:56826.0,56853.0] || -> pigeon_7_in_hole_1*. % 3.57/3.81 56862[13:MRR:34.0,34.1,56857.0,56849.0] || -> . % 3.57/3.81 56863[12:Spt:56862.0,56813.0,56817.0] || pigeon_5_in_hole_3*+ -> . % 3.57/3.81 56864[12:Spt:56862.0,56813.1,56813.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.57/3.81 56865[13:Spt:56864.0] || -> pigeon_5_in_hole_2*. % 3.57/3.81 56866[13:MRR:59.1,56865.0] || pigeon_6_in_hole_2*+ -> . % 3.57/3.81 56867[13:MRR:51.0,56865.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 56868[13:MRR:60.1,56865.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 56872[13:MRR:56814.1,56866.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.81 56873[13:MRR:56815.1,56867.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 56874[13:MRR:56816.1,56868.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 56875[14:Spt:56872.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 56876[14:MRR:80.0,56875.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 56880[14:MRR:90.1,56875.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 56881[14:MRR:56873.0,56876.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 56887[14:MRR:25.1,56881.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 56888[14:MRR:56874.0,56880.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 56894[14:MRR:56887.0,56888.0] || -> . % 3.61/3.81 56895[14:Spt:56894.0,56872.0,56875.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 56896[14:Spt:56894.0,56872.1] || -> pigeon_6_in_hole_1*. % 3.61/3.81 56897[14:MRR:24.0,56896.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 56898[14:MRR:56873.1,56897.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 56902[14:MRR:81.1,56898.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 56903[14:MRR:56874.0,56902.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 56904[14:MRR:34.0,34.1,56903.0,56896.0] || -> . % 3.61/3.81 56909[13:Spt:56904.0,56864.0,56865.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 56910[13:Spt:56904.0,56864.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 56911[13:MRR:23.0,56910.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 56912[13:MRR:56815.2,56911.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 56913[13:MRR:32.1,56910.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 56914[13:MRR:56816.2,56913.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 56915[13:MRR:31.1,56910.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 56916[13:MRR:56814.2,56915.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 56920[14:Spt:56912.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 56921[14:MRR:80.1,56920.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 56922[14:MRR:81.1,56920.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 56926[14:MRR:56916.0,56921.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 56930[14:MRR:62.1,56926.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 56932[14:MRR:56914.0,56922.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 56937[14:MRR:56930.0,56932.0] || -> . % 3.61/3.81 56938[14:Spt:56937.0,56912.0,56920.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 56939[14:Spt:56937.0,56912.1] || -> pigeon_3_in_hole_2*. % 3.61/3.81 56940[14:MRR:52.1,56939.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 56941[14:MRR:56916.1,56940.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 56942[14:MRR:90.1,56941.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 56946[14:MRR:56914.0,56942.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 56950[14:MRR:53.0,53.1,56946.0,56939.0] || -> . % 3.61/3.81 56951[11:Spt:56950.0,56805.0,56806.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 56952[11:Spt:56950.0,56805.1,56805.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 56953[12:Spt:56952.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 56954[12:MRR:66.1,56953.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 56955[12:MRR:69.1,56953.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 56956[12:MRR:70.1,56953.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 56959[12:MRR:68.1,56953.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 56960[12:MRR:56657.1,56954.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 56961[12:MRR:56655.1,56955.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 56962[12:MRR:56656.1,56956.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 56963[12:MRR:56654.1,56959.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 56964[13:Spt:56960.0] || -> pigeon_3_in_hole_5*. % 3.61/3.81 56965[13:MRR:135.1,56964.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 56966[13:MRR:136.1,56964.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 56969[13:MRR:137.1,56964.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 56970[13:MRR:56963.0,56965.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 56971[13:MRR:56961.0,56966.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 56972[13:MRR:56962.0,56969.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 56973[14:Spt:56970.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 56977[14:MRR:60.1,56973.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 56979[14:MRR:59.1,56973.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 56980[14:MRR:56972.0,56977.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 56983[14:MRR:34.0,56980.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 56987[14:MRR:56971.0,56979.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 56993[14:MRR:56983.0,56987.0] || -> . % 3.61/3.81 56994[14:Spt:56993.0,56970.0,56973.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 56995[14:Spt:56993.0,56970.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 56996[14:MRR:32.1,56995.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 56997[14:MRR:56972.1,56996.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57001[14:MRR:62.0,56997.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 57003[14:MRR:56971.0,57001.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 57007[14:MRR:31.0,31.1,57003.0,56995.0] || -> . % 3.61/3.81 57009[13:Spt:57007.0,56960.0,56964.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 57010[13:Spt:57007.0,56960.1,56960.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57011[14:Spt:57010.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57012[14:MRR:51.1,57011.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57013[14:MRR:53.1,57011.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57017[14:MRR:52.1,57011.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 57018[14:MRR:56963.1,57012.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.81 57019[14:MRR:56962.1,57013.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.81 57020[14:MRR:56961.1,57017.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.81 57021[15:Spt:57018.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 57024[15:MRR:143.1,57021.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57025[15:MRR:144.1,57021.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57026[15:MRR:57020.0,57024.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 57027[15:MRR:34.1,57026.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57033[15:MRR:57019.0,57025.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57039[15:MRR:57027.0,57033.0] || -> . % 3.61/3.81 57040[15:Spt:57039.0,57018.0,57021.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57041[15:Spt:57039.0,57018.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57042[15:MRR:31.1,57041.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 57043[15:MRR:57020.1,57042.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57046[15:MRR:146.1,57043.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57047[15:MRR:57019.0,57046.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57052[15:MRR:32.0,32.1,57047.0,57041.0] || -> . % 3.61/3.81 57053[14:Spt:57052.0,57010.0,57011.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 57054[14:Spt:57052.0,57010.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57055[14:MRR:24.1,57054.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.81 57056[14:MRR:56961.2,57055.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 57057[14:MRR:25.1,57054.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57058[14:MRR:56962.2,57057.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 57062[14:MRR:23.1,57054.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57063[14:MRR:56963.2,57062.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 57064[15:Spt:57056.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57065[15:MRR:143.0,57064.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57066[15:MRR:146.1,57064.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57069[15:MRR:57063.0,57065.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57071[15:MRR:60.1,57069.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57075[15:MRR:57058.0,57066.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57080[15:MRR:57071.0,57075.0] || -> . % 3.61/3.81 57081[15:Spt:57080.0,57056.0,57064.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57082[15:Spt:57080.0,57056.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 57083[15:MRR:59.0,57082.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57084[15:MRR:57063.1,57083.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 57085[15:MRR:144.1,57084.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57088[15:MRR:57058.0,57085.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57092[15:MRR:62.0,62.1,57088.0,57082.0] || -> . % 3.61/3.81 57093[12:Spt:57092.0,56952.0,56953.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57094[12:Spt:57092.0,56952.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57095[12:MRR:40.1,57094.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57096[12:MRR:42.1,57094.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57097[12:MRR:41.1,57094.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 57100[12:MRR:38.1,57094.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 57101[12:MRR:56657.2,57100.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 57102[12:MRR:56655.2,57097.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.81 57103[12:MRR:56656.2,57096.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 57104[12:MRR:56654.2,57095.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 57105[13:Spt:57101.0] || -> pigeon_3_in_hole_5*. % 3.61/3.81 57106[13:MRR:137.1,57105.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 57109[13:MRR:136.1,57105.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 57110[13:MRR:135.1,57105.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 57111[13:MRR:57103.0,57106.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 57112[13:MRR:57102.0,57109.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.81 57113[13:MRR:57104.0,57110.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 57114[14:Spt:57111.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57116[14:MRR:90.0,57114.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 57119[14:MRR:88.0,57114.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57120[14:MRR:57112.0,57116.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 57122[14:MRR:31.0,57120.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57127[14:MRR:57113.0,57119.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57133[14:MRR:57122.0,57127.0] || -> . % 3.61/3.81 57134[14:Spt:57133.0,57111.0,57114.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57135[14:Spt:57133.0,57111.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57136[14:MRR:34.0,57135.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 57137[14:MRR:57112.1,57136.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 57141[14:MRR:87.0,57137.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57142[14:MRR:57113.0,57141.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57147[14:MRR:32.0,32.1,57135.0,57142.0] || -> . % 3.61/3.81 57148[13:Spt:57147.0,57101.0,57105.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 57149[13:Spt:57147.0,57101.1,57101.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 57150[14:Spt:57149.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 57151[14:MRR:81.1,57150.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57152[14:MRR:80.1,57150.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 57155[14:MRR:79.1,57150.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57156[14:MRR:57103.1,57151.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.81 57157[14:MRR:57102.1,57152.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.81 57158[14:MRR:57104.1,57155.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.81 57159[15:Spt:57156.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 57160[15:MRR:146.0,57159.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57161[15:MRR:144.0,57159.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57164[15:MRR:57157.0,57160.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 57169[15:MRR:31.0,57164.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57171[15:MRR:57158.0,57161.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57177[15:MRR:57169.0,57171.0] || -> . % 3.61/3.81 57178[15:Spt:57177.0,57156.0,57159.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57179[15:Spt:57177.0,57156.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57180[15:MRR:34.0,57179.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 57181[15:MRR:57157.1,57180.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57184[15:MRR:143.0,57181.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57185[15:MRR:57158.0,57184.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57186[15:MRR:32.0,32.1,57179.0,57185.0] || -> . % 3.61/3.81 57191[14:Spt:57186.0,57149.0,57150.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57192[14:Spt:57186.0,57149.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57193[14:MRR:24.1,57192.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.81 57194[14:MRR:57102.2,57193.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.81 57195[14:MRR:23.1,57192.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57196[14:MRR:57104.2,57195.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.81 57197[14:MRR:25.1,57192.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57198[14:MRR:57103.2,57197.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.81 57202[15:Spt:57194.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57203[15:MRR:146.1,57202.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57204[15:MRR:143.0,57202.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57207[15:MRR:57198.0,57203.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57208[15:MRR:88.0,57207.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57212[15:MRR:57196.0,57204.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57216[15:MRR:57208.0,57212.0] || -> . % 3.61/3.81 57217[15:Spt:57216.0,57194.0,57202.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57218[15:Spt:57216.0,57194.1] || -> pigeon_6_in_hole_3*. % 3.61/3.81 57219[15:MRR:90.1,57218.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57220[15:MRR:57198.1,57219.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 57223[15:MRR:144.0,57220.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57224[15:MRR:57196.0,57223.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57227[15:MRR:87.0,87.1,57218.0,57224.0] || -> . % 3.61/3.81 57228[9:Spt:57227.0,56646.0,56647.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 57229[9:Spt:57227.0,56646.1,56646.2,56646.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 57230[10:Spt:57229.0] || -> pigeon_2_in_hole_5*. % 3.61/3.81 57231[10:MRR:131.1,57230.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 57232[10:MRR:132.1,57230.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 57233[10:MRR:130.1,57230.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 57235[10:MRR:128.1,57230.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 57236[10:MRR:121.0,57230.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 57237[10:MRR:56075.1,57231.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 57238[10:MRR:56078.1,57232.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57239[10:MRR:56074.1,57233.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57240[10:MRR:56076.1,57235.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57241[10:MRR:56077.1,57236.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57242[11:Spt:57237.3] || -> pigeon_6_in_hole_1*. % 3.61/3.81 57243[11:MRR:24.0,57242.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 57244[11:MRR:34.1,57242.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 57245[11:MRR:31.0,57242.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 57249[11:MRR:13.0,57242.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 57250[11:MRR:57240.3,57243.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 57251[11:MRR:57238.3,57244.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 57252[11:MRR:57239.3,57245.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 57253[11:MRR:57241.3,57249.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 57254[12:Spt:57250.1] || -> pigeon_3_in_hole_3*. % 3.61/3.81 57255[12:MRR:79.1,57254.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57259[12:MRR:81.1,57254.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57260[12:MRR:66.0,57254.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57261[12:MRR:57252.1,57255.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.81 57262[12:MRR:57251.1,57259.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.81 57263[12:MRR:57253.1,57260.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.81 57264[13:Spt:57261.1] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57265[13:MRR:40.0,57264.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57269[13:MRR:60.1,57264.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57271[13:MRR:57263.1,57265.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57274[13:MRR:182.1,57271.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57276[13:MRR:57262.1,57269.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57280[13:MRR:57274.0,57276.0] || -> . % 3.61/3.81 57281[13:Spt:57280.0,57261.1,57264.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57282[13:Spt:57280.0,57261.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57283[13:MRR:180.0,57282.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57284[13:MRR:57263.0,57283.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57285[13:MRR:42.1,57284.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57290[13:MRR:57262.1,57285.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57293[13:MRR:200.0,200.1,57290.0,57282.0] || -> . % 3.61/3.81 57294[12:Spt:57293.0,57250.1,57254.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57295[12:Spt:57293.0,57250.0,57250.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.81 57296[13:Spt:57295.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 57297[13:MRR:178.0,57296.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57298[13:MRR:193.1,57296.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57300[13:MRR:191.1,57296.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57301[13:MRR:57253.0,57297.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 57302[13:MRR:57251.0,57298.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 57303[13:MRR:57252.0,57300.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 57304[14:Spt:57301.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57305[14:MRR:68.1,57304.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57309[14:MRR:70.1,57304.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57310[14:MRR:57303.0,57305.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57312[14:MRR:60.1,57310.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57317[14:MRR:57302.0,57309.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57323[14:MRR:57312.0,57317.0] || -> . % 3.61/3.81 57324[14:Spt:57323.0,57301.0,57304.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 57325[14:Spt:57323.0,57301.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57326[14:MRR:40.1,57325.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57327[14:MRR:57303.1,57326.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57328[14:MRR:88.1,57327.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57332[14:MRR:57302.0,57328.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57337[14:MRR:42.0,42.1,57332.0,57325.0] || -> . % 3.61/3.81 57338[13:Spt:57337.0,57295.0,57296.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 57339[13:Spt:57337.0,57295.1] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57340[13:MRR:51.1,57339.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57341[13:MRR:57252.2,57340.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.81 57342[13:MRR:53.1,57339.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57343[13:MRR:57251.2,57342.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.81 57344[13:MRR:38.0,57339.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57345[13:MRR:57253.2,57344.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.81 57349[14:Spt:57341.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57350[14:MRR:180.0,57349.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57351[14:MRR:200.1,57349.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57353[14:MRR:57345.0,57350.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57354[14:MRR:70.1,57353.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57359[14:MRR:57343.0,57351.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57364[14:MRR:57354.0,57359.0] || -> . % 3.61/3.81 57365[14:Spt:57364.0,57341.0,57349.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57366[14:Spt:57364.0,57341.1] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57367[14:MRR:68.0,57366.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 57368[14:MRR:57345.1,57367.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57369[14:MRR:182.1,57368.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57371[14:MRR:57343.0,57369.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57375[14:MRR:88.0,88.1,57371.0,57366.0] || -> . % 3.61/3.81 57376[11:Spt:57375.0,57237.3,57242.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.81 57377[11:Spt:57375.0,57237.0,57237.1,57237.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 57378[12:Spt:57377.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 57379[12:MRR:199.0,57378.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57380[12:MRR:181.0,57378.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57381[12:MRR:202.1,57378.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57382[12:MRR:192.0,57378.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 57383[12:MRR:57239.0,57379.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57384[12:MRR:57241.0,57380.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57385[12:MRR:57238.0,57381.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57386[12:MRR:57240.0,57382.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57387[13:Spt:57383.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57388[13:MRR:68.0,57387.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57389[13:MRR:88.1,57387.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57393[13:MRR:79.0,57387.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57394[13:MRR:57384.0,57388.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57395[13:MRR:57385.0,57389.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57396[13:MRR:57386.0,57393.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57397[14:Spt:57394.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57399[14:MRR:42.1,57397.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57400[14:MRR:38.1,57397.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 57404[14:MRR:57395.0,57399.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57405[14:MRR:25.0,57404.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57411[14:MRR:57396.0,57400.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57417[14:MRR:57405.0,57411.0] || -> . % 3.61/3.81 57418[14:Spt:57417.0,57394.0,57397.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57419[14:Spt:57417.0,57394.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57420[14:MRR:14.1,57419.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57421[14:MRR:57395.1,57420.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57423[14:MRR:53.0,57421.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 57427[14:MRR:57396.0,57423.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57428[14:MRR:10.0,10.1,57427.0,57419.0] || -> . % 3.61/3.81 57433[13:Spt:57428.0,57383.0,57387.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57434[13:Spt:57428.0,57383.1,57383.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57435[14:Spt:57434.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57436[14:MRR:40.0,57435.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 57437[14:MRR:60.1,57435.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57438[14:MRR:51.0,57435.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 57442[14:MRR:57384.1,57436.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 57443[14:MRR:57385.1,57437.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 57444[14:MRR:57386.1,57438.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 57445[15:Spt:57442.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57449[15:MRR:70.1,57445.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57450[15:MRR:66.1,57445.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57451[15:MRR:57443.0,57449.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57457[15:MRR:25.0,57451.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57458[15:MRR:57444.0,57450.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57464[15:MRR:57457.0,57458.0] || -> . % 3.61/3.81 57465[15:Spt:57464.0,57442.0,57445.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 57466[15:Spt:57464.0,57442.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57467[15:MRR:14.1,57466.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57468[15:MRR:57443.1,57467.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57472[15:MRR:81.0,57468.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57473[15:MRR:57444.0,57472.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57478[15:MRR:10.0,10.1,57473.0,57466.0] || -> . % 3.61/3.81 57479[14:Spt:57478.0,57434.0,57435.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57480[14:Spt:57478.0,57434.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57481[14:MRR:32.1,57480.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 57482[14:MRR:57385.2,57481.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 57483[14:MRR:23.0,57480.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57484[14:MRR:57386.2,57483.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 57485[14:MRR:12.0,57480.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 57486[14:MRR:57384.2,57485.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 57490[15:Spt:57482.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57491[15:MRR:70.0,57490.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 57492[15:MRR:81.0,57490.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57496[15:MRR:57486.0,57491.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57500[15:MRR:38.1,57496.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 57502[15:MRR:57484.0,57492.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57507[15:MRR:57500.0,57502.0] || -> . % 3.61/3.81 57508[15:Spt:57507.0,57482.0,57490.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 57509[15:Spt:57507.0,57482.1] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57510[15:MRR:42.0,57509.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57511[15:MRR:57486.1,57510.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57512[15:MRR:66.1,57511.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57516[15:MRR:57484.0,57512.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57520[15:MRR:53.0,53.1,57509.0,57516.0] || -> . % 3.61/3.81 57521[12:Spt:57520.0,57377.0,57378.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 57522[12:Spt:57520.0,57377.1,57377.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 57523[13:Spt:57522.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 57524[13:MRR:90.1,57523.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57525[13:MRR:69.0,57523.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57526[13:MRR:80.0,57523.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57529[13:MRR:87.0,57523.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57530[13:MRR:57238.1,57524.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57531[13:MRR:57241.1,57525.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57532[13:MRR:57240.1,57526.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57533[13:MRR:57239.1,57529.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57534[14:Spt:57530.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57535[14:MRR:200.0,57534.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57536[14:MRR:182.0,57534.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57537[14:MRR:193.0,57534.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 57538[14:MRR:57533.0,57535.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57539[14:MRR:57531.0,57536.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57540[14:MRR:57532.0,57537.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57541[15:Spt:57538.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57545[15:MRR:51.0,57541.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 57547[15:MRR:40.0,57541.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57548[15:MRR:57540.0,57545.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57554[15:MRR:10.0,57548.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 57555[15:MRR:57539.0,57547.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57561[15:MRR:57554.0,57555.0] || -> . % 3.61/3.81 57562[15:Spt:57561.0,57538.0,57541.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57563[15:Spt:57561.0,57538.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57564[15:MRR:23.0,57563.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57565[15:MRR:57540.1,57564.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57569[15:MRR:38.0,57565.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57571[15:MRR:57539.0,57569.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57575[15:MRR:12.0,12.1,57563.0,57571.0] || -> . % 3.61/3.81 57577[14:Spt:57575.0,57530.0,57534.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57578[14:Spt:57575.0,57530.1,57530.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57579[15:Spt:57578.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57580[15:MRR:60.0,57579.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57581[15:MRR:53.0,57579.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 57585[15:MRR:42.0,57579.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 57586[15:MRR:57533.1,57580.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.81 57587[15:MRR:57532.1,57581.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.81 57588[15:MRR:57531.1,57585.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.81 57589[16:Spt:57586.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57590[16:MRR:180.0,57589.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57591[16:MRR:191.0,57589.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57592[16:MRR:57588.0,57590.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57593[16:MRR:10.1,57592.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57599[16:MRR:57587.0,57591.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57605[16:MRR:57593.0,57599.0] || -> . % 3.61/3.81 57606[16:Spt:57605.0,57586.0,57589.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57607[16:Spt:57605.0,57586.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57608[16:MRR:12.0,57607.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 57609[16:MRR:57588.1,57608.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57610[16:MRR:178.1,57609.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57611[16:MRR:57587.0,57610.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57616[16:MRR:23.0,23.1,57607.0,57611.0] || -> . % 3.61/3.81 57617[15:Spt:57616.0,57578.0,57579.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57618[15:Spt:57616.0,57578.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57619[15:MRR:14.0,57618.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 57620[15:MRR:57531.2,57619.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.81 57621[15:MRR:25.0,57618.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57622[15:MRR:57532.2,57621.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.81 57626[15:MRR:32.0,57618.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57627[15:MRR:57533.2,57626.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.81 57628[16:Spt:57620.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57629[16:MRR:180.1,57628.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57630[16:MRR:178.1,57628.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57631[16:MRR:57627.0,57629.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57633[16:MRR:51.0,57631.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 57637[16:MRR:57622.0,57630.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57642[16:MRR:57633.0,57637.0] || -> . % 3.61/3.81 57643[16:Spt:57642.0,57620.0,57628.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57644[16:Spt:57642.0,57620.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57645[16:MRR:40.1,57644.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57646[16:MRR:57627.1,57645.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57647[16:MRR:191.0,57646.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57648[16:MRR:57622.0,57647.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 57652[16:MRR:38.0,38.1,57648.0,57644.0] || -> . % 3.61/3.81 57653[13:Spt:57652.0,57522.0,57523.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 57654[13:Spt:57652.0,57522.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 57655[13:MRR:59.0,57654.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57656[13:MRR:52.0,57654.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 57657[13:MRR:41.0,57654.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 57660[13:MRR:62.1,57654.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57661[13:MRR:57238.2,57660.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 57662[13:MRR:57241.2,57657.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 57663[13:MRR:57240.2,57656.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 57664[13:MRR:57239.2,57655.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 57665[14:Spt:57661.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57666[14:MRR:193.0,57665.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 57667[14:MRR:182.0,57665.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57668[14:MRR:200.0,57665.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57669[14:MRR:57663.0,57666.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 57670[14:MRR:57662.0,57667.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 57671[14:MRR:57664.0,57668.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 57672[15:Spt:57669.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 57674[15:MRR:66.0,57672.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 57677[15:MRR:79.1,57672.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57678[15:MRR:57670.0,57674.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57680[15:MRR:12.1,57678.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57685[15:MRR:57671.0,57677.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57691[15:MRR:57680.0,57685.0] || -> . % 3.61/3.81 57692[15:Spt:57691.0,57669.0,57672.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57693[15:Spt:57691.0,57669.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57694[15:MRR:10.0,57693.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 57695[15:MRR:57670.1,57694.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57699[15:MRR:68.1,57695.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57700[15:MRR:57671.0,57699.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57705[15:MRR:23.0,23.1,57700.0,57693.0] || -> . % 3.61/3.81 57706[14:Spt:57705.0,57661.0,57665.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57707[14:Spt:57705.0,57661.1,57661.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 57708[15:Spt:57707.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 57709[15:MRR:81.0,57708.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57710[15:MRR:70.0,57708.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57713[15:MRR:88.0,57708.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57714[15:MRR:57663.1,57709.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.81 57715[15:MRR:57662.1,57710.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.81 57716[15:MRR:57664.1,57713.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.81 57717[16:Spt:57714.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 57718[16:MRR:178.0,57717.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57719[16:MRR:191.1,57717.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57720[16:MRR:57715.0,57718.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57725[16:MRR:12.1,57720.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57727[16:MRR:57716.0,57719.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57733[16:MRR:57725.0,57727.0] || -> . % 3.61/3.81 57734[16:Spt:57733.0,57714.0,57717.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57735[16:Spt:57733.0,57714.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57736[16:MRR:10.0,57735.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 57737[16:MRR:57715.1,57736.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57738[16:MRR:180.1,57737.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57739[16:MRR:57716.0,57738.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57740[16:MRR:23.0,23.1,57739.0,57735.0] || -> . % 3.61/3.81 57745[15:Spt:57740.0,57707.0,57708.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57746[15:Spt:57740.0,57707.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57747[15:MRR:14.0,57746.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 57748[15:MRR:57662.2,57747.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.81 57749[15:MRR:32.0,57746.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57750[15:MRR:57664.2,57749.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.81 57751[15:MRR:25.0,57746.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 57752[15:MRR:57663.2,57751.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.81 57756[16:Spt:57748.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57757[16:MRR:178.1,57756.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 57758[16:MRR:180.1,57756.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57759[16:MRR:57752.0,57757.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 57760[16:MRR:79.1,57759.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 57764[16:MRR:57750.0,57758.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57768[16:MRR:57760.0,57764.0] || -> . % 3.61/3.81 57769[16:Spt:57768.0,57748.0,57756.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 57770[16:Spt:57768.0,57748.1] || -> pigeon_1_in_hole_3*. % 3.61/3.81 57771[16:MRR:66.1,57770.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 57772[16:MRR:57752.1,57771.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 57773[16:MRR:191.1,57772.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57774[16:MRR:57750.0,57773.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 57777[16:MRR:68.0,68.1,57774.0,57770.0] || -> . % 3.61/3.81 57778[10:Spt:57777.0,57229.0,57230.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.81 57779[10:Spt:57777.0,57229.1,57229.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 57780[11:Spt:57779.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 57781[11:MRR:72.1,57780.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 57782[11:MRR:74.1,57780.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 57783[11:MRR:65.0,57780.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 57785[11:MRR:76.1,57780.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 57786[11:MRR:75.1,57780.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 57787[11:MRR:56076.2,57781.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 57788[11:MRR:56074.2,57782.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57789[11:MRR:56077.2,57783.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57790[11:MRR:56078.2,57785.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57791[11:MRR:56075.2,57786.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 57792[12:Spt:57787.3] || -> pigeon_3_in_hole_1*. % 3.61/3.81 57793[12:MRR:10.0,57792.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 57794[12:MRR:23.1,57792.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 57795[12:MRR:25.1,57792.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 57799[12:MRR:24.1,57792.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.81 57800[12:MRR:57789.3,57793.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.81 57801[12:MRR:57788.3,57794.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 57802[12:MRR:57790.3,57795.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 57803[12:MRR:57791.3,57799.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 57804[13:Spt:57800.2] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57805[13:MRR:40.1,57804.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57807[13:MRR:41.1,57804.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 57810[13:MRR:42.1,57804.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57811[13:MRR:57801.2,57805.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.81 57812[13:MRR:57803.2,57807.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.81 57813[13:MRR:57802.2,57810.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.81 57814[14:Spt:57811.1] || -> pigeon_5_in_hole_5*. % 3.61/3.81 57815[14:MRR:143.1,57814.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57816[14:MRR:144.1,57814.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57820[14:MRR:57812.1,57815.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 57822[14:MRR:202.1,57820.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57825[14:MRR:57813.1,57816.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57829[14:MRR:57822.0,57825.0] || -> . % 3.61/3.81 57830[14:Spt:57829.0,57811.1,57814.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57831[14:Spt:57829.0,57811.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57832[14:MRR:199.1,57831.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 57833[14:MRR:57812.0,57832.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57835[14:MRR:146.1,57833.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57838[14:MRR:57813.1,57835.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 57841[14:MRR:200.0,200.1,57838.0,57831.0] || -> . % 3.61/3.81 57842[13:Spt:57841.0,57800.2,57804.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 57843[13:Spt:57841.0,57800.0,57800.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.81 57844[14:Spt:57843.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 57845[14:MRR:181.1,57844.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 57846[14:MRR:182.1,57844.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57848[14:MRR:180.1,57844.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57849[14:MRR:57803.0,57845.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 57850[14:MRR:57802.0,57846.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 57851[14:MRR:57801.0,57848.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 57852[15:Spt:57849.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57853[15:MRR:143.0,57852.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57856[15:MRR:146.1,57852.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57858[15:MRR:57851.0,57853.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57863[15:MRR:60.1,57858.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57864[15:MRR:57850.0,57856.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57869[15:MRR:57863.0,57864.0] || -> . % 3.61/3.81 57870[15:Spt:57869.0,57849.0,57852.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 57871[15:Spt:57869.0,57849.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 57872[15:MRR:59.0,57871.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57873[15:MRR:57851.1,57872.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 57877[15:MRR:144.1,57873.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57878[15:MRR:57850.0,57877.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57881[15:MRR:62.0,62.1,57878.0,57871.0] || -> . % 3.61/3.81 57883[14:Spt:57881.0,57843.0,57844.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57884[14:Spt:57881.0,57843.1] || -> pigeon_1_in_hole_5*. % 3.61/3.81 57885[14:MRR:125.1,57884.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 57886[14:MRR:57803.1,57885.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.81 57887[14:MRR:124.1,57884.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57888[14:MRR:57801.1,57887.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.81 57889[14:MRR:126.1,57884.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57890[14:MRR:57802.1,57889.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.81 57893[15:Spt:57886.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 57894[15:MRR:199.0,57893.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 57895[15:MRR:202.1,57893.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57897[15:MRR:57888.0,57894.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 57899[15:MRR:60.1,57897.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57903[15:MRR:57890.0,57895.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57908[15:MRR:57899.0,57903.0] || -> . % 3.61/3.81 57909[15:Spt:57908.0,57886.0,57893.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 57910[15:Spt:57908.0,57886.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 57911[15:MRR:59.0,57910.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57912[15:MRR:57888.1,57911.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 57913[15:MRR:200.1,57912.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 57915[15:MRR:57890.0,57913.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57917[15:MRR:62.0,62.1,57915.0,57910.0] || -> . % 3.61/3.81 57920[12:Spt:57917.0,57787.3,57792.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 57921[12:Spt:57917.0,57787.0,57787.1,57787.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.81 57922[13:Spt:57921.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 57923[13:MRR:192.1,57922.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 57924[13:MRR:191.1,57922.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 57925[13:MRR:193.1,57922.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 57926[13:MRR:178.0,57922.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 57927[13:MRR:57791.0,57923.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 57928[13:MRR:57788.0,57924.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57929[13:MRR:57790.0,57925.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57930[13:MRR:57789.0,57926.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57931[14:Spt:57927.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 57932[14:MRR:125.0,57931.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 57934[14:MRR:146.1,57931.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 57936[14:MRR:143.0,57931.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 57937[14:MRR:57930.0,57932.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 57938[14:MRR:57929.0,57934.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 57939[14:MRR:57928.0,57936.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 57940[15:Spt:57937.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 57941[15:MRR:42.1,57940.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 57946[15:MRR:40.1,57940.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57947[15:MRR:57938.0,57941.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 57949[15:MRR:32.0,57947.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 57954[15:MRR:57939.0,57946.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57960[15:MRR:57949.0,57954.0] || -> . % 3.61/3.81 57961[15:Spt:57960.0,57937.0,57940.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 57962[15:Spt:57960.0,57937.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 57963[15:MRR:14.1,57962.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 57964[15:MRR:57938.1,57963.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 57965[15:MRR:60.0,57964.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 57970[15:MRR:57939.0,57965.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57975[15:MRR:12.0,12.1,57970.0,57962.0] || -> . % 3.61/3.81 57976[14:Spt:57975.0,57927.0,57931.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 57977[14:Spt:57975.0,57927.1,57927.2] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 57978[15:Spt:57977.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 57979[15:MRR:41.0,57978.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 57980[15:MRR:62.1,57978.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 57983[15:MRR:59.0,57978.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 57985[15:MRR:57930.1,57979.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.81 57986[15:MRR:57929.1,57980.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.81 57987[15:MRR:57928.1,57983.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.81 57988[16:Spt:57985.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 57989[16:MRR:124.1,57988.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 57990[16:MRR:126.1,57988.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 57993[16:MRR:57987.0,57989.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 57994[16:MRR:32.1,57993.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58000[16:MRR:57986.0,57990.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58006[16:MRR:57994.0,58000.0] || -> . % 3.61/3.81 58007[16:Spt:58006.0,57985.0,57988.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58008[16:Spt:58006.0,57985.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58009[16:MRR:12.1,58008.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 58010[16:MRR:57987.1,58009.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58012[16:MRR:144.1,58010.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58014[16:MRR:57986.0,58012.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58019[16:MRR:14.0,14.1,58014.0,58008.0] || -> . % 3.61/3.81 58020[15:Spt:58019.0,57977.0,57978.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 58021[15:Spt:58019.0,57977.1] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58022[15:MRR:31.0,58021.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 58023[15:MRR:57928.2,58022.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 58024[15:MRR:34.1,58021.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58025[15:MRR:57929.2,58024.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 58026[15:MRR:13.0,58021.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58027[15:MRR:57930.2,58026.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.81 58031[16:Spt:58023.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58032[16:MRR:124.0,58031.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58034[16:MRR:144.1,58031.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58036[16:MRR:58027.0,58032.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58041[16:MRR:42.1,58036.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 58042[16:MRR:58025.0,58034.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58047[16:MRR:58041.0,58042.0] || -> . % 3.61/3.81 58048[16:Spt:58047.0,58023.0,58031.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58049[16:Spt:58047.0,58023.1] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58050[16:MRR:40.0,58049.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58051[16:MRR:58027.1,58050.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58054[16:MRR:126.1,58051.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58055[16:MRR:58025.0,58054.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58056[16:MRR:60.0,60.1,58055.0,58049.0] || -> . % 3.61/3.81 58060[13:Spt:58056.0,57921.0,57922.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 58061[13:Spt:58056.0,57921.1,57921.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.81 58062[14:Spt:58061.0] || -> pigeon_3_in_hole_5*. % 3.61/3.81 58063[14:MRR:135.1,58062.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58064[14:MRR:122.0,58062.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58065[14:MRR:137.1,58062.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58067[14:MRR:136.1,58062.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58068[14:MRR:57788.1,58063.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 58069[14:MRR:57789.1,58064.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 58070[14:MRR:57790.1,58065.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 58071[14:MRR:57791.1,58067.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 58072[15:Spt:58068.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58073[15:MRR:199.1,58072.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58074[15:MRR:200.1,58072.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58075[15:MRR:180.0,58072.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58076[15:MRR:58071.0,58073.0] || -> pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 58077[15:MRR:58070.0,58074.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 58078[15:MRR:58069.0,58075.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 58079[16:Spt:58076.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58084[16:MRR:62.1,58079.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 58085[16:MRR:41.0,58079.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58086[16:MRR:58077.0,58084.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58092[16:MRR:14.0,58086.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58093[16:MRR:58078.0,58085.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58099[16:MRR:58092.0,58093.0] || -> . % 3.61/3.81 58100[16:Spt:58099.0,58076.0,58079.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58101[16:Spt:58099.0,58076.1] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58102[16:MRR:34.1,58101.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58103[16:MRR:58077.1,58102.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58108[16:MRR:42.0,58103.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58109[16:MRR:58078.0,58108.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58113[16:MRR:13.0,13.1,58101.0,58109.0] || -> . % 3.61/3.81 58115[15:Spt:58113.0,58068.0,58072.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58116[15:Spt:58113.0,58068.1,58068.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 58117[16:Spt:58116.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58118[16:MRR:59.1,58117.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 58119[16:MRR:60.1,58117.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 58121[16:MRR:40.0,58117.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 58124[16:MRR:58071.1,58118.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.61/3.81 58125[16:MRR:58070.1,58119.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.81 58126[16:MRR:58069.1,58121.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.81 58127[17:Spt:58124.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 58128[17:MRR:202.1,58127.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58129[17:MRR:181.0,58127.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58130[17:MRR:58125.0,58128.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58132[17:MRR:14.0,58130.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58137[17:MRR:58126.0,58129.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58143[17:MRR:58132.0,58137.0] || -> . % 3.61/3.81 58144[17:Spt:58143.0,58124.0,58127.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58145[17:Spt:58143.0,58124.1] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58146[17:MRR:34.1,58145.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58147[17:MRR:58125.1,58146.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58148[17:MRR:182.0,58147.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58149[17:MRR:58126.0,58148.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58151[17:MRR:13.0,13.1,58145.0,58149.0] || -> . % 3.61/3.81 58155[16:Spt:58151.0,58116.0,58117.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58156[16:Spt:58151.0,58116.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 58157[16:MRR:32.1,58156.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 58158[16:MRR:58070.2,58157.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.81 58159[16:MRR:12.0,58156.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58160[16:MRR:58069.2,58159.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.81 58161[16:MRR:31.1,58156.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 58162[16:MRR:58071.2,58161.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.81 58166[17:Spt:58158.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58167[17:MRR:202.0,58166.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58168[17:MRR:182.0,58166.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58169[17:MRR:58162.0,58167.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58170[17:MRR:41.0,58169.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58175[17:MRR:58160.0,58168.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58180[17:MRR:58170.0,58175.0] || -> . % 3.61/3.81 58181[17:Spt:58180.0,58158.0,58166.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58182[17:Spt:58180.0,58158.1] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58183[17:MRR:62.0,58182.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58184[17:MRR:58162.1,58183.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 58185[17:MRR:181.0,58184.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58186[17:MRR:58160.0,58185.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58190[17:MRR:42.0,42.1,58182.0,58186.0] || -> . % 3.61/3.81 58191[14:Spt:58190.0,58061.0,58062.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 58192[14:Spt:58190.0,58061.1] || -> pigeon_3_in_hole_2*. % 3.61/3.81 58193[14:MRR:52.1,58192.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 58194[14:MRR:38.0,58192.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 58195[14:MRR:53.1,58192.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 58198[14:MRR:51.1,58192.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58199[14:MRR:57788.2,58198.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.81 58200[14:MRR:57789.2,58194.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.81 58201[14:MRR:57790.2,58195.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.81 58202[14:MRR:57791.2,58193.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.81 58203[15:Spt:58199.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58204[15:MRR:180.0,58203.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58205[15:MRR:200.1,58203.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58206[15:MRR:199.1,58203.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58207[15:MRR:58200.0,58204.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.81 58208[15:MRR:58201.0,58205.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.81 58209[15:MRR:58202.0,58206.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.81 58210[16:Spt:58207.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58212[16:MRR:126.1,58210.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58214[16:MRR:125.1,58210.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58215[16:MRR:58208.0,58212.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58217[16:MRR:34.0,58215.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 58222[16:MRR:58209.0,58214.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58228[16:MRR:58217.0,58222.0] || -> . % 3.61/3.81 58229[16:Spt:58228.0,58207.0,58210.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58230[16:Spt:58228.0,58207.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58231[16:MRR:14.1,58230.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58232[16:MRR:58208.1,58231.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58235[16:MRR:146.0,58232.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58236[16:MRR:58209.0,58235.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58241[16:MRR:13.0,13.1,58236.0,58230.0] || -> . % 3.61/3.81 58242[15:Spt:58241.0,58199.0,58203.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58243[15:Spt:58241.0,58199.1,58199.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.81 58244[16:Spt:58243.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58245[16:MRR:124.0,58244.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58246[16:MRR:144.1,58244.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58248[16:MRR:143.1,58244.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58249[16:MRR:58200.1,58245.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.81 58250[16:MRR:58201.1,58246.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.81 58251[16:MRR:58202.1,58248.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.61/3.81 58252[17:Spt:58249.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58253[17:MRR:182.1,58252.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58254[17:MRR:181.1,58252.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58255[17:MRR:58250.0,58253.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 58260[17:MRR:34.0,58255.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 58262[17:MRR:58251.0,58254.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58268[17:MRR:58260.0,58262.0] || -> . % 3.61/3.81 58269[17:Spt:58268.0,58249.0,58252.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58270[17:Spt:58268.0,58249.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 58271[17:MRR:14.1,58270.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 58272[17:MRR:58250.1,58271.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58273[17:MRR:202.0,58272.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58274[17:MRR:58251.0,58273.0] || -> pigeon_6_in_hole_1*. % 3.61/3.81 58275[17:MRR:13.0,13.1,58274.0,58270.0] || -> . % 3.61/3.81 58280[16:Spt:58275.0,58243.0,58244.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58281[16:Spt:58275.0,58243.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 58282[16:MRR:32.1,58281.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 58283[16:MRR:58201.2,58282.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.81 58284[16:MRR:31.1,58281.0] || pigeon_6_in_hole_1* -> . % 3.61/3.81 58285[16:MRR:58202.2,58284.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.81 58286[16:MRR:12.0,58281.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58287[16:MRR:58200.2,58286.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.81 58291[17:Spt:58283.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58292[17:MRR:182.0,58291.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58293[17:MRR:202.0,58291.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58294[17:MRR:58287.0,58292.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58295[17:MRR:125.1,58294.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58298[17:MRR:58285.0,58293.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 58301[17:MRR:58295.0,58298.0] || -> . % 3.61/3.81 58302[17:Spt:58301.0,58283.0,58291.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58303[17:Spt:58301.0,58283.1] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58304[17:MRR:126.0,58303.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58305[17:MRR:58287.1,58304.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58306[17:MRR:181.1,58305.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58307[17:MRR:58285.0,58306.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 58309[17:MRR:146.0,146.1,58303.0,58307.0] || -> . % 3.61/3.81 58310[11:Spt:58309.0,57779.0,57780.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.81 58311[11:Spt:58309.0,57779.1] || -> pigeon_2_in_hole_1*. % 3.61/3.81 58312[11:MRR:20.1,58311.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 58313[11:MRR:19.1,58311.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.81 58314[11:MRR:9.0,58311.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 58317[11:MRR:18.1,58311.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 58318[11:MRR:16.1,58311.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 58319[11:MRR:56076.4,58318.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 58320[11:MRR:56074.4,58317.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 58321[11:MRR:56077.4,58314.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 58322[11:MRR:56078.4,58312.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 58323[11:MRR:56075.4,58313.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 58324[12:Spt:58319.3] || -> pigeon_3_in_hole_2*. % 3.61/3.81 58325[12:MRR:52.1,58324.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 58326[12:MRR:38.0,58324.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 58327[12:MRR:53.1,58324.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 58330[12:MRR:51.1,58324.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58331[12:MRR:58323.3,58325.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.81 58332[12:MRR:58321.3,58326.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.61/3.81 58333[12:MRR:58322.3,58327.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.81 58334[12:MRR:58320.3,58330.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.81 58335[13:Spt:58331.1] || -> pigeon_6_in_hole_5*. % 3.61/3.81 58336[13:MRR:125.0,58335.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58338[13:MRR:146.1,58335.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58339[13:MRR:143.0,58335.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58341[13:MRR:58332.1,58336.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.81 58342[13:MRR:58333.1,58338.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.81 58343[13:MRR:58334.1,58339.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.81 58344[14:Spt:58341.1] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58346[14:MRR:68.1,58344.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58348[14:MRR:70.1,58344.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 58350[14:MRR:58343.1,58346.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58352[14:MRR:200.1,58350.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58355[14:MRR:58342.1,58348.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58359[14:MRR:58352.0,58355.0] || -> . % 3.61/3.81 58360[14:Spt:58359.0,58341.1,58344.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58361[14:Spt:58359.0,58341.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58362[14:MRR:180.1,58361.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58363[14:MRR:58343.0,58362.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 58366[14:MRR:88.1,58363.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 58368[14:MRR:58342.1,58366.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58370[14:MRR:182.0,182.1,58368.0,58361.0] || -> . % 3.61/3.81 58372[13:Spt:58370.0,58331.1,58335.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58373[13:Spt:58370.0,58331.0,58331.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.81 58374[14:Spt:58373.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 58375[14:MRR:199.0,58374.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58376[14:MRR:202.1,58374.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58377[14:MRR:181.0,58374.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58379[14:MRR:58334.0,58375.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.81 58380[14:MRR:58333.0,58376.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.81 58381[14:MRR:58332.0,58377.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.61/3.81 58382[15:Spt:58379.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58383[15:MRR:124.0,58382.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58385[15:MRR:144.1,58382.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58387[15:MRR:58381.0,58383.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58389[15:MRR:70.1,58387.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 58393[15:MRR:58380.0,58385.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58398[15:MRR:58389.0,58393.0] || -> . % 3.61/3.81 58399[15:Spt:58398.0,58379.0,58382.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58400[15:Spt:58398.0,58379.1] || -> pigeon_5_in_hole_3*. % 3.61/3.81 58401[15:MRR:68.0,58400.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58402[15:MRR:58381.1,58401.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58403[15:MRR:126.1,58402.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58406[15:MRR:58380.0,58403.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58410[15:MRR:88.0,88.1,58406.0,58400.0] || -> . % 3.61/3.81 58411[14:Spt:58410.0,58373.0,58374.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58412[14:Spt:58410.0,58373.1] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58413[14:MRR:69.0,58412.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 58414[14:MRR:58332.2,58413.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.81 58415[14:MRR:90.1,58412.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 58416[14:MRR:58333.2,58415.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.81 58417[14:MRR:87.0,58412.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58418[14:MRR:58334.2,58417.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.81 58421[15:Spt:58414.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58422[15:MRR:180.1,58421.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58423[15:MRR:182.1,58421.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58425[15:MRR:58418.0,58422.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58427[15:MRR:144.1,58425.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58430[15:MRR:58416.0,58423.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58434[15:MRR:58427.0,58430.0] || -> . % 3.61/3.81 58435[15:Spt:58434.0,58414.0,58421.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58436[15:Spt:58434.0,58414.1] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58437[15:MRR:124.1,58436.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58438[15:MRR:58418.1,58437.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58440[15:MRR:200.1,58438.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 58441[15:MRR:58416.0,58440.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58444[15:MRR:126.0,126.1,58441.0,58436.0] || -> . % 3.61/3.81 58445[12:Spt:58444.0,58319.3,58324.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 58446[12:Spt:58444.0,58319.0,58319.1,58319.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.81 58447[13:Spt:58446.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 58448[13:MRR:178.0,58447.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58449[13:MRR:191.1,58447.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58450[13:MRR:193.1,58447.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58451[13:MRR:192.1,58447.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58452[13:MRR:58321.0,58448.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 58453[13:MRR:58320.0,58449.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 58454[13:MRR:58322.0,58450.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 58455[13:MRR:58323.0,58451.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 58456[14:Spt:58452.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58457[14:MRR:124.1,58456.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58458[14:MRR:126.1,58456.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58461[14:MRR:125.1,58456.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58462[14:MRR:58453.0,58457.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 58463[14:MRR:58454.0,58458.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 58464[14:MRR:58455.0,58461.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 58465[15:Spt:58462.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 58467[15:MRR:88.1,58465.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 58468[15:MRR:87.1,58465.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 58471[15:MRR:58463.0,58467.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58472[15:MRR:62.0,58471.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58477[15:MRR:58464.0,58468.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58482[15:MRR:58472.0,58477.0] || -> . % 3.61/3.81 58483[15:Spt:58482.0,58462.0,58465.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58484[15:Spt:58482.0,58462.1] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58485[15:MRR:60.1,58484.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 58486[15:MRR:58463.1,58485.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58488[15:MRR:90.0,58486.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 58491[15:MRR:58464.0,58488.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58492[15:MRR:59.0,59.1,58491.0,58484.0] || -> . % 3.61/3.81 58496[14:Spt:58492.0,58452.0,58456.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58497[14:Spt:58492.0,58452.1,58452.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 58498[15:Spt:58497.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58499[15:MRR:68.1,58498.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 58500[15:MRR:70.1,58498.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 58501[15:MRR:69.1,58498.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 58504[15:MRR:58453.1,58499.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 58505[15:MRR:58454.1,58500.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 58506[15:MRR:58455.1,58501.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 58507[16:Spt:58504.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58509[16:MRR:144.1,58507.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58511[16:MRR:143.1,58507.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58512[16:MRR:58505.0,58509.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58517[16:MRR:62.0,58512.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58518[16:MRR:58506.0,58511.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58523[16:MRR:58517.0,58518.0] || -> . % 3.61/3.81 58524[16:Spt:58523.0,58504.0,58507.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58525[16:Spt:58523.0,58504.1] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58526[16:MRR:60.1,58525.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 58527[16:MRR:58505.1,58526.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58530[16:MRR:146.0,58527.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58531[16:MRR:58506.0,58530.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58535[16:MRR:59.0,59.1,58531.0,58525.0] || -> . % 3.61/3.81 58536[15:Spt:58535.0,58497.0,58498.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 58537[15:Spt:58535.0,58497.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58538[15:MRR:42.1,58537.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 58539[15:MRR:58454.2,58538.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.81 58540[15:MRR:41.1,58537.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58541[15:MRR:58455.2,58540.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.81 58542[15:MRR:40.1,58537.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 58543[15:MRR:58453.2,58542.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.81 58546[16:Spt:58539.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58547[16:MRR:144.0,58546.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58548[16:MRR:146.0,58546.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58551[16:MRR:58543.0,58547.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 58554[16:MRR:87.1,58551.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 58556[16:MRR:58541.0,58548.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58560[16:MRR:58554.0,58556.0] || -> . % 3.61/3.81 58561[16:Spt:58560.0,58539.0,58546.0] || pigeon_7_in_hole_5* -> . % 3.61/3.81 58562[16:Spt:58560.0,58539.1] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58563[16:MRR:88.0,58562.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58564[16:MRR:58543.1,58563.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58565[16:MRR:143.1,58564.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58568[16:MRR:58541.0,58565.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58571[16:MRR:90.0,90.1,58562.0,58568.0] || -> . % 3.61/3.81 58572[13:Spt:58571.0,58446.0,58447.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 58573[13:Spt:58571.0,58446.1,58446.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.81 58574[14:Spt:58573.0] || -> pigeon_3_in_hole_5*. % 3.61/3.81 58575[14:MRR:137.1,58574.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58576[14:MRR:135.1,58574.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58577[14:MRR:136.1,58574.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58579[14:MRR:122.0,58574.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58580[14:MRR:58322.1,58575.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 58581[14:MRR:58320.1,58576.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 58582[14:MRR:58323.1,58577.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 58583[14:MRR:58321.1,58579.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 58584[15:Spt:58580.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58585[15:MRR:182.0,58584.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58586[15:MRR:200.0,58584.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58587[15:MRR:202.0,58584.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58588[15:MRR:58583.0,58585.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 58589[15:MRR:58581.0,58586.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 58590[15:MRR:58582.0,58587.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.81 58591[16:Spt:58588.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58594[16:MRR:69.1,58591.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 58596[16:MRR:68.1,58591.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58597[16:MRR:58590.0,58594.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58602[16:MRR:59.0,58597.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 58603[16:MRR:58589.0,58596.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58608[16:MRR:58602.0,58603.0] || -> . % 3.61/3.81 58609[16:Spt:58608.0,58588.0,58591.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58610[16:Spt:58608.0,58588.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58611[16:MRR:41.1,58610.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58612[16:MRR:58590.1,58611.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58615[16:MRR:87.0,58612.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 58617[16:MRR:58589.0,58615.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58620[16:MRR:40.0,40.1,58617.0,58610.0] || -> . % 3.61/3.81 58622[15:Spt:58620.0,58580.0,58584.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58623[15:Spt:58620.0,58580.1,58580.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 58624[16:Spt:58623.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58625[16:MRR:70.0,58624.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 58626[16:MRR:90.0,58624.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 58629[16:MRR:88.0,58624.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 58630[16:MRR:58583.1,58625.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.81 58631[16:MRR:58582.1,58626.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.81 58632[16:MRR:58581.1,58629.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.81 58633[17:Spt:58630.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58634[17:MRR:180.1,58633.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58635[17:MRR:181.1,58633.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58636[17:MRR:58632.0,58634.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58637[17:MRR:59.1,58636.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58642[17:MRR:58631.0,58635.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58647[17:MRR:58637.0,58642.0] || -> . % 3.61/3.81 58648[17:Spt:58647.0,58630.0,58633.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58649[17:Spt:58647.0,58630.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58650[17:MRR:40.1,58649.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 58651[17:MRR:58632.1,58650.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58652[17:MRR:199.1,58651.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58653[17:MRR:58631.0,58652.0] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58657[17:MRR:41.0,41.1,58653.0,58649.0] || -> . % 3.61/3.81 58658[16:Spt:58657.0,58623.0,58624.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 58659[16:Spt:58657.0,58623.1] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58660[16:MRR:60.0,58659.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58661[16:MRR:58581.2,58660.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.81 58662[16:MRR:62.0,58659.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58663[16:MRR:58582.2,58662.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.81 58666[16:MRR:42.0,58659.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58667[16:MRR:58583.2,58666.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.81 58668[17:Spt:58661.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58669[17:MRR:180.0,58668.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58670[17:MRR:199.1,58668.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58671[17:MRR:58667.0,58669.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58673[17:MRR:69.1,58671.0] || pigeon_6_in_hole_3* -> . % 3.61/3.81 58676[17:MRR:58663.0,58670.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58680[17:MRR:58673.0,58676.0] || -> . % 3.61/3.81 58681[17:Spt:58680.0,58661.0,58668.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58682[17:Spt:58680.0,58661.1] || -> pigeon_5_in_hole_3*. % 3.61/3.81 58683[17:MRR:68.0,58682.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58684[17:MRR:58667.1,58683.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58685[17:MRR:181.1,58684.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58686[17:MRR:58663.0,58685.0] || -> pigeon_6_in_hole_3*. % 3.61/3.81 58689[17:MRR:87.0,87.1,58686.0,58682.0] || -> . % 3.61/3.81 58690[14:Spt:58689.0,58573.0,58574.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 58691[14:Spt:58689.0,58573.1] || -> pigeon_3_in_hole_3*. % 3.61/3.81 58692[14:MRR:66.0,58691.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 58693[14:MRR:80.1,58691.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.81 58694[14:MRR:79.1,58691.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 58696[14:MRR:81.1,58691.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 58697[14:MRR:58322.2,58696.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 58698[14:MRR:58320.2,58694.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 58699[14:MRR:58323.2,58693.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 58700[14:MRR:58321.2,58692.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.81 58701[15:Spt:58697.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58702[15:MRR:202.0,58701.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.81 58703[15:MRR:200.0,58701.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 58704[15:MRR:182.0,58701.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58705[15:MRR:58699.0,58702.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.81 58706[15:MRR:58698.0,58703.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.81 58707[15:MRR:58700.0,58704.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.81 58708[16:Spt:58705.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 58710[16:MRR:143.0,58708.0] || pigeon_5_in_hole_5* -> . % 3.61/3.81 58712[16:MRR:125.0,58708.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58713[16:MRR:58706.0,58710.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58715[16:MRR:40.0,58713.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58719[16:MRR:58707.0,58712.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58724[16:MRR:58715.0,58719.0] || -> . % 3.61/3.81 58725[16:Spt:58724.0,58705.0,58708.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58726[16:Spt:58724.0,58705.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58727[16:MRR:59.0,58726.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 58728[16:MRR:58706.1,58727.0] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58731[16:MRR:124.0,58728.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58732[16:MRR:58707.0,58731.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58736[16:MRR:41.0,41.1,58726.0,58732.0] || -> . % 3.61/3.81 58737[15:Spt:58736.0,58697.0,58701.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58738[15:Spt:58736.0,58697.1,58697.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.81 58739[16:Spt:58738.0] || -> pigeon_7_in_hole_5*. % 3.61/3.81 58740[16:MRR:146.0,58739.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58741[16:MRR:144.0,58739.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58743[16:MRR:126.0,58739.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58744[16:MRR:58699.1,58740.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.81 58745[16:MRR:58698.1,58741.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.81 58746[16:MRR:58700.1,58743.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.81 58747[17:Spt:58744.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 58748[17:MRR:199.0,58747.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58749[17:MRR:181.0,58747.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58750[17:MRR:58745.0,58748.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 58754[17:MRR:40.0,58750.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58756[17:MRR:58746.0,58749.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58761[17:MRR:58754.0,58756.0] || -> . % 3.61/3.81 58762[17:Spt:58761.0,58744.0,58747.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58763[17:Spt:58761.0,58744.1] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58764[17:MRR:59.0,58763.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 58765[17:MRR:58745.1,58764.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58766[17:MRR:180.0,58765.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58767[17:MRR:58746.0,58766.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 58768[17:MRR:41.0,41.1,58763.0,58767.0] || -> . % 3.61/3.81 58772[16:Spt:58768.0,58738.0,58739.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58773[16:Spt:58768.0,58738.1] || -> pigeon_7_in_hole_2*. % 3.61/3.81 58774[16:MRR:60.0,58773.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58775[16:MRR:58698.2,58774.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.81 58776[16:MRR:42.0,58773.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 58777[16:MRR:58700.2,58776.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.81 58778[16:MRR:62.0,58773.0] || pigeon_6_in_hole_2* -> . % 3.61/3.81 58779[16:MRR:58699.2,58778.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.81 58782[17:Spt:58775.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58783[17:MRR:199.1,58782.0] || pigeon_6_in_hole_7* -> . % 3.61/3.81 58784[17:MRR:180.0,58782.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58785[17:MRR:58779.0,58783.0] || -> pigeon_6_in_hole_5*. % 3.61/3.81 58786[17:MRR:125.0,58785.0] || pigeon_1_in_hole_5* -> . % 3.61/3.81 58789[17:MRR:58777.0,58784.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58792[17:MRR:58786.0,58789.0] || -> . % 3.61/3.81 58793[17:Spt:58792.0,58775.0,58782.0] || pigeon_5_in_hole_7* -> . % 3.61/3.81 58794[17:Spt:58792.0,58775.1] || -> pigeon_5_in_hole_5*. % 3.61/3.81 58795[17:MRR:143.1,58794.0] || pigeon_6_in_hole_5* -> . % 3.61/3.81 58796[17:MRR:58779.1,58795.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 58797[17:MRR:181.0,58796.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58798[17:MRR:58777.0,58797.0] || -> pigeon_1_in_hole_5*. % 3.61/3.81 58800[17:MRR:124.0,124.1,58794.0,58798.0] || -> . % 3.61/3.81 58801[7:Spt:58800.0,56065.0,56066.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.81 58802[7:Spt:58800.0,56065.1,56065.2,56065.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.81 58803[8:Spt:58802.0] || -> pigeon_4_in_hole_5*. % 3.61/3.81 58804[8:MRR:140.1,58803.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.81 58805[8:MRR:123.0,58803.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.81 58806[8:MRR:139.1,58803.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.81 58807[8:MRR:141.1,58803.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.81 58808[8:MRR:134.0,58803.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.81 58809[8:MRR:129.0,58803.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.81 58810[8:MRR:50448.2,58804.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.81 58811[8:MRR:50452.2,58805.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 58812[8:MRR:50447.2,58806.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 58813[8:MRR:50449.2,58807.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 58814[8:MRR:50450.2,58808.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 58815[8:MRR:50451.2,58809.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.81 58816[9:Spt:58810.3] || -> pigeon_6_in_hole_2*. % 3.61/3.81 58817[9:MRR:59.0,58816.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 58818[9:MRR:41.0,58816.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 58819[9:MRR:62.1,58816.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 58822[9:MRR:52.0,58816.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 58823[9:MRR:47.0,58816.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.81 58824[9:MRR:58812.3,58817.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 58825[9:MRR:58811.3,58818.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 58826[9:MRR:58813.3,58819.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 58827[9:MRR:58814.3,58822.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 58828[9:MRR:58815.3,58823.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 58829[10:Spt:58824.3] || -> pigeon_5_in_hole_1*. % 3.61/3.81 58830[10:MRR:32.1,58829.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 58832[10:MRR:12.0,58829.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 58835[10:MRR:18.0,58829.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.81 58836[10:MRR:23.0,58829.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 58837[10:MRR:58826.3,58830.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.81 58838[10:MRR:58825.3,58832.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.81 58839[10:MRR:58828.3,58835.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.81 58840[10:MRR:58827.3,58836.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.81 58841[11:Spt:58837.2] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58843[11:MRR:81.0,58841.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 58846[11:MRR:70.0,58841.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 58847[11:MRR:76.0,58841.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.81 58848[11:MRR:58840.2,58843.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.81 58849[11:MRR:58838.2,58846.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.81 58850[11:MRR:58839.2,58847.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.81 58851[12:Spt:58848.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 58855[12:MRR:178.0,58851.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58856[12:MRR:184.0,58851.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 58857[12:MRR:58849.0,58855.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 58858[12:MRR:149.1,58857.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 58863[12:MRR:58850.0,58856.0] || -> pigeon_2_in_hole_6*. % 3.61/3.81 58868[12:MRR:58858.0,58863.0] || -> . % 3.61/3.81 58869[12:Spt:58868.0,58848.0,58851.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 58870[12:Spt:58868.0,58848.1] || -> pigeon_3_in_hole_6*. % 3.61/3.81 58871[12:MRR:150.0,58870.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 58872[12:MRR:58849.1,58871.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 58876[12:MRR:177.1,58872.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 58877[12:MRR:58850.0,58876.0] || -> pigeon_2_in_hole_6*. % 3.61/3.81 58879[12:MRR:156.0,156.1,58870.0,58877.0] || -> . % 3.61/3.81 58882[11:Spt:58879.0,58837.2,58841.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 58883[11:Spt:58879.0,58837.0,58837.1] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.81 58884[12:Spt:58883.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 58885[12:MRR:193.0,58884.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 58886[12:MRR:182.0,58884.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58889[12:MRR:188.0,58884.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 58890[12:MRR:58840.0,58885.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.81 58891[12:MRR:58838.0,58886.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.81 58892[12:MRR:58839.0,58889.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.81 58893[13:Spt:58890.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 58894[13:MRR:150.0,58893.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 58895[13:MRR:156.0,58893.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 58899[13:MRR:58891.0,58894.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58904[13:MRR:65.1,58899.0] || pigeon_2_in_hole_3* -> . % 3.61/3.81 58905[13:MRR:58892.0,58895.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 58910[13:MRR:58904.0,58905.0] || -> . % 3.61/3.81 58911[13:Spt:58910.0,58890.0,58893.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 58912[13:Spt:58910.0,58890.1] || -> pigeon_3_in_hole_3*. % 3.61/3.81 58913[13:MRR:66.0,58912.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58914[13:MRR:58891.1,58913.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 58918[13:MRR:149.1,58914.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 58919[13:MRR:58892.0,58918.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 58922[13:MRR:72.0,72.1,58912.0,58919.0] || -> . % 3.61/3.81 58924[12:Spt:58922.0,58883.0,58884.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58925[12:Spt:58922.0,58883.1] || -> pigeon_7_in_hole_6*. % 3.61/3.81 58926[12:MRR:165.0,58925.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 58927[12:MRR:58840.1,58926.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.81 58928[12:MRR:154.0,58925.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 58929[12:MRR:58838.1,58928.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.81 58930[12:MRR:160.0,58925.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 58931[12:MRR:58839.1,58930.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.81 58934[13:Spt:58927.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 58935[13:MRR:184.0,58934.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 58936[13:MRR:178.0,58934.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58939[13:MRR:58931.0,58935.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 58940[13:MRR:65.0,58939.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58945[13:MRR:58929.0,58936.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58950[13:MRR:58940.0,58945.0] || -> . % 3.61/3.81 58951[13:Spt:58950.0,58927.0,58934.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 58952[13:Spt:58950.0,58927.1] || -> pigeon_3_in_hole_3*. % 3.61/3.81 58953[13:MRR:72.0,58952.0] || pigeon_2_in_hole_3* -> . % 3.61/3.81 58954[13:MRR:58931.1,58953.0] || -> pigeon_2_in_hole_7*. % 3.61/3.81 58955[13:MRR:177.0,58954.0] || pigeon_1_in_hole_7* -> . % 3.61/3.81 58958[13:MRR:58929.0,58955.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 58962[13:MRR:66.0,66.1,58952.0,58958.0] || -> . % 3.61/3.81 58963[10:Spt:58962.0,58824.3,58829.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 58964[10:Spt:58962.0,58824.0,58824.1,58824.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.81 58965[11:Spt:58964.0] || -> pigeon_5_in_hole_7*. % 3.61/3.81 58966[11:MRR:191.0,58965.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 58967[11:MRR:186.0,58965.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 58968[11:MRR:180.0,58965.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 58970[11:MRR:200.1,58965.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 58971[11:MRR:58827.0,58966.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 58972[11:MRR:58828.0,58967.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 58973[11:MRR:58825.0,58968.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 58974[11:MRR:58826.0,58970.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 58975[12:Spt:58971.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 58976[12:MRR:165.1,58975.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 58979[12:MRR:156.0,58975.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.81 58980[12:MRR:150.0,58975.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 58981[12:MRR:58974.0,58976.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 58982[12:MRR:58972.0,58979.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 58983[12:MRR:58973.0,58980.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 58984[13:Spt:58981.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 58985[13:MRR:76.0,58984.0] || pigeon_2_in_hole_3* -> . % 3.61/3.81 58986[13:MRR:70.0,58984.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 58991[13:MRR:58982.0,58985.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 58994[13:MRR:9.0,58991.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 58998[13:MRR:58983.0,58986.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59004[13:MRR:58994.0,58998.0] || -> . % 3.61/3.81 59005[13:Spt:59004.0,58981.0,58984.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59006[13:Spt:59004.0,58981.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59007[13:MRR:20.0,59006.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59008[13:MRR:58982.1,59007.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59013[13:MRR:65.0,59008.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 59014[13:MRR:58983.0,59013.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59019[13:MRR:14.0,14.1,59006.0,59014.0] || -> . % 3.61/3.81 59020[12:Spt:59019.0,58971.0,58975.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59021[12:Spt:59019.0,58971.1,58971.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 59022[13:Spt:59021.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59023[13:MRR:81.1,59022.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59024[13:MRR:72.0,59022.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.81 59025[13:MRR:66.0,59022.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59029[13:MRR:58974.1,59023.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.81 59030[13:MRR:58972.1,59024.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.81 59031[13:MRR:58973.1,59025.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.81 59032[14:Spt:59029.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59033[14:MRR:154.0,59032.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 59034[14:MRR:160.0,59032.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 59037[14:MRR:59031.0,59033.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59038[14:MRR:9.1,59037.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59044[14:MRR:59030.0,59034.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59050[14:MRR:59038.0,59044.0] || -> . % 3.61/3.81 59051[14:Spt:59050.0,59029.0,59032.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59052[14:Spt:59050.0,59029.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59053[14:MRR:14.0,59052.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59054[14:MRR:59031.1,59053.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 59057[14:MRR:149.1,59054.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 59058[14:MRR:59030.0,59057.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59063[14:MRR:20.0,20.1,59052.0,59058.0] || -> . % 3.61/3.81 59064[13:Spt:59063.0,59021.0,59022.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59065[13:Spt:59063.0,59021.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59066[13:MRR:10.0,59065.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 59067[13:MRR:58973.2,59066.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.81 59068[13:MRR:16.0,59065.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59069[13:MRR:58972.2,59068.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.81 59070[13:MRR:25.1,59065.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 59071[13:MRR:58974.2,59070.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.81 59075[14:Spt:59067.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 59076[14:MRR:154.1,59075.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59077[14:MRR:149.1,59075.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 59080[14:MRR:59071.0,59076.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59085[14:MRR:76.0,59080.0] || pigeon_2_in_hole_3* -> . % 3.61/3.81 59086[14:MRR:59069.0,59077.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59091[14:MRR:59085.0,59086.0] || -> . % 3.61/3.81 59092[14:Spt:59091.0,59067.0,59075.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 59093[14:Spt:59091.0,59067.1] || -> pigeon_1_in_hole_3*. % 3.61/3.81 59094[14:MRR:70.1,59093.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59095[14:MRR:59071.1,59094.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59098[14:MRR:160.0,59095.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 59099[14:MRR:59069.0,59098.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59103[14:MRR:65.0,65.1,59099.0,59093.0] || -> . % 3.61/3.81 59104[11:Spt:59103.0,58964.0,58965.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 59105[11:Spt:59103.0,58964.1,58964.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.81 59106[12:Spt:59105.0] || -> pigeon_5_in_hole_6*. % 3.61/3.81 59107[12:MRR:152.0,59106.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 59108[12:MRR:172.1,59106.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 59109[12:MRR:158.0,59106.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.81 59111[12:MRR:163.0,59106.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59112[12:MRR:58825.1,59107.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 59113[12:MRR:58826.1,59108.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 59114[12:MRR:58828.1,59109.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 59115[12:MRR:58827.1,59111.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 59116[13:Spt:59112.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 59117[13:MRR:178.1,59116.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 59118[13:MRR:177.1,59116.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 59120[13:MRR:182.1,59116.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 59121[13:MRR:59115.0,59117.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 59122[13:MRR:59114.0,59118.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.81 59123[13:MRR:59113.0,59120.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.81 59124[14:Spt:59121.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59129[14:MRR:72.0,59124.0] || pigeon_2_in_hole_3* -> . % 3.61/3.81 59130[14:MRR:81.1,59124.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59131[14:MRR:59122.0,59129.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59137[14:MRR:20.1,59131.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 59138[14:MRR:59123.0,59130.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59144[14:MRR:59137.0,59138.0] || -> . % 3.61/3.81 59145[14:Spt:59144.0,59121.0,59124.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59146[14:Spt:59144.0,59121.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59147[14:MRR:16.0,59146.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59148[14:MRR:59122.1,59147.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59153[14:MRR:76.1,59148.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59154[14:MRR:59123.0,59153.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59158[14:MRR:25.0,25.1,59154.0,59146.0] || -> . % 3.61/3.81 59160[13:Spt:59158.0,59112.0,59116.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 59161[13:Spt:59158.0,59112.1,59112.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 59162[14:Spt:59161.0] || -> pigeon_1_in_hole_3*. % 3.61/3.81 59163[14:MRR:66.1,59162.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59164[14:MRR:65.1,59162.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.81 59168[14:MRR:70.1,59162.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59169[14:MRR:59115.1,59163.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.81 59170[14:MRR:59114.1,59164.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.81 59171[14:MRR:59113.1,59168.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.81 59172[15:Spt:59169.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 59174[15:MRR:184.0,59172.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 59175[15:MRR:193.1,59172.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59176[15:MRR:59170.0,59174.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59178[15:MRR:20.1,59176.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 59183[15:MRR:59171.0,59175.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59189[15:MRR:59178.0,59183.0] || -> . % 3.61/3.81 59190[15:Spt:59189.0,59169.0,59172.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59191[15:Spt:59189.0,59169.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59192[15:MRR:16.0,59191.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59193[15:MRR:59170.1,59192.0] || -> pigeon_2_in_hole_7*. % 3.61/3.81 59195[15:MRR:188.1,59193.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59196[15:MRR:59171.0,59195.0] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59198[15:MRR:25.0,25.1,59196.0,59191.0] || -> . % 3.61/3.81 59202[14:Spt:59198.0,59161.0,59162.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59203[14:Spt:59198.0,59161.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59204[14:MRR:9.1,59203.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.81 59205[14:MRR:59114.2,59204.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.81 59206[14:MRR:14.1,59203.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 59207[14:MRR:59113.2,59206.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.81 59208[14:MRR:10.1,59203.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59209[14:MRR:59115.2,59208.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.81 59213[15:Spt:59205.0] || -> pigeon_2_in_hole_7*. % 3.61/3.81 59214[15:MRR:184.1,59213.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59215[15:MRR:188.1,59213.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59217[15:MRR:59209.0,59214.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59218[15:MRR:81.1,59217.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59223[15:MRR:59207.0,59215.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59228[15:MRR:59218.0,59223.0] || -> . % 3.61/3.81 59229[15:Spt:59228.0,59205.0,59213.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 59230[15:Spt:59228.0,59205.1] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59231[15:MRR:72.1,59230.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59232[15:MRR:59209.1,59231.0] || -> pigeon_3_in_hole_7*. % 3.61/3.81 59233[15:MRR:193.1,59232.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59235[15:MRR:59207.0,59233.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59239[15:MRR:76.0,76.1,59235.0,59230.0] || -> . % 3.61/3.81 59240[12:Spt:59239.0,59105.0,59106.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.81 59241[12:Spt:59239.0,59105.1] || -> pigeon_5_in_hole_3*. % 3.61/3.81 59242[12:MRR:79.0,59241.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59243[12:MRR:88.1,59241.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59244[12:MRR:74.0,59241.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.81 59247[12:MRR:68.0,59241.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59248[12:MRR:58825.2,59247.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.81 59249[12:MRR:58826.2,59243.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.81 59250[12:MRR:58828.2,59244.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.81 59251[12:MRR:58827.2,59242.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.81 59252[13:Spt:59248.0] || -> pigeon_1_in_hole_7*. % 3.61/3.81 59253[13:MRR:182.1,59252.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 59255[13:MRR:177.1,59252.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 59256[13:MRR:178.1,59252.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 59257[13:MRR:59249.0,59253.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.81 59258[13:MRR:59250.0,59255.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.81 59259[13:MRR:59251.0,59256.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.81 59260[14:Spt:59257.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59262[14:MRR:160.0,59260.0] || pigeon_2_in_hole_6* -> . % 3.61/3.81 59264[14:MRR:165.0,59260.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59265[14:MRR:59258.0,59262.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59267[14:MRR:16.1,59265.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59272[14:MRR:59259.0,59264.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59278[14:MRR:59267.0,59272.0] || -> . % 3.61/3.81 59279[14:Spt:59278.0,59257.0,59260.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59280[14:Spt:59278.0,59257.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59281[14:MRR:20.0,59280.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59282[14:MRR:59258.1,59281.0] || -> pigeon_2_in_hole_6*. % 3.61/3.81 59285[14:MRR:156.1,59282.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59286[14:MRR:59259.0,59285.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59291[14:MRR:25.0,25.1,59280.0,59286.0] || -> . % 3.61/3.81 59292[13:Spt:59291.0,59248.0,59252.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 59293[13:Spt:59291.0,59248.1,59248.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.81 59294[14:Spt:59293.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 59295[14:MRR:154.1,59294.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 59296[14:MRR:149.1,59294.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.81 59298[14:MRR:150.1,59294.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59299[14:MRR:59249.1,59295.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.81 59300[14:MRR:59250.1,59296.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.81 59301[14:MRR:59251.1,59298.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.81 59302[15:Spt:59299.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 59303[15:MRR:188.0,59302.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 59304[15:MRR:193.0,59302.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59306[15:MRR:59300.0,59303.0] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59311[15:MRR:16.1,59306.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59313[15:MRR:59301.0,59304.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59319[15:MRR:59311.0,59313.0] || -> . % 3.61/3.81 59320[15:Spt:59319.0,59299.0,59302.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59321[15:Spt:59319.0,59299.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59322[15:MRR:20.0,59321.0] || pigeon_2_in_hole_1* -> . % 3.61/3.81 59323[15:MRR:59300.1,59322.0] || -> pigeon_2_in_hole_7*. % 3.61/3.81 59325[15:MRR:184.1,59323.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59326[15:MRR:59301.0,59325.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59327[15:MRR:25.0,25.1,59321.0,59326.0] || -> . % 3.61/3.81 59332[14:Spt:59327.0,59293.0,59294.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 59333[14:Spt:59327.0,59293.1] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59334[14:MRR:9.1,59333.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.81 59335[14:MRR:59250.2,59334.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.81 59336[14:MRR:10.1,59333.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59337[14:MRR:59251.2,59336.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.81 59338[14:MRR:14.1,59333.0] || pigeon_7_in_hole_1* -> . % 3.61/3.81 59339[14:MRR:59249.2,59338.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.81 59343[15:Spt:59335.0] || -> pigeon_2_in_hole_7*. % 3.61/3.81 59344[15:MRR:188.1,59343.0] || pigeon_7_in_hole_7* -> . % 3.61/3.81 59345[15:MRR:184.1,59343.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59347[15:MRR:59339.0,59344.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59348[15:MRR:165.0,59347.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59351[15:MRR:59337.0,59345.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 59354[15:MRR:59348.0,59351.0] || -> . % 3.61/3.81 59355[15:Spt:59354.0,59335.0,59343.0] || pigeon_2_in_hole_7* -> . % 3.61/3.81 59356[15:Spt:59354.0,59335.1] || -> pigeon_2_in_hole_6*. % 3.61/3.81 59357[15:MRR:160.1,59356.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59358[15:MRR:59339.1,59357.0] || -> pigeon_7_in_hole_7*. % 3.61/3.81 59360[15:MRR:193.0,59358.0] || pigeon_3_in_hole_7* -> . % 3.61/3.81 59361[15:MRR:59337.0,59360.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 59363[15:MRR:156.0,156.1,59361.0,59356.0] || -> . % 3.61/3.81 59364[9:Spt:59363.0,58810.3,58816.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.81 59365[9:Spt:59363.0,58810.0,58810.1,58810.2,58810.4] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.81 59366[10:Spt:59365.0] || -> pigeon_6_in_hole_7*. % 3.61/3.81 59367[10:MRR:187.0,59366.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.81 59368[10:MRR:202.1,59366.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.81 59369[10:MRR:192.0,59366.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.81 59370[10:MRR:181.0,59366.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.81 59371[10:MRR:199.0,59366.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.81 59372[10:MRR:58815.0,59367.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.81 59373[10:MRR:58813.0,59368.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 59374[10:MRR:58814.0,59369.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 59375[10:MRR:58811.0,59370.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 59376[10:MRR:58812.0,59371.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 59377[11:Spt:59372.3] || -> pigeon_2_in_hole_1*. % 3.61/3.81 59378[11:MRR:9.0,59377.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.81 59379[11:MRR:20.1,59377.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.81 59380[11:MRR:16.1,59377.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 59384[11:MRR:18.1,59377.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 59385[11:MRR:59375.3,59378.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 59386[11:MRR:59373.3,59379.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 59387[11:MRR:59374.3,59380.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 59388[11:MRR:59376.3,59384.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 59389[12:Spt:59385.1] || -> pigeon_1_in_hole_3*. % 3.61/3.81 59390[12:MRR:70.1,59389.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59393[12:MRR:68.1,59389.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 59395[12:MRR:66.1,59389.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59396[12:MRR:59386.1,59390.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.81 59397[12:MRR:59388.1,59393.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.81 59398[12:MRR:59387.1,59395.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.81 59399[13:Spt:59396.1] || -> pigeon_7_in_hole_2*. % 3.61/3.81 59400[13:MRR:60.0,59399.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59404[13:MRR:53.0,59399.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 59406[13:MRR:59397.1,59400.0] || -> pigeon_5_in_hole_6*. % 3.61/3.81 59407[13:MRR:163.0,59406.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59412[13:MRR:59398.1,59404.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 59417[13:MRR:59407.0,59412.0] || -> . % 3.61/3.81 59418[13:Spt:59417.0,59396.1,59399.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 59419[13:Spt:59417.0,59396.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59420[13:MRR:172.0,59419.0] || pigeon_5_in_hole_6* -> . % 3.61/3.81 59421[13:MRR:59397.0,59420.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 59425[13:MRR:51.0,59421.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 59427[13:MRR:59398.1,59425.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 59431[13:MRR:165.0,165.1,59419.0,59427.0] || -> . % 3.61/3.81 59432[12:Spt:59431.0,59385.1,59389.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59433[12:Spt:59431.0,59385.0,59385.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.81 59434[13:Spt:59433.0] || -> pigeon_1_in_hole_6*. % 3.61/3.81 59435[13:MRR:152.1,59434.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.81 59436[13:MRR:150.1,59434.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59439[13:MRR:154.1,59434.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 59440[13:MRR:59388.0,59435.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 59441[13:MRR:59387.0,59436.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 59442[13:MRR:59386.0,59439.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.81 59443[14:Spt:59440.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 59444[14:MRR:88.1,59443.0] || pigeon_7_in_hole_3* -> . % 3.61/3.81 59447[14:MRR:79.0,59443.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59449[14:MRR:59442.0,59444.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 59451[14:MRR:53.0,59449.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 59456[14:MRR:59441.0,59447.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 59462[14:MRR:59451.0,59456.0] || -> . % 3.61/3.81 59463[14:Spt:59462.0,59440.0,59443.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 59464[14:Spt:59462.0,59440.1] || -> pigeon_5_in_hole_2*. % 3.61/3.81 59465[14:MRR:60.1,59464.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 59466[14:MRR:59442.1,59465.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59467[14:MRR:81.0,59466.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59471[14:MRR:59441.0,59467.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 59476[14:MRR:51.0,51.1,59464.0,59471.0] || -> . % 3.61/3.81 59477[13:Spt:59476.0,59433.0,59434.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 59478[13:Spt:59476.0,59433.1] || -> pigeon_1_in_hole_2*. % 3.61/3.81 59479[13:MRR:42.1,59478.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 59480[13:MRR:59386.2,59479.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.81 59481[13:MRR:38.1,59478.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 59482[13:MRR:59387.2,59481.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.81 59486[13:MRR:40.1,59478.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59487[13:MRR:59388.2,59486.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.81 59488[14:Spt:59480.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59489[14:MRR:172.0,59488.0] || pigeon_5_in_hole_6* -> . % 3.61/3.81 59490[14:MRR:165.0,59488.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59493[14:MRR:59487.0,59489.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 59495[14:MRR:79.0,59493.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59499[14:MRR:59482.0,59490.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59504[14:MRR:59495.0,59499.0] || -> . % 3.61/3.81 59505[14:Spt:59504.0,59480.0,59488.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59506[14:Spt:59504.0,59480.1] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59507[14:MRR:88.0,59506.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 59508[14:MRR:59487.1,59507.0] || -> pigeon_5_in_hole_6*. % 3.61/3.81 59511[14:MRR:163.0,59508.0] || pigeon_3_in_hole_6* -> . % 3.61/3.81 59512[14:MRR:59482.0,59511.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59516[14:MRR:81.0,81.1,59506.0,59512.0] || -> . % 3.61/3.81 59517[11:Spt:59516.0,59372.3,59377.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.81 59518[11:Spt:59516.0,59372.0,59372.1,59372.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.81 59519[12:Spt:59518.0] || -> pigeon_2_in_hole_6*. % 3.61/3.81 59520[12:MRR:160.1,59519.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 59521[12:MRR:158.1,59519.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.81 59522[12:MRR:156.1,59519.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59524[12:MRR:149.0,59519.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 59525[12:MRR:59373.0,59520.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 59526[12:MRR:59376.0,59521.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 59527[12:MRR:59374.0,59522.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 59528[12:MRR:59375.0,59524.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 59529[13:Spt:59525.0] || -> pigeon_7_in_hole_3*. % 3.61/3.81 59530[13:MRR:88.0,59529.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 59531[13:MRR:81.0,59529.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59535[13:MRR:70.0,59529.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59536[13:MRR:59526.0,59530.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 59537[13:MRR:59527.0,59531.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 59538[13:MRR:59528.0,59535.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 59539[14:Spt:59536.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 59541[14:MRR:51.0,59539.0] || pigeon_3_in_hole_2* -> . % 3.61/3.81 59545[14:MRR:40.0,59539.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 59546[14:MRR:59537.0,59541.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59547[14:MRR:10.0,59546.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59553[14:MRR:59538.0,59545.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59559[14:MRR:59547.0,59553.0] || -> . % 3.61/3.81 59560[14:Spt:59559.0,59536.0,59539.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59561[14:Spt:59559.0,59536.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 59562[14:MRR:23.0,59561.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59563[14:MRR:59537.1,59562.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 59565[14:MRR:38.0,59563.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 59569[14:MRR:59538.0,59565.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59570[14:MRR:12.0,12.1,59561.0,59569.0] || -> . % 3.61/3.81 59575[13:Spt:59570.0,59525.0,59529.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59576[13:Spt:59570.0,59525.1,59525.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 59577[14:Spt:59576.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 59578[14:MRR:60.0,59577.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 59579[14:MRR:53.0,59577.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 59580[14:MRR:42.0,59577.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 59584[14:MRR:59526.1,59578.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.81 59585[14:MRR:59527.1,59579.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.81 59586[14:MRR:59528.1,59580.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.81 59587[15:Spt:59584.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 59590[15:MRR:79.0,59587.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59592[15:MRR:68.0,59587.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 59593[15:MRR:59585.0,59590.0] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59599[15:MRR:10.0,59593.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59600[15:MRR:59586.0,59592.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59606[15:MRR:59599.0,59600.0] || -> . % 3.61/3.81 59607[15:Spt:59606.0,59584.0,59587.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 59608[15:Spt:59606.0,59584.1] || -> pigeon_5_in_hole_1*. % 3.61/3.81 59609[15:MRR:23.0,59608.0] || pigeon_3_in_hole_1* -> . % 3.61/3.81 59610[15:MRR:59585.1,59609.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59614[15:MRR:66.0,59610.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 59615[15:MRR:59586.0,59614.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59620[15:MRR:12.0,12.1,59608.0,59615.0] || -> . % 3.61/3.81 59621[14:Spt:59620.0,59576.0,59577.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 59622[14:Spt:59620.0,59576.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59623[14:MRR:25.0,59622.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.81 59624[14:MRR:59527.2,59623.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.81 59625[14:MRR:14.0,59622.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59626[14:MRR:59528.2,59625.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.81 59627[14:MRR:32.0,59622.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 59628[14:MRR:59526.2,59627.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.81 59632[15:Spt:59624.0] || -> pigeon_3_in_hole_3*. % 3.61/3.81 59633[15:MRR:79.1,59632.0] || pigeon_5_in_hole_3* -> . % 3.61/3.81 59634[15:MRR:66.0,59632.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 59638[15:MRR:59628.0,59633.0] || -> pigeon_5_in_hole_2*. % 3.61/3.81 59639[15:MRR:40.0,59638.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 59644[15:MRR:59626.0,59634.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 59649[15:MRR:59639.0,59644.0] || -> . % 3.61/3.81 59650[15:Spt:59649.0,59624.0,59632.0] || pigeon_3_in_hole_3* -> . % 3.61/3.81 59651[15:Spt:59649.0,59624.1] || -> pigeon_3_in_hole_2*. % 3.61/3.81 59652[15:MRR:51.1,59651.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59653[15:MRR:59628.1,59652.0] || -> pigeon_5_in_hole_3*. % 3.61/3.81 59654[15:MRR:68.0,59653.0] || pigeon_1_in_hole_3* -> . % 3.61/3.81 59658[15:MRR:59626.0,59654.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 59662[15:MRR:38.0,38.1,59651.0,59658.0] || -> . % 3.61/3.81 59663[12:Spt:59662.0,59518.0,59519.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.81 59664[12:Spt:59662.0,59518.1,59518.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.81 59665[13:Spt:59664.0] || -> pigeon_2_in_hole_3*. % 3.61/3.81 59666[13:MRR:72.1,59665.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.81 59667[13:MRR:74.1,59665.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.81 59668[13:MRR:65.0,59665.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.81 59671[13:MRR:76.1,59665.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.81 59672[13:MRR:59374.1,59666.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 59673[13:MRR:59376.1,59667.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 59674[13:MRR:59375.1,59668.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 59675[13:MRR:59373.1,59671.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 59676[14:Spt:59672.0] || -> pigeon_3_in_hole_6*. % 3.61/3.81 59677[14:MRR:165.1,59676.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.81 59678[14:MRR:163.1,59676.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.81 59680[14:MRR:150.0,59676.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.81 59681[14:MRR:59675.0,59677.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.81 59682[14:MRR:59673.0,59678.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.81 59683[14:MRR:59674.0,59680.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.81 59684[15:Spt:59681.0] || -> pigeon_7_in_hole_2*. % 3.61/3.81 59688[15:MRR:42.0,59684.0] || pigeon_1_in_hole_2* -> . % 3.61/3.81 59690[15:MRR:60.0,59684.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59691[15:MRR:59683.0,59688.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59697[15:MRR:12.1,59691.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 59698[15:MRR:59682.0,59690.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 59704[15:MRR:59697.0,59698.0] || -> . % 3.61/3.81 59705[15:Spt:59704.0,59681.0,59684.0] || pigeon_7_in_hole_2* -> . % 3.61/3.81 59706[15:Spt:59704.0,59681.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59707[15:MRR:14.0,59706.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59708[15:MRR:59683.1,59707.0] || -> pigeon_1_in_hole_2*. % 3.61/3.81 59712[15:MRR:40.1,59708.0] || pigeon_5_in_hole_2* -> . % 3.61/3.81 59714[15:MRR:59682.0,59712.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 59718[15:MRR:32.0,32.1,59706.0,59714.0] || -> . % 3.61/3.81 59720[14:Spt:59718.0,59672.0,59676.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.81 59721[14:Spt:59718.0,59672.1,59672.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.81 59722[15:Spt:59721.0] || -> pigeon_3_in_hole_2*. % 3.61/3.81 59723[15:MRR:53.1,59722.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.81 59724[15:MRR:38.0,59722.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.81 59728[15:MRR:51.1,59722.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.81 59729[15:MRR:59675.1,59723.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.81 59730[15:MRR:59674.1,59724.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.81 59731[15:MRR:59673.1,59728.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.81 59732[16:Spt:59729.0] || -> pigeon_7_in_hole_6*. % 3.61/3.81 59734[16:MRR:172.0,59732.0] || pigeon_5_in_hole_6* -> . % 3.61/3.81 59735[16:MRR:154.0,59732.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 59736[16:MRR:59731.0,59734.0] || -> pigeon_5_in_hole_1*. % 3.61/3.81 59737[16:MRR:12.0,59736.0] || pigeon_1_in_hole_1* -> . % 3.61/3.81 59743[16:MRR:59730.0,59735.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59749[16:MRR:59737.0,59743.0] || -> . % 3.61/3.81 59750[16:Spt:59749.0,59729.0,59732.0] || pigeon_7_in_hole_6* -> . % 3.61/3.81 59751[16:Spt:59749.0,59729.1] || -> pigeon_7_in_hole_1*. % 3.61/3.81 59752[16:MRR:32.0,59751.0] || pigeon_5_in_hole_1* -> . % 3.61/3.81 59753[16:MRR:59731.1,59752.0] || -> pigeon_5_in_hole_6*. % 3.61/3.81 59755[16:MRR:152.0,59753.0] || pigeon_1_in_hole_6* -> . % 3.61/3.81 59756[16:MRR:59730.0,59755.0] || -> pigeon_1_in_hole_1*. % 3.61/3.81 59761[16:MRR:14.0,14.1,59751.0,59756.0] || -> . % 3.61/3.81 59762[15:Spt:59761.0,59721.0,59722.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.81 59763[15:Spt:59761.0,59721.1] || -> pigeon_3_in_hole_1*. % 3.61/3.81 59764[15:MRR:23.1,59763.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.81 59765[15:MRR:59673.2,59764.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 59766[15:MRR:10.0,59763.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 59767[15:MRR:59674.2,59766.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 59771[15:MRR:25.1,59763.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 59772[15:MRR:59675.2,59771.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 59773[16:Spt:59765.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 59774[16:MRR:172.1,59773.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 59775[16:MRR:152.0,59773.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 59777[16:MRR:59772.0,59774.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 59779[16:MRR:42.0,59777.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 59783[16:MRR:59767.0,59775.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 59788[16:MRR:59779.0,59783.0] || -> . % 3.61/3.82 59789[16:Spt:59788.0,59765.0,59773.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 59790[16:Spt:59788.0,59765.1] || -> pigeon_5_in_hole_2*. % 3.61/3.82 59791[16:MRR:60.1,59790.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 59792[16:MRR:59772.1,59791.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 59793[16:MRR:154.0,59792.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 59795[16:MRR:59767.0,59793.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 59799[16:MRR:40.0,40.1,59790.0,59795.0] || -> . % 3.61/3.82 59800[13:Spt:59799.0,59664.0,59665.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 59801[13:Spt:59799.0,59664.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 59802[13:MRR:48.1,59801.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 59803[13:MRR:37.0,59801.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 59804[13:MRR:46.1,59801.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 59807[13:MRR:44.1,59801.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 59808[13:MRR:59374.2,59807.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 59809[13:MRR:59376.2,59804.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 59810[13:MRR:59375.2,59803.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 59811[13:MRR:59373.2,59802.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 59812[14:Spt:59808.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 59813[14:MRR:150.0,59812.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 59815[14:MRR:163.1,59812.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 59816[14:MRR:165.1,59812.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 59817[14:MRR:59810.0,59813.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 59818[14:MRR:59809.0,59815.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 59819[14:MRR:59811.0,59816.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 59820[15:Spt:59817.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 59822[15:MRR:68.1,59820.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 59825[15:MRR:70.1,59820.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 59826[15:MRR:59818.0,59822.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 59828[15:MRR:32.1,59826.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 59833[15:MRR:59819.0,59825.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 59839[15:MRR:59828.0,59833.0] || -> . % 3.61/3.82 59840[15:Spt:59839.0,59817.0,59820.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 59841[15:Spt:59839.0,59817.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 59842[15:MRR:12.1,59841.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 59843[15:MRR:59818.1,59842.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 59847[15:MRR:88.1,59843.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 59848[15:MRR:59819.0,59847.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 59853[15:MRR:14.0,14.1,59848.0,59841.0] || -> . % 3.61/3.82 59854[14:Spt:59853.0,59808.0,59812.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 59855[14:Spt:59853.0,59808.1,59808.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 59856[15:Spt:59855.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 59857[15:MRR:66.0,59856.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 59858[15:MRR:79.1,59856.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 59861[15:MRR:81.1,59856.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 59862[15:MRR:59810.1,59857.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.82 59863[15:MRR:59809.1,59858.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 59864[15:MRR:59811.1,59861.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 59865[16:Spt:59862.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 59866[16:MRR:152.1,59865.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 59867[16:MRR:154.1,59865.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 59869[16:MRR:59863.0,59866.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 59874[16:MRR:32.1,59869.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 59876[16:MRR:59864.0,59867.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 59882[16:MRR:59874.0,59876.0] || -> . % 3.61/3.82 59883[16:Spt:59882.0,59862.0,59865.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 59884[16:Spt:59882.0,59862.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 59885[16:MRR:12.1,59884.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 59886[16:MRR:59863.1,59885.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 59888[16:MRR:172.1,59886.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 59889[16:MRR:59864.0,59888.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 59890[16:MRR:14.0,14.1,59889.0,59884.0] || -> . % 3.61/3.82 59895[15:Spt:59890.0,59855.0,59856.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 59896[15:Spt:59890.0,59855.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 59897[15:MRR:23.1,59896.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 59898[15:MRR:59809.2,59897.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 59899[15:MRR:25.1,59896.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 59900[15:MRR:59811.2,59899.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 59901[15:MRR:10.0,59896.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 59902[15:MRR:59810.2,59901.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.82 59906[16:Spt:59898.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 59907[16:MRR:152.0,59906.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 59908[16:MRR:172.1,59906.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 59910[16:MRR:59902.0,59907.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 59911[16:MRR:70.1,59910.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 59915[16:MRR:59900.0,59908.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 59919[16:MRR:59911.0,59915.0] || -> . % 3.61/3.82 59920[16:Spt:59919.0,59898.0,59906.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 59921[16:Spt:59919.0,59898.1] || -> pigeon_5_in_hole_3*. % 3.61/3.82 59922[16:MRR:68.0,59921.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 59923[16:MRR:59902.1,59922.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 59925[16:MRR:154.1,59923.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 59926[16:MRR:59900.0,59925.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 59929[16:MRR:88.0,88.1,59926.0,59921.0] || -> . % 3.61/3.82 59930[10:Spt:59929.0,59365.0,59366.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 59931[10:Spt:59929.0,59365.1,59365.2,59365.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 59932[11:Spt:59931.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 59933[11:MRR:171.0,59932.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 59934[11:MRR:153.0,59932.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 59935[11:MRR:174.1,59932.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 59936[11:MRR:164.0,59932.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 59937[11:MRR:159.0,59932.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 59938[11:MRR:58812.1,59933.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 59939[11:MRR:58811.1,59934.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 59940[11:MRR:58813.1,59935.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 59941[11:MRR:58814.1,59936.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 59942[11:MRR:58815.1,59937.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 59943[12:Spt:59938.3] || -> pigeon_5_in_hole_1*. % 3.61/3.82 59944[12:MRR:23.0,59943.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 59945[12:MRR:12.0,59943.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 59946[12:MRR:32.1,59943.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 59950[12:MRR:18.0,59943.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 59951[12:MRR:59941.3,59944.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.82 59952[12:MRR:59939.3,59945.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 59953[12:MRR:59940.3,59946.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 59954[12:MRR:59942.3,59950.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 59955[13:Spt:59951.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 59956[13:MRR:81.1,59955.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 59960[13:MRR:66.0,59955.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 59961[13:MRR:72.0,59955.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 59962[13:MRR:59953.1,59956.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 59963[13:MRR:59952.1,59960.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.82 59964[13:MRR:59954.1,59961.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 59965[14:Spt:59962.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 59966[14:MRR:48.0,59965.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 59970[14:MRR:42.0,59965.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 59972[14:MRR:59964.1,59966.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 59975[14:MRR:177.0,59972.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 59977[14:MRR:59963.1,59970.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 59981[14:MRR:59975.0,59977.0] || -> . % 3.61/3.82 59982[14:Spt:59981.0,59962.1,59965.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 59983[14:Spt:59981.0,59962.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 59984[14:MRR:188.0,59983.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 59985[14:MRR:59964.0,59984.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 59986[14:MRR:37.0,59985.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 59991[14:MRR:59963.1,59986.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 59994[14:MRR:182.0,182.1,59983.0,59991.0] || -> . % 3.61/3.82 59995[13:Spt:59994.0,59951.1,59955.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 59996[13:Spt:59994.0,59951.0,59951.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.82 59997[14:Spt:59996.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 59998[14:MRR:184.0,59997.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 59999[14:MRR:178.0,59997.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60000[14:MRR:193.1,59997.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60002[14:MRR:59954.0,59998.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 60003[14:MRR:59952.0,59999.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 60004[14:MRR:59953.0,60000.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 60005[15:Spt:60002.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60006[15:MRR:76.1,60005.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 60010[15:MRR:65.0,60005.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 60011[15:MRR:60004.0,60006.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60013[15:MRR:42.0,60011.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60018[15:MRR:60003.0,60010.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60024[15:MRR:60013.0,60018.0] || -> . % 3.61/3.82 60025[15:Spt:60024.0,60002.0,60005.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 60026[15:Spt:60024.0,60002.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60027[15:MRR:48.1,60026.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 60028[15:MRR:60004.1,60027.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 60029[15:MRR:70.0,60028.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 60033[15:MRR:60003.0,60029.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60038[15:MRR:37.0,37.1,60026.0,60033.0] || -> . % 3.61/3.82 60039[14:Spt:60038.0,59996.0,59997.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 60040[14:Spt:60038.0,59996.1] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60041[14:MRR:53.1,60040.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60042[14:MRR:59953.2,60041.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 60043[14:MRR:38.0,60040.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60044[14:MRR:59952.2,60043.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.82 60045[14:MRR:44.0,60040.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60046[14:MRR:59954.2,60045.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 60050[15:Spt:60042.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60051[15:MRR:188.0,60050.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60052[15:MRR:182.0,60050.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 60054[15:MRR:60046.0,60051.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60055[15:MRR:65.0,60054.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 60060[15:MRR:60044.0,60052.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 60065[15:MRR:60055.0,60060.0] || -> . % 3.61/3.82 60066[15:Spt:60065.0,60042.0,60050.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60067[15:Spt:60065.0,60042.1] || -> pigeon_7_in_hole_3*. % 3.61/3.82 60068[15:MRR:76.0,60067.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 60069[15:MRR:60046.1,60068.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60071[15:MRR:177.0,60069.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 60072[15:MRR:60044.0,60071.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 60076[15:MRR:70.0,70.1,60067.0,60072.0] || -> . % 3.61/3.82 60077[12:Spt:60076.0,59938.3,59943.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 60078[12:Spt:60076.0,59938.0,59938.1,59938.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 60079[13:Spt:60078.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60080[13:MRR:200.1,60079.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60081[13:MRR:186.0,60079.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60082[13:MRR:180.0,60079.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60083[13:MRR:191.0,60079.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 60084[13:MRR:59940.0,60080.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60085[13:MRR:59942.0,60081.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60086[13:MRR:59939.0,60082.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60087[13:MRR:59941.0,60083.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 60088[14:Spt:60084.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 60089[14:MRR:76.0,60088.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 60090[14:MRR:70.0,60088.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 60094[14:MRR:81.0,60088.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 60095[14:MRR:60085.0,60089.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60096[14:MRR:60086.0,60090.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60097[14:MRR:60087.0,60094.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 60098[15:Spt:60095.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60100[15:MRR:37.0,60098.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60101[15:MRR:44.1,60098.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 60105[15:MRR:60096.0,60100.0] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60106[15:MRR:10.1,60105.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60112[15:MRR:60097.0,60101.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60118[15:MRR:60106.0,60112.0] || -> . % 3.61/3.82 60119[15:Spt:60118.0,60095.0,60098.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60120[15:Spt:60118.0,60095.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60121[15:MRR:9.0,60120.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 60122[15:MRR:60096.1,60121.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60124[15:MRR:38.1,60122.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 60128[15:MRR:60097.0,60124.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60129[15:MRR:16.0,16.1,60128.0,60120.0] || -> . % 3.61/3.82 60134[14:Spt:60129.0,60084.0,60088.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 60135[14:Spt:60129.0,60084.1,60084.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60136[15:Spt:60135.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60137[15:MRR:48.0,60136.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60138[15:MRR:42.0,60136.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60139[15:MRR:53.0,60136.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 60143[15:MRR:60085.1,60137.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 60144[15:MRR:60086.1,60138.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 60145[15:MRR:60087.1,60139.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 60146[16:Spt:60143.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60150[16:MRR:65.0,60146.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 60151[16:MRR:72.1,60146.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60152[16:MRR:60144.0,60150.0] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60158[16:MRR:10.1,60152.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60159[16:MRR:60145.0,60151.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60165[16:MRR:60158.0,60159.0] || -> . % 3.61/3.82 60166[16:Spt:60165.0,60143.0,60146.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 60167[16:Spt:60165.0,60143.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60168[16:MRR:9.0,60167.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 60169[16:MRR:60144.1,60168.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 60173[16:MRR:66.1,60169.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60174[16:MRR:60145.0,60173.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60179[16:MRR:16.0,16.1,60174.0,60167.0] || -> . % 3.61/3.82 60180[15:Spt:60179.0,60135.0,60136.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60181[15:Spt:60179.0,60135.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60182[15:MRR:14.0,60181.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 60183[15:MRR:60086.2,60182.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 60184[15:MRR:25.0,60181.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60185[15:MRR:60087.2,60184.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.82 60186[15:MRR:20.0,60181.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60187[15:MRR:60085.2,60186.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 60191[16:Spt:60183.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 60192[16:MRR:65.1,60191.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 60193[16:MRR:66.1,60191.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60197[16:MRR:60187.0,60192.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60201[16:MRR:44.1,60197.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 60203[16:MRR:60185.0,60193.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60208[16:MRR:60201.0,60203.0] || -> . % 3.61/3.82 60209[16:Spt:60208.0,60183.0,60191.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 60210[16:Spt:60208.0,60183.1] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60211[16:MRR:37.1,60210.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60212[16:MRR:60187.1,60211.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60213[16:MRR:72.1,60212.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60217[16:MRR:60185.0,60213.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60221[16:MRR:38.0,38.1,60217.0,60210.0] || -> . % 3.61/3.82 60222[13:Spt:60221.0,60078.0,60079.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 60223[13:Spt:60221.0,60078.1,60078.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 60224[14:Spt:60223.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 60225[14:MRR:68.0,60224.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 60226[14:MRR:74.0,60224.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 60227[14:MRR:79.0,60224.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 60230[14:MRR:88.1,60224.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 60231[14:MRR:59939.1,60225.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60232[14:MRR:59942.1,60226.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60233[14:MRR:59941.1,60227.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 60234[14:MRR:59940.1,60230.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60235[15:Spt:60231.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 60236[15:MRR:182.1,60235.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60237[15:MRR:177.1,60235.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60238[15:MRR:178.1,60235.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 60239[15:MRR:60234.0,60236.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60240[15:MRR:60232.0,60237.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60241[15:MRR:60233.0,60238.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 60242[16:Spt:60239.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60246[16:MRR:53.0,60242.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 60248[16:MRR:48.0,60242.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60249[16:MRR:60241.0,60246.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60255[16:MRR:16.0,60249.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60256[16:MRR:60240.0,60248.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60262[16:MRR:60255.0,60256.0] || -> . % 3.61/3.82 60263[16:Spt:60262.0,60239.0,60242.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 60264[16:Spt:60262.0,60239.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60265[16:MRR:25.0,60264.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60266[16:MRR:60241.1,60265.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60270[16:MRR:44.0,60266.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60272[16:MRR:60240.0,60270.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60276[16:MRR:20.0,20.1,60264.0,60272.0] || -> . % 3.61/3.82 60278[15:Spt:60276.0,60231.0,60235.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60279[15:Spt:60276.0,60231.1,60231.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60280[16:Spt:60279.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60281[16:MRR:42.1,60280.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60282[16:MRR:38.1,60280.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 60286[16:MRR:37.1,60280.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60287[16:MRR:60234.1,60281.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 60288[16:MRR:60233.1,60282.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.82 60289[16:MRR:60232.1,60286.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 60290[17:Spt:60287.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60291[17:MRR:188.0,60290.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60292[17:MRR:193.0,60290.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60293[17:MRR:60289.0,60291.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60294[17:MRR:16.1,60293.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60300[17:MRR:60288.0,60292.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60306[17:MRR:60294.0,60300.0] || -> . % 3.61/3.82 60307[17:Spt:60306.0,60287.0,60290.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60308[17:Spt:60306.0,60287.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60309[17:MRR:20.0,60308.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60310[17:MRR:60289.1,60309.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60311[17:MRR:184.1,60310.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60312[17:MRR:60288.0,60311.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60317[17:MRR:25.0,25.1,60308.0,60312.0] || -> . % 3.61/3.82 60318[16:Spt:60317.0,60279.0,60280.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60319[16:Spt:60317.0,60279.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60320[16:MRR:9.1,60319.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 60321[16:MRR:60232.2,60320.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 60322[16:MRR:10.1,60319.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60323[16:MRR:60233.2,60322.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.82 60327[16:MRR:14.1,60319.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60328[16:MRR:60234.2,60327.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 60329[17:Spt:60321.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60330[17:MRR:188.1,60329.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60331[17:MRR:184.1,60329.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60332[17:MRR:60328.0,60330.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60334[17:MRR:53.0,60332.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 60338[17:MRR:60323.0,60331.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60343[17:MRR:60334.0,60338.0] || -> . % 3.61/3.82 60344[17:Spt:60343.0,60321.0,60329.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60345[17:Spt:60343.0,60321.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60346[17:MRR:48.1,60345.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 60347[17:MRR:60328.1,60346.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60348[17:MRR:193.0,60347.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60349[17:MRR:60323.0,60348.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60353[17:MRR:44.0,44.1,60349.0,60345.0] || -> . % 3.61/3.82 60354[14:Spt:60353.0,60223.0,60224.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 60355[14:Spt:60353.0,60223.1] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60356[14:MRR:60.1,60355.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60357[14:MRR:51.0,60355.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 60358[14:MRR:46.0,60355.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60361[14:MRR:40.0,60355.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60362[14:MRR:59939.2,60361.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 60363[14:MRR:59942.2,60358.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 60364[14:MRR:59941.2,60357.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 60365[14:MRR:59940.2,60356.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 60366[15:Spt:60362.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 60367[15:MRR:178.1,60366.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 60368[15:MRR:177.1,60366.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60369[15:MRR:182.1,60366.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60370[15:MRR:60364.0,60367.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 60371[15:MRR:60363.0,60368.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 60372[15:MRR:60365.0,60369.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 60373[16:Spt:60370.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 60375[16:MRR:72.0,60373.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 60378[16:MRR:81.1,60373.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 60379[16:MRR:60371.0,60375.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60381[16:MRR:20.1,60379.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60386[16:MRR:60372.0,60378.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60392[16:MRR:60381.0,60386.0] || -> . % 3.61/3.82 60393[16:Spt:60392.0,60370.0,60373.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60394[16:Spt:60392.0,60370.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60395[16:MRR:16.0,60394.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60396[16:MRR:60371.1,60395.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60400[16:MRR:76.1,60396.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 60401[16:MRR:60372.0,60400.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60406[16:MRR:25.0,25.1,60401.0,60394.0] || -> . % 3.61/3.82 60407[15:Spt:60406.0,60362.0,60366.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60408[15:Spt:60406.0,60362.1,60362.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 60409[16:Spt:60408.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 60410[16:MRR:66.1,60409.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 60411[16:MRR:65.1,60409.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 60414[16:MRR:70.1,60409.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 60415[16:MRR:60364.1,60410.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.82 60416[16:MRR:60363.1,60411.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 60417[16:MRR:60365.1,60414.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 60418[17:Spt:60415.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 60419[17:MRR:184.0,60418.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60420[17:MRR:193.1,60418.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60421[17:MRR:60416.0,60419.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60426[17:MRR:20.1,60421.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60428[17:MRR:60417.0,60420.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60434[17:MRR:60426.0,60428.0] || -> . % 3.61/3.82 60435[17:Spt:60434.0,60415.0,60418.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60436[17:Spt:60434.0,60415.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60437[17:MRR:16.0,60436.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60438[17:MRR:60416.1,60437.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60439[17:MRR:188.1,60438.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60440[17:MRR:60417.0,60439.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60441[17:MRR:25.0,25.1,60440.0,60436.0] || -> . % 3.61/3.82 60446[16:Spt:60441.0,60408.0,60409.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 60447[16:Spt:60441.0,60408.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60448[16:MRR:9.1,60447.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 60449[16:MRR:60363.2,60448.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 60450[16:MRR:14.1,60447.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60451[16:MRR:60365.2,60450.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 60452[16:MRR:10.1,60447.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 60453[16:MRR:60364.2,60452.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.82 60457[17:Spt:60449.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60458[17:MRR:184.1,60457.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 60459[17:MRR:188.1,60457.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60460[17:MRR:60453.0,60458.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 60461[17:MRR:81.1,60460.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 60465[17:MRR:60451.0,60459.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 60469[17:MRR:60461.0,60465.0] || -> . % 3.61/3.82 60470[17:Spt:60469.0,60449.0,60457.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60471[17:Spt:60469.0,60449.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 60472[17:MRR:72.1,60471.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 60473[17:MRR:60453.1,60472.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 60474[17:MRR:193.1,60473.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60475[17:MRR:60451.0,60474.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 60478[17:MRR:76.0,76.1,60475.0,60471.0] || -> . % 3.61/3.82 60479[11:Spt:60478.0,59931.0,59932.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 60480[11:Spt:60478.0,59931.1,59931.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 60481[12:Spt:60480.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 60482[12:MRR:80.0,60481.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 60483[12:MRR:90.1,60481.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 60484[12:MRR:75.0,60481.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 60486[12:MRR:69.0,60481.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 60487[12:MRR:87.0,60481.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 60488[12:MRR:58814.2,60482.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.82 60489[12:MRR:58813.2,60483.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60490[12:MRR:58815.2,60484.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60491[12:MRR:58811.2,60486.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60492[12:MRR:58812.2,60487.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 60493[13:Spt:60488.3] || -> pigeon_3_in_hole_1*. % 3.61/3.82 60494[13:MRR:16.0,60493.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 60495[13:MRR:25.1,60493.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 60496[13:MRR:10.0,60493.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 60500[13:MRR:23.1,60493.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 60501[13:MRR:60490.3,60494.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 60502[13:MRR:60489.3,60495.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 60503[13:MRR:60491.3,60496.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 60504[13:MRR:60492.3,60500.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 60505[14:Spt:60501.2] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60506[14:MRR:48.1,60505.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60508[14:MRR:46.1,60505.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 60511[14:MRR:37.0,60505.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60512[14:MRR:60502.2,60506.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 60513[14:MRR:60504.2,60508.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 60514[14:MRR:60503.2,60511.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.82 60515[15:Spt:60512.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60518[15:MRR:182.0,60515.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 60519[15:MRR:200.0,60515.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60520[15:MRR:60514.0,60518.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 60521[15:MRR:152.1,60520.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60525[15:MRR:60513.0,60519.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 60529[15:MRR:60521.0,60525.0] || -> . % 3.61/3.82 60530[15:Spt:60529.0,60512.0,60515.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60531[15:Spt:60529.0,60512.1] || -> pigeon_7_in_hole_6*. % 3.61/3.82 60532[15:MRR:154.0,60531.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 60533[15:MRR:60514.1,60532.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 60536[15:MRR:180.1,60533.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60537[15:MRR:60513.0,60536.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 60540[15:MRR:172.0,172.1,60531.0,60537.0] || -> . % 3.61/3.82 60541[14:Spt:60540.0,60501.2,60505.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60542[14:Spt:60540.0,60501.0,60501.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 60543[15:Spt:60542.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60544[15:MRR:188.1,60543.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60545[15:MRR:177.0,60543.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60547[15:MRR:186.1,60543.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 60548[15:MRR:60502.0,60544.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 60549[15:MRR:60503.0,60545.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 60550[15:MRR:60504.0,60547.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 60551[16:Spt:60548.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 60552[16:MRR:154.0,60551.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 60553[16:MRR:172.0,60551.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60556[16:MRR:60549.0,60552.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60559[16:MRR:40.1,60556.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60562[16:MRR:60550.0,60553.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60567[16:MRR:60559.0,60562.0] || -> . % 3.61/3.82 60568[16:Spt:60567.0,60548.0,60551.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 60569[16:Spt:60567.0,60548.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60570[16:MRR:42.0,60569.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60571[16:MRR:60549.1,60570.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 60574[16:MRR:152.1,60571.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60575[16:MRR:60550.0,60574.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60579[16:MRR:60.0,60.1,60569.0,60575.0] || -> . % 3.61/3.82 60580[15:Spt:60579.0,60542.0,60543.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60581[15:Spt:60579.0,60542.1] || -> pigeon_2_in_hole_6*. % 3.61/3.82 60582[15:MRR:160.1,60581.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 60583[15:MRR:60502.1,60582.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 60584[15:MRR:149.0,60581.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 60585[15:MRR:60503.1,60584.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.82 60586[15:MRR:158.1,60581.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60587[15:MRR:60504.1,60586.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.82 60589[16:Spt:60583.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60590[16:MRR:200.0,60589.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60591[16:MRR:182.0,60589.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 60593[16:MRR:60587.0,60590.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60594[16:MRR:40.0,60593.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60599[16:MRR:60585.0,60591.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60604[16:MRR:60594.0,60599.0] || -> . % 3.61/3.82 60605[16:Spt:60604.0,60583.0,60589.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60606[16:Spt:60604.0,60583.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60607[16:MRR:60.0,60606.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60608[16:MRR:60587.1,60607.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60609[16:MRR:180.0,60608.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 60611[16:MRR:60585.0,60609.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60615[16:MRR:42.0,42.1,60606.0,60611.0] || -> . % 3.61/3.82 60616[13:Spt:60615.0,60488.3,60493.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 60617[13:Spt:60615.0,60488.0,60488.1,60488.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.82 60618[14:Spt:60617.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 60619[14:MRR:193.1,60618.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60620[14:MRR:191.1,60618.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 60621[14:MRR:178.0,60618.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60622[14:MRR:184.0,60618.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60623[14:MRR:60489.0,60619.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60624[14:MRR:60492.0,60620.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 60625[14:MRR:60491.0,60621.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60626[14:MRR:60490.0,60622.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60627[15:Spt:60623.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 60628[15:MRR:160.0,60627.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 60630[15:MRR:172.0,60627.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 60631[15:MRR:154.0,60627.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 60632[15:MRR:60626.0,60628.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60633[15:MRR:60624.0,60630.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 60634[15:MRR:60625.0,60631.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60635[16:Spt:60632.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60636[16:MRR:37.0,60635.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 60639[16:MRR:46.1,60635.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60642[16:MRR:60634.0,60636.0] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60648[16:MRR:12.1,60642.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60649[16:MRR:60633.0,60639.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60655[16:MRR:60648.0,60649.0] || -> . % 3.61/3.82 60656[16:Spt:60655.0,60632.0,60635.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60657[16:Spt:60655.0,60632.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60658[16:MRR:9.0,60657.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 60659[16:MRR:60634.1,60658.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60660[16:MRR:40.1,60659.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60665[16:MRR:60633.0,60660.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60670[16:MRR:18.0,18.1,60665.0,60657.0] || -> . % 3.61/3.82 60671[15:Spt:60670.0,60623.0,60627.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 60672[15:Spt:60670.0,60623.1,60623.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60673[16:Spt:60672.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60674[16:MRR:48.0,60673.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60675[16:MRR:42.0,60673.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60678[16:MRR:60.0,60673.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 60680[16:MRR:60626.1,60674.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 60681[16:MRR:60625.1,60675.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.82 60682[16:MRR:60624.1,60678.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 60683[17:Spt:60680.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 60684[17:MRR:149.0,60683.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 60685[17:MRR:158.1,60683.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60687[17:MRR:60681.0,60684.0] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60689[17:MRR:12.1,60687.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60694[17:MRR:60682.0,60685.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60700[17:MRR:60689.0,60694.0] || -> . % 3.61/3.82 60701[17:Spt:60700.0,60680.0,60683.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 60702[17:Spt:60700.0,60680.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60703[17:MRR:9.0,60702.0] || pigeon_1_in_hole_1* -> . % 3.61/3.82 60704[17:MRR:60681.1,60703.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 60706[17:MRR:152.1,60704.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60707[17:MRR:60682.0,60706.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60708[17:MRR:18.0,18.1,60707.0,60702.0] || -> . % 3.61/3.82 60713[16:Spt:60708.0,60672.0,60673.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60714[16:Spt:60708.0,60672.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60715[16:MRR:14.0,60714.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 60716[16:MRR:60625.2,60715.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 60717[16:MRR:32.0,60714.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60718[16:MRR:60624.2,60717.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 60719[16:MRR:20.0,60714.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60720[16:MRR:60626.2,60719.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 60724[17:Spt:60716.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 60725[17:MRR:149.1,60724.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 60726[17:MRR:152.1,60724.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60728[17:MRR:60720.0,60725.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60730[17:MRR:46.1,60728.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60734[17:MRR:60718.0,60726.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60739[17:MRR:60730.0,60734.0] || -> . % 3.61/3.82 60740[17:Spt:60739.0,60716.0,60724.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 60741[17:Spt:60739.0,60716.1] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60742[17:MRR:37.1,60741.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60743[17:MRR:60720.1,60742.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 60745[17:MRR:158.1,60743.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60746[17:MRR:60718.0,60745.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60750[17:MRR:40.0,40.1,60746.0,60741.0] || -> . % 3.61/3.82 60751[14:Spt:60750.0,60617.0,60618.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 60752[14:Spt:60750.0,60617.1,60617.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.82 60753[15:Spt:60752.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 60754[15:MRR:150.0,60753.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 60755[15:MRR:156.0,60753.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 60756[15:MRR:163.1,60753.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 60757[15:MRR:165.1,60753.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 60758[15:MRR:60491.1,60754.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60759[15:MRR:60490.1,60755.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60760[15:MRR:60492.1,60756.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 60761[15:MRR:60489.1,60757.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60762[16:Spt:60758.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 60763[16:MRR:182.1,60762.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60764[16:MRR:180.1,60762.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 60765[16:MRR:177.1,60762.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60766[16:MRR:60761.0,60763.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.82 60767[16:MRR:60760.0,60764.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.82 60768[16:MRR:60759.0,60765.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.82 60769[17:Spt:60766.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60771[17:MRR:60.0,60769.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 60775[17:MRR:48.0,60769.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60776[17:MRR:60767.0,60771.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60779[17:MRR:18.0,60776.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60783[17:MRR:60768.0,60775.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60789[17:MRR:60779.0,60783.0] || -> . % 3.61/3.82 60790[17:Spt:60789.0,60766.0,60769.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 60791[17:Spt:60789.0,60766.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60792[17:MRR:32.0,60791.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60793[17:MRR:60767.1,60792.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60795[17:MRR:46.0,60793.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60799[17:MRR:60768.0,60795.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60803[17:MRR:20.0,20.1,60791.0,60799.0] || -> . % 3.61/3.82 60805[16:Spt:60803.0,60758.0,60762.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60806[16:Spt:60803.0,60758.1,60758.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.82 60807[17:Spt:60806.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 60808[17:MRR:42.1,60807.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60809[17:MRR:40.1,60807.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 60813[17:MRR:37.1,60807.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60814[17:MRR:60761.1,60808.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 60815[17:MRR:60760.1,60809.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 60816[17:MRR:60759.1,60813.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 60817[18:Spt:60814.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60818[18:MRR:200.0,60817.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60819[18:MRR:188.0,60817.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60820[18:MRR:60815.0,60818.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60825[18:MRR:18.0,60820.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60827[18:MRR:60816.0,60819.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60833[18:MRR:60825.0,60827.0] || -> . % 3.61/3.82 60834[18:Spt:60833.0,60814.0,60817.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60835[18:Spt:60833.0,60814.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60836[18:MRR:32.0,60835.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60837[18:MRR:60815.1,60836.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60838[18:MRR:186.0,60837.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60839[18:MRR:60816.0,60838.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60841[18:MRR:20.0,20.1,60835.0,60839.0] || -> . % 3.61/3.82 60845[17:Spt:60841.0,60806.0,60807.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60846[17:Spt:60841.0,60806.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60847[17:MRR:12.1,60846.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 60848[17:MRR:60760.2,60847.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.82 60849[17:MRR:9.1,60846.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60850[17:MRR:60759.2,60849.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 60851[17:MRR:14.1,60846.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60852[17:MRR:60761.2,60851.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 60856[18:Spt:60848.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60857[18:MRR:200.1,60856.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60858[18:MRR:186.0,60856.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60859[18:MRR:60852.0,60857.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 60860[18:MRR:48.0,60859.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 60865[18:MRR:60850.0,60858.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60870[18:MRR:60860.0,60865.0] || -> . % 3.61/3.82 60871[18:Spt:60870.0,60848.0,60856.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60872[18:Spt:60870.0,60848.1] || -> pigeon_5_in_hole_2*. % 3.61/3.82 60873[18:MRR:60.1,60872.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 60874[18:MRR:60852.1,60873.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 60875[18:MRR:188.0,60874.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60876[18:MRR:60850.0,60875.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 60880[18:MRR:46.0,46.1,60872.0,60876.0] || -> . % 3.61/3.82 60881[15:Spt:60880.0,60752.0,60753.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 60882[15:Spt:60880.0,60752.1] || -> pigeon_3_in_hole_2*. % 3.61/3.82 60883[15:MRR:53.1,60882.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 60884[15:MRR:44.0,60882.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 60887[15:MRR:51.1,60882.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 60888[15:MRR:38.0,60882.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 60889[15:MRR:60491.2,60888.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.82 60890[15:MRR:60490.2,60884.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 60891[15:MRR:60492.2,60887.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 60892[15:MRR:60489.2,60883.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 60893[16:Spt:60889.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 60894[16:MRR:177.1,60893.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 60895[16:MRR:180.1,60893.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 60896[16:MRR:182.1,60893.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 60897[16:MRR:60890.0,60894.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 60898[16:MRR:60891.0,60895.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 60899[16:MRR:60892.0,60896.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 60900[17:Spt:60897.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 60902[17:MRR:158.1,60900.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 60903[17:MRR:160.1,60900.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 60904[17:MRR:60898.0,60902.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60906[17:MRR:32.1,60904.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60911[17:MRR:60899.0,60903.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60917[17:MRR:60906.0,60911.0] || -> . % 3.61/3.82 60918[17:Spt:60917.0,60897.0,60900.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 60919[17:Spt:60917.0,60897.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60920[17:MRR:18.1,60919.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60921[17:MRR:60898.1,60920.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 60923[17:MRR:172.1,60921.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 60924[17:MRR:60899.0,60923.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60929[17:MRR:20.0,20.1,60924.0,60919.0] || -> . % 3.61/3.82 60930[16:Spt:60929.0,60889.0,60893.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 60931[16:Spt:60929.0,60889.1,60889.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.82 60932[17:Spt:60931.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 60933[17:MRR:149.1,60932.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 60934[17:MRR:152.1,60932.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 60935[17:MRR:154.1,60932.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 60936[17:MRR:60890.1,60933.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 60937[17:MRR:60891.1,60934.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 60938[17:MRR:60892.1,60935.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 60939[18:Spt:60936.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60940[18:MRR:186.1,60939.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60941[18:MRR:188.1,60939.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60942[18:MRR:60937.0,60940.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 60947[18:MRR:32.1,60942.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60949[18:MRR:60938.0,60941.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60955[18:MRR:60947.0,60949.0] || -> . % 3.61/3.82 60956[18:Spt:60955.0,60936.0,60939.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60957[18:Spt:60955.0,60936.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 60958[18:MRR:18.1,60957.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 60959[18:MRR:60937.1,60958.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60960[18:MRR:200.1,60959.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60961[18:MRR:60938.0,60960.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 60962[18:MRR:20.0,20.1,60961.0,60957.0] || -> . % 3.61/3.82 60967[17:Spt:60962.0,60931.0,60932.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 60968[17:Spt:60962.0,60931.1] || -> pigeon_1_in_hole_1*. % 3.61/3.82 60969[17:MRR:12.1,60968.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 60970[17:MRR:60891.2,60969.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 60971[17:MRR:14.1,60968.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 60972[17:MRR:60892.2,60971.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 60973[17:MRR:9.1,60968.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 60974[17:MRR:60890.2,60973.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 60978[18:Spt:60970.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 60979[18:MRR:186.0,60978.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 60980[18:MRR:200.1,60978.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60981[18:MRR:60974.0,60979.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 60982[18:MRR:160.1,60981.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 60984[18:MRR:60972.0,60980.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 60986[18:MRR:60982.0,60984.0] || -> . % 3.61/3.82 60987[18:Spt:60986.0,60970.0,60978.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 60988[18:Spt:60986.0,60970.1] || -> pigeon_5_in_hole_6*. % 3.61/3.82 60989[18:MRR:158.0,60988.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 60990[18:MRR:60974.1,60989.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 60991[18:MRR:188.1,60990.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 60992[18:MRR:60972.0,60991.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 60993[18:MRR:172.0,172.1,60992.0,60988.0] || -> . % 3.61/3.82 60994[12:Spt:60993.0,60480.0,60481.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 60995[12:Spt:60993.0,60480.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 60996[12:MRR:31.0,60995.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 60997[12:MRR:34.1,60995.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 60998[12:MRR:19.0,60995.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 61001[12:MRR:13.0,60995.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 61002[12:MRR:24.0,60995.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 61003[12:MRR:58814.4,61002.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.82 61004[12:MRR:58813.4,60997.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 61005[12:MRR:58815.4,60998.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 61006[12:MRR:58811.4,61001.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 61007[12:MRR:58812.4,60996.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 61008[13:Spt:61003.3] || -> pigeon_3_in_hole_2*. % 3.61/3.82 61009[13:MRR:53.1,61008.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 61010[13:MRR:44.0,61008.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 61013[13:MRR:51.1,61008.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 61014[13:MRR:38.0,61008.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 61015[13:MRR:61004.3,61009.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 61016[13:MRR:61005.3,61010.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 61017[13:MRR:61007.3,61013.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 61018[13:MRR:61006.3,61014.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.82 61019[14:Spt:61015.2] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61022[14:MRR:76.0,61019.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61023[14:MRR:70.0,61019.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 61024[14:MRR:88.0,61019.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 61025[14:MRR:61016.2,61022.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 61026[14:MRR:61018.2,61023.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.82 61027[14:MRR:61017.2,61024.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 61028[15:Spt:61025.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61029[15:MRR:186.1,61028.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 61031[15:MRR:177.0,61028.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61033[15:MRR:61027.0,61029.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61036[15:MRR:152.0,61033.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61038[15:MRR:61026.0,61031.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 61042[15:MRR:61036.0,61038.0] || -> . % 3.61/3.82 61043[15:Spt:61042.0,61025.0,61028.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61044[15:Spt:61042.0,61025.1] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61045[15:MRR:158.1,61044.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 61046[15:MRR:61027.1,61045.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 61048[15:MRR:180.0,61046.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61050[15:MRR:61026.0,61048.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 61052[15:MRR:149.0,149.1,61044.0,61050.0] || -> . % 3.61/3.82 61054[14:Spt:61052.0,61015.2,61019.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 61055[14:Spt:61052.0,61015.0,61015.1] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 61056[15:Spt:61055.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61057[15:MRR:188.0,61056.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61058[15:MRR:200.0,61056.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61059[15:MRR:182.0,61056.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 61061[15:MRR:61016.0,61057.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 61062[15:MRR:61017.0,61058.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 61063[15:MRR:61018.0,61059.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.82 61064[16:Spt:61061.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61065[16:MRR:158.1,61064.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 61066[16:MRR:149.0,61064.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61069[16:MRR:61062.0,61065.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61073[16:MRR:68.0,61069.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61074[16:MRR:61063.0,61066.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61078[16:MRR:61073.0,61074.0] || -> . % 3.61/3.82 61079[16:Spt:61078.0,61061.0,61064.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61080[16:Spt:61078.0,61061.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61081[16:MRR:74.1,61080.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 61082[16:MRR:61062.1,61081.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61084[16:MRR:152.0,61082.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61086[16:MRR:61063.0,61084.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61087[16:MRR:65.0,65.1,61080.0,61086.0] || -> . % 3.61/3.82 61090[15:Spt:61087.0,61055.0,61056.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61091[15:Spt:61087.0,61055.1] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61092[15:MRR:160.0,61091.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61093[15:MRR:61016.1,61092.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 61094[15:MRR:172.0,61091.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 61095[15:MRR:61017.1,61094.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.82 61096[15:MRR:154.0,61091.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61097[15:MRR:61018.1,61096.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.82 61099[16:Spt:61093.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61101[16:MRR:177.0,61099.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61102[16:MRR:186.1,61099.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 61103[16:MRR:61097.0,61101.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61104[16:MRR:68.1,61103.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 61108[16:MRR:61095.0,61102.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61112[16:MRR:61104.0,61108.0] || -> . % 3.61/3.82 61113[16:Spt:61112.0,61093.0,61099.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61114[16:Spt:61112.0,61093.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61115[16:MRR:65.0,61114.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61116[16:MRR:61097.1,61115.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61118[16:MRR:180.1,61116.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 61119[16:MRR:61095.0,61118.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61122[16:MRR:74.0,74.1,61119.0,61114.0] || -> . % 3.61/3.82 61123[13:Spt:61122.0,61003.3,61008.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 61124[13:Spt:61122.0,61003.0,61003.1,61003.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.82 61125[14:Spt:61124.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 61126[14:MRR:184.0,61125.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61127[14:MRR:178.0,61125.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 61128[14:MRR:191.1,61125.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61129[14:MRR:193.1,61125.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61130[14:MRR:61005.0,61126.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 61131[14:MRR:61006.0,61127.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 61132[14:MRR:61007.0,61128.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 61133[14:MRR:61004.0,61129.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 61134[15:Spt:61130.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61135[15:MRR:160.1,61134.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61137[15:MRR:149.0,61134.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 61138[15:MRR:158.1,61134.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 61139[15:MRR:61133.0,61135.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 61140[15:MRR:61131.0,61137.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 61141[15:MRR:61132.0,61138.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 61142[16:Spt:61139.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61143[16:MRR:88.0,61142.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 61144[16:MRR:70.0,61142.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61148[16:MRR:61141.0,61143.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 61153[16:MRR:40.0,61148.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61154[16:MRR:61140.0,61144.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61159[16:MRR:61153.0,61154.0] || -> . % 3.61/3.82 61160[16:Spt:61159.0,61139.0,61142.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61161[16:Spt:61159.0,61139.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61162[16:MRR:60.0,61161.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 61163[16:MRR:61141.1,61162.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61164[16:MRR:68.0,61163.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61168[16:MRR:61140.0,61164.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61172[16:MRR:42.0,42.1,61161.0,61168.0] || -> . % 3.61/3.82 61173[15:Spt:61172.0,61130.0,61134.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61174[15:Spt:61172.0,61130.1,61130.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 61175[16:Spt:61174.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61176[16:MRR:76.1,61175.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 61177[16:MRR:74.1,61175.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 61178[16:MRR:65.0,61175.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 61181[16:MRR:61133.1,61176.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 61182[16:MRR:61132.1,61177.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 61183[16:MRR:61131.1,61178.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 61184[17:Spt:61181.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61185[17:MRR:172.0,61184.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 61186[17:MRR:154.0,61184.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61188[17:MRR:61182.0,61185.0] || -> pigeon_5_in_hole_2*. % 3.61/3.82 61190[17:MRR:40.0,61188.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61194[17:MRR:61183.0,61186.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61199[17:MRR:61190.0,61194.0] || -> . % 3.61/3.82 61200[17:Spt:61199.0,61181.0,61184.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61201[17:Spt:61199.0,61181.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61202[17:MRR:60.0,61201.0] || pigeon_5_in_hole_2* -> . % 3.61/3.82 61203[17:MRR:61182.1,61202.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61205[17:MRR:152.0,61203.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61206[17:MRR:61183.0,61205.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61207[17:MRR:42.0,42.1,61201.0,61206.0] || -> . % 3.61/3.82 61211[16:Spt:61207.0,61174.0,61175.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61212[16:Spt:61207.0,61174.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61213[16:MRR:46.1,61212.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 61214[16:MRR:61132.2,61213.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 61215[16:MRR:37.0,61212.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61216[16:MRR:61131.2,61215.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.61/3.82 61217[16:MRR:48.1,61212.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 61218[16:MRR:61133.2,61217.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 61221[17:Spt:61214.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61222[17:MRR:172.1,61221.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61223[17:MRR:152.0,61221.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61225[17:MRR:61218.0,61222.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61228[17:MRR:70.0,61225.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61230[17:MRR:61216.0,61223.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61234[17:MRR:61228.0,61230.0] || -> . % 3.61/3.82 61235[17:Spt:61234.0,61214.0,61221.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 61236[17:Spt:61234.0,61214.1] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61237[17:MRR:88.1,61236.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61238[17:MRR:61218.1,61237.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61240[17:MRR:154.0,61238.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61241[17:MRR:61216.0,61240.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61244[17:MRR:68.0,68.1,61236.0,61241.0] || -> . % 3.61/3.82 61245[14:Spt:61244.0,61124.0,61125.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61246[14:Spt:61244.0,61124.1,61124.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.82 61247[15:Spt:61246.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61248[15:MRR:163.1,61247.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 61249[15:MRR:165.1,61247.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61250[15:MRR:150.0,61247.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 61251[15:MRR:156.0,61247.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61252[15:MRR:61007.1,61248.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 61253[15:MRR:61004.1,61249.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 61254[15:MRR:61006.1,61250.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 61255[15:MRR:61005.1,61251.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 61256[16:Spt:61252.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 61257[16:MRR:186.0,61256.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61258[16:MRR:180.0,61256.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 61259[16:MRR:200.1,61256.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61260[16:MRR:61255.0,61257.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 61261[16:MRR:61254.0,61258.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 61262[16:MRR:61253.0,61259.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 61263[17:Spt:61260.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61266[17:MRR:65.0,61263.0] || pigeon_1_in_hole_3* -> . % 3.61/3.82 61268[17:MRR:76.1,61263.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61269[17:MRR:61261.0,61266.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61272[17:MRR:42.1,61269.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 61275[17:MRR:61262.0,61268.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61280[17:MRR:61272.0,61275.0] || -> . % 3.61/3.82 61281[17:Spt:61280.0,61260.0,61263.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61282[17:Spt:61280.0,61260.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61283[17:MRR:37.0,61282.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61284[17:MRR:61261.1,61283.0] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61287[17:MRR:70.1,61284.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61289[17:MRR:61262.0,61287.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61292[17:MRR:48.0,48.1,61289.0,61282.0] || -> . % 3.61/3.82 61294[16:Spt:61292.0,61252.0,61256.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61295[16:Spt:61292.0,61252.1,61252.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 61296[17:Spt:61295.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61297[17:MRR:74.0,61296.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61298[17:MRR:68.0,61296.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 61301[17:MRR:88.1,61296.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 61302[17:MRR:61255.1,61297.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 61303[17:MRR:61254.1,61298.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.82 61304[17:MRR:61253.1,61301.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 61305[18:Spt:61302.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61306[18:MRR:177.0,61305.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61307[18:MRR:188.1,61305.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61308[18:MRR:61303.0,61306.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61312[18:MRR:42.1,61308.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 61314[18:MRR:61304.0,61307.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61319[18:MRR:61312.0,61314.0] || -> . % 3.61/3.82 61320[18:Spt:61319.0,61302.0,61305.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61321[18:Spt:61319.0,61302.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61322[18:MRR:37.0,61321.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61323[18:MRR:61303.1,61322.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61324[18:MRR:182.1,61323.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61325[18:MRR:61304.0,61324.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61327[18:MRR:48.0,48.1,61325.0,61321.0] || -> . % 3.61/3.82 61330[17:Spt:61327.0,61295.0,61296.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 61331[17:Spt:61327.0,61295.1] || -> pigeon_5_in_hole_2*. % 3.61/3.82 61332[17:MRR:40.0,61331.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 61333[17:MRR:61254.2,61332.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.61/3.82 61334[17:MRR:60.1,61331.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 61335[17:MRR:61253.2,61334.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 61336[17:MRR:46.0,61331.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 61337[17:MRR:61255.2,61336.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 61340[18:Spt:61333.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61341[18:MRR:177.1,61340.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61342[18:MRR:182.1,61340.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61343[18:MRR:61337.0,61341.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61344[18:MRR:76.1,61343.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61348[18:MRR:61335.0,61342.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61352[18:MRR:61344.0,61348.0] || -> . % 3.61/3.82 61353[18:Spt:61352.0,61333.0,61340.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61354[18:Spt:61352.0,61333.1] || -> pigeon_1_in_hole_3*. % 3.61/3.82 61355[18:MRR:65.1,61354.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61356[18:MRR:61337.1,61355.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61357[18:MRR:188.1,61356.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61358[18:MRR:61335.0,61357.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61361[18:MRR:70.0,70.1,61358.0,61354.0] || -> . % 3.61/3.82 61362[15:Spt:61361.0,61246.0,61247.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 61363[15:Spt:61361.0,61246.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61364[15:MRR:72.0,61363.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61365[15:MRR:81.1,61363.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 61366[15:MRR:66.0,61363.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 61368[15:MRR:79.1,61363.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 61369[15:MRR:61007.2,61368.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 61370[15:MRR:61004.2,61365.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 61371[15:MRR:61006.2,61366.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 61372[15:MRR:61005.2,61364.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 61373[16:Spt:61369.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 61374[16:MRR:200.1,61373.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61375[16:MRR:180.0,61373.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 61376[16:MRR:186.0,61373.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61377[16:MRR:61370.0,61374.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 61378[16:MRR:61371.0,61375.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.82 61379[16:MRR:61372.0,61376.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 61380[17:Spt:61377.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61382[17:MRR:154.0,61380.0] || pigeon_1_in_hole_6* -> . % 3.61/3.82 61383[17:MRR:160.0,61380.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61384[17:MRR:61378.0,61382.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61386[17:MRR:37.1,61384.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 61390[17:MRR:61379.0,61383.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61395[17:MRR:61386.0,61390.0] || -> . % 3.61/3.82 61396[17:Spt:61395.0,61377.0,61380.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61397[17:Spt:61395.0,61377.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61398[17:MRR:42.0,61397.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61399[17:MRR:61378.1,61398.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 61401[17:MRR:149.1,61399.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61402[17:MRR:61379.0,61401.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61406[17:MRR:48.0,48.1,61397.0,61402.0] || -> . % 3.61/3.82 61407[16:Spt:61406.0,61369.0,61373.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61408[16:Spt:61406.0,61369.1,61369.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.82 61409[17:Spt:61408.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61410[17:MRR:172.1,61409.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61411[17:MRR:152.0,61409.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 61412[17:MRR:158.0,61409.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61413[17:MRR:61370.1,61410.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 61414[17:MRR:61371.1,61411.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.82 61415[17:MRR:61372.1,61412.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 61416[18:Spt:61413.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61417[18:MRR:182.0,61416.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61418[18:MRR:188.0,61416.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61419[18:MRR:61414.0,61417.0] || -> pigeon_1_in_hole_2*. % 3.61/3.82 61423[18:MRR:37.1,61419.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 61425[18:MRR:61415.0,61418.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61430[18:MRR:61423.0,61425.0] || -> . % 3.61/3.82 61431[18:Spt:61430.0,61413.0,61416.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61432[18:Spt:61430.0,61413.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 61433[18:MRR:42.0,61432.0] || pigeon_1_in_hole_2* -> . % 3.61/3.82 61434[18:MRR:61414.1,61433.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61435[18:MRR:177.1,61434.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61436[18:MRR:61415.0,61435.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 61437[18:MRR:48.0,48.1,61432.0,61436.0] || -> . % 3.61/3.82 61441[17:Spt:61437.0,61408.0,61409.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 61442[17:Spt:61437.0,61408.1] || -> pigeon_5_in_hole_2*. % 3.61/3.82 61443[17:MRR:40.0,61442.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 61444[17:MRR:61371.2,61443.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.82 61445[17:MRR:46.0,61442.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 61446[17:MRR:61372.2,61445.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 61447[17:MRR:60.1,61442.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 61448[17:MRR:61370.2,61447.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 61451[18:Spt:61444.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61452[18:MRR:182.1,61451.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61453[18:MRR:177.1,61451.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61454[18:MRR:61448.0,61452.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61455[18:MRR:160.0,61454.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61457[18:MRR:61446.0,61453.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61459[18:MRR:61455.0,61457.0] || -> . % 3.61/3.82 61460[18:Spt:61459.0,61444.0,61451.0] || pigeon_1_in_hole_7* -> . % 3.61/3.82 61461[18:Spt:61459.0,61444.1] || -> pigeon_1_in_hole_6*. % 3.61/3.82 61462[18:MRR:154.1,61461.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61463[18:MRR:61448.1,61462.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61464[18:MRR:188.0,61463.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61465[18:MRR:61446.0,61464.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61466[18:MRR:149.0,149.1,61465.0,61461.0] || -> . % 3.61/3.82 61467[8:Spt:61466.0,58802.0,58803.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.82 61468[8:Spt:61466.0,58802.1,58802.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.82 61469[9:Spt:61468.0] || -> pigeon_4_in_hole_2*. % 3.61/3.82 61470[9:MRR:39.0,61469.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.82 61471[9:MRR:45.0,61469.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 61472[9:MRR:57.1,61469.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 61473[9:MRR:55.1,61469.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 61475[9:MRR:50.0,61469.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 61476[9:MRR:56.1,61469.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.82 61477[9:MRR:50452.4,61470.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.61/3.82 61478[9:MRR:50451.4,61471.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 61479[9:MRR:50449.4,61472.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 61480[9:MRR:50447.4,61473.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 61481[9:MRR:50450.4,61475.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 61482[9:MRR:50448.4,61476.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 61483[10:Spt:61477.4] || -> pigeon_1_in_hole_1*. % 3.61/3.82 61484[10:MRR:12.1,61483.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 61485[10:MRR:14.1,61483.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 61486[10:MRR:9.1,61483.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 61489[10:MRR:13.1,61483.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 61490[10:MRR:10.1,61483.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 61491[10:MRR:61480.4,61484.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 61492[10:MRR:61479.4,61485.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 61493[10:MRR:61478.4,61486.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 61494[10:MRR:61482.4,61489.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 61495[10:MRR:61481.4,61490.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 61496[11:Spt:61491.3] || -> pigeon_5_in_hole_3*. % 3.61/3.82 61497[11:MRR:88.1,61496.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 61498[11:MRR:79.0,61496.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 61501[11:MRR:74.0,61496.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61502[11:MRR:87.1,61496.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 61503[11:MRR:61492.3,61497.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 61504[11:MRR:61495.3,61498.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 61505[11:MRR:61493.3,61501.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 61506[11:MRR:61494.3,61502.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 61507[12:Spt:61503.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61509[12:MRR:188.0,61507.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61511[12:MRR:193.0,61507.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61512[12:MRR:202.0,61507.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 61513[12:MRR:61505.0,61509.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 61514[12:MRR:61504.0,61511.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 61515[12:MRR:61506.0,61512.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 61516[13:Spt:61513.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61520[13:MRR:156.1,61516.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 61521[13:MRR:159.1,61516.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 61522[13:MRR:61514.0,61520.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 61523[13:MRR:136.1,61522.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 61528[13:MRR:61515.0,61521.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61533[13:MRR:61523.0,61528.0] || -> . % 3.61/3.82 61534[13:Spt:61533.0,61513.0,61516.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61535[13:Spt:61533.0,61513.1] || -> pigeon_2_in_hole_5*. % 3.61/3.82 61536[13:MRR:128.1,61535.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 61537[13:MRR:61514.1,61536.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61541[13:MRR:164.1,61537.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 61542[13:MRR:61515.0,61541.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61543[13:MRR:131.0,131.1,61542.0,61535.0] || -> . % 3.61/3.82 61547[12:Spt:61543.0,61503.0,61507.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61548[12:Spt:61543.0,61503.1,61503.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 61549[13:Spt:61548.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61550[13:MRR:160.0,61549.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61551[13:MRR:165.0,61549.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 61554[13:MRR:174.0,61549.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 61555[13:MRR:61505.1,61550.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 61556[13:MRR:61504.1,61551.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.82 61557[13:MRR:61506.1,61554.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.82 61558[14:Spt:61555.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61561[14:MRR:184.1,61558.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61562[14:MRR:187.1,61558.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 61563[14:MRR:61556.0,61561.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 61568[14:MRR:136.1,61563.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 61569[14:MRR:61557.0,61562.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61574[14:MRR:61568.0,61569.0] || -> . % 3.61/3.82 61575[14:Spt:61574.0,61555.0,61558.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61576[14:Spt:61574.0,61555.1] || -> pigeon_2_in_hole_5*. % 3.61/3.82 61577[14:MRR:128.1,61576.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 61578[14:MRR:61556.1,61577.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 61581[14:MRR:192.1,61578.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 61582[14:MRR:61557.0,61581.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61586[14:MRR:131.0,131.1,61582.0,61576.0] || -> . % 3.61/3.82 61587[13:Spt:61586.0,61548.0,61549.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61588[13:Spt:61586.0,61548.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61589[13:MRR:137.0,61588.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 61590[13:MRR:61504.2,61589.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.82 61591[13:MRR:146.0,61588.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 61592[13:MRR:61506.2,61591.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.82 61593[13:MRR:132.0,61588.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 61594[13:MRR:61505.2,61593.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 61597[14:Spt:61590.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 61598[14:MRR:184.0,61597.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61599[14:MRR:192.1,61597.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 61602[14:MRR:61594.0,61598.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61603[14:MRR:159.1,61602.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 61607[14:MRR:61592.0,61599.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 61611[14:MRR:61603.0,61607.0] || -> . % 3.61/3.82 61612[14:Spt:61611.0,61590.0,61597.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61613[14:Spt:61611.0,61590.1] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61614[14:MRR:156.0,61613.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61615[14:MRR:61594.1,61614.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61616[14:MRR:187.1,61615.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 61619[14:MRR:61592.0,61616.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 61622[14:MRR:164.0,164.1,61619.0,61613.0] || -> . % 3.61/3.82 61623[11:Spt:61622.0,61491.3,61496.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 61624[11:Spt:61622.0,61491.0,61491.1,61491.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 61625[12:Spt:61624.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 61626[12:MRR:191.0,61625.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61627[12:MRR:186.0,61625.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61628[12:MRR:199.1,61625.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 61630[12:MRR:200.1,61625.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61631[12:MRR:61495.0,61626.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 61632[12:MRR:61493.0,61627.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 61633[12:MRR:61494.0,61628.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 61634[12:MRR:61492.0,61630.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 61635[13:Spt:61631.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61636[13:MRR:156.0,61635.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61637[13:MRR:164.1,61635.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 61640[13:MRR:165.1,61635.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61641[13:MRR:61632.0,61636.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 61642[13:MRR:61633.0,61637.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 61643[13:MRR:61634.0,61640.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 61644[14:Spt:61641.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 61646[14:MRR:131.1,61644.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 61647[14:MRR:132.1,61644.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 61650[14:MRR:61642.0,61646.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 61651[14:MRR:90.1,61650.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61656[14:MRR:61643.0,61647.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61661[14:MRR:61651.0,61656.0] || -> . % 3.61/3.82 61662[14:Spt:61661.0,61641.0,61644.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 61663[14:Spt:61661.0,61641.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61664[14:MRR:75.1,61663.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 61665[14:MRR:61642.1,61664.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61667[14:MRR:146.1,61665.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 61670[14:MRR:61643.0,61667.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61674[14:MRR:76.0,76.1,61670.0,61663.0] || -> . % 3.61/3.82 61675[13:Spt:61674.0,61631.0,61635.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 61676[13:Spt:61674.0,61631.1,61631.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 61677[14:Spt:61676.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 61678[14:MRR:128.0,61677.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 61679[14:MRR:136.1,61677.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 61680[14:MRR:137.1,61677.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 61683[14:MRR:61632.1,61678.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 61684[14:MRR:61633.1,61679.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 61685[14:MRR:61634.1,61680.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 61686[15:Spt:61683.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61689[15:MRR:159.1,61686.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 61690[15:MRR:160.1,61686.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61691[15:MRR:61684.0,61689.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 61696[15:MRR:90.1,61691.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61697[15:MRR:61685.0,61690.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61702[15:MRR:61696.0,61697.0] || -> . % 3.61/3.82 61703[15:Spt:61702.0,61683.0,61686.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61704[15:Spt:61702.0,61683.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61705[15:MRR:75.1,61704.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 61706[15:MRR:61684.1,61705.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 61709[15:MRR:174.1,61706.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61710[15:MRR:61685.0,61709.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61711[15:MRR:76.0,76.1,61710.0,61704.0] || -> . % 3.61/3.82 61715[14:Spt:61711.0,61676.0,61677.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 61716[14:Spt:61711.0,61676.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61717[14:MRR:80.1,61716.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 61718[14:MRR:61633.2,61717.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 61719[14:MRR:81.1,61716.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61720[14:MRR:61634.2,61719.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 61721[14:MRR:72.0,61716.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61722[14:MRR:61632.2,61721.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 61725[15:Spt:61718.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 61726[15:MRR:159.0,61725.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61727[15:MRR:174.1,61725.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61730[15:MRR:61722.0,61726.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 61733[15:MRR:132.1,61730.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 61735[15:MRR:61720.0,61727.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61739[15:MRR:61733.0,61735.0] || -> . % 3.61/3.82 61740[15:Spt:61739.0,61718.0,61725.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 61741[15:Spt:61739.0,61718.1] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61742[15:MRR:131.0,61741.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 61743[15:MRR:61722.1,61742.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61744[15:MRR:160.1,61743.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61747[15:MRR:61720.0,61744.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61750[15:MRR:146.0,146.1,61747.0,61741.0] || -> . % 3.61/3.82 61751[12:Spt:61750.0,61624.0,61625.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61752[12:Spt:61750.0,61624.1,61624.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 61753[13:Spt:61752.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 61754[13:MRR:171.1,61753.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 61755[13:MRR:158.0,61753.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61756[13:MRR:172.1,61753.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61758[13:MRR:163.0,61753.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 61759[13:MRR:61494.1,61754.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 61760[13:MRR:61493.1,61755.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 61761[13:MRR:61492.1,61756.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 61762[13:MRR:61495.1,61758.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 61763[14:Spt:61759.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 61764[14:MRR:192.0,61763.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61765[14:MRR:187.0,61763.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61767[14:MRR:202.1,61763.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61768[14:MRR:61762.0,61764.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 61769[14:MRR:61760.0,61765.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 61770[14:MRR:61761.0,61767.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 61771[15:Spt:61768.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 61774[15:MRR:137.1,61771.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 61776[15:MRR:128.0,61771.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 61777[15:MRR:61770.0,61774.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61780[15:MRR:76.0,61777.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61783[15:MRR:61769.0,61776.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61788[15:MRR:61780.0,61783.0] || -> . % 3.61/3.82 61789[15:Spt:61788.0,61768.0,61771.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 61790[15:Spt:61788.0,61768.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61791[15:MRR:81.1,61790.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61792[15:MRR:61770.1,61791.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61795[15:MRR:132.0,61792.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 61797[15:MRR:61769.0,61795.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61800[15:MRR:72.0,72.1,61790.0,61797.0] || -> . % 3.61/3.82 61802[14:Spt:61800.0,61759.0,61763.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 61803[14:Spt:61800.0,61759.1,61759.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 61804[15:Spt:61803.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 61805[15:MRR:136.0,61804.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 61806[15:MRR:146.1,61804.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 61809[15:MRR:131.0,61804.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 61810[15:MRR:61762.1,61805.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.82 61811[15:MRR:61761.1,61806.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 61812[15:MRR:61760.1,61809.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 61813[16:Spt:61810.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 61815[16:MRR:184.0,61813.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61816[16:MRR:193.1,61813.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61817[16:MRR:61812.0,61815.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61818[16:MRR:76.1,61817.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61823[16:MRR:61811.0,61816.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61828[16:MRR:61818.0,61823.0] || -> . % 3.61/3.82 61829[16:Spt:61828.0,61810.0,61813.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61830[16:Spt:61828.0,61810.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61831[16:MRR:72.0,61830.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61832[16:MRR:61812.1,61831.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61834[16:MRR:188.1,61832.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61835[16:MRR:61811.0,61834.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61839[16:MRR:81.0,81.1,61835.0,61830.0] || -> . % 3.61/3.82 61840[15:Spt:61839.0,61803.0,61804.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 61841[15:Spt:61839.0,61803.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 61842[15:MRR:75.0,61841.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61843[15:MRR:61760.2,61842.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 61844[15:MRR:90.1,61841.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61845[15:MRR:61761.2,61844.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.82 61848[15:MRR:80.0,61841.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 61849[15:MRR:61762.2,61848.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.82 61850[16:Spt:61843.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61851[16:MRR:184.1,61850.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61852[16:MRR:188.1,61850.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61854[16:MRR:61849.0,61851.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 61856[16:MRR:137.1,61854.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 61859[16:MRR:61845.0,61852.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61863[16:MRR:61856.0,61859.0] || -> . % 3.61/3.82 61864[16:Spt:61863.0,61843.0,61850.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61865[16:Spt:61863.0,61843.1] || -> pigeon_2_in_hole_5*. % 3.61/3.82 61866[16:MRR:128.1,61865.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 61867[16:MRR:61849.1,61866.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 61868[16:MRR:193.1,61867.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61870[16:MRR:61845.0,61868.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 61873[16:MRR:132.0,132.1,61870.0,61865.0] || -> . % 3.61/3.82 61874[13:Spt:61873.0,61752.0,61753.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 61875[13:Spt:61873.0,61752.1] || -> pigeon_5_in_hole_5*. % 3.61/3.82 61876[13:MRR:135.0,61875.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 61877[13:MRR:144.1,61875.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 61878[13:MRR:130.0,61875.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 61880[13:MRR:143.1,61875.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 61881[13:MRR:61494.2,61880.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 61882[13:MRR:61493.2,61878.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 61883[13:MRR:61492.2,61877.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 61884[13:MRR:61495.2,61876.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.82 61885[14:Spt:61881.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 61886[14:MRR:202.1,61885.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61888[14:MRR:187.0,61885.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61889[14:MRR:192.0,61885.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61890[14:MRR:61883.0,61886.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 61891[14:MRR:61882.0,61888.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 61892[14:MRR:61884.0,61889.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.82 61893[15:Spt:61890.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61895[15:MRR:160.0,61893.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 61897[15:MRR:165.0,61893.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 61898[15:MRR:61891.0,61895.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61900[15:MRR:72.1,61898.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 61904[15:MRR:61892.0,61897.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61909[15:MRR:61900.0,61904.0] || -> . % 3.61/3.82 61910[15:Spt:61909.0,61890.0,61893.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61911[15:Spt:61909.0,61890.1] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61912[15:MRR:76.0,61911.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61913[15:MRR:61891.1,61912.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61916[15:MRR:156.1,61913.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 61917[15:MRR:61892.0,61916.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61921[15:MRR:81.0,81.1,61911.0,61917.0] || -> . % 3.61/3.82 61922[14:Spt:61921.0,61881.0,61885.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 61923[14:Spt:61921.0,61881.1,61881.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 61924[15:Spt:61923.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 61925[15:MRR:174.1,61924.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 61926[15:MRR:159.0,61924.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 61928[15:MRR:164.0,61924.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 61929[15:MRR:61883.1,61925.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 61930[15:MRR:61882.1,61926.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 61931[15:MRR:61884.1,61928.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.82 61932[16:Spt:61929.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61933[16:MRR:188.0,61932.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61934[16:MRR:193.0,61932.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61936[16:MRR:61930.0,61933.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 61940[16:MRR:72.1,61936.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 61942[16:MRR:61931.0,61934.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61947[16:MRR:61940.0,61942.0] || -> . % 3.61/3.82 61948[16:Spt:61947.0,61929.0,61932.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61949[16:Spt:61947.0,61929.1] || -> pigeon_7_in_hole_3*. % 3.61/3.82 61950[16:MRR:76.0,61949.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 61951[16:MRR:61930.1,61950.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61953[16:MRR:184.1,61951.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61954[16:MRR:61931.0,61953.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 61955[16:MRR:81.0,81.1,61949.0,61954.0] || -> . % 3.61/3.82 61959[15:Spt:61955.0,61923.0,61924.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 61960[15:Spt:61955.0,61923.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 61961[15:MRR:75.0,61960.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 61962[15:MRR:61882.2,61961.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 61963[15:MRR:80.0,61960.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 61964[15:MRR:61884.2,61963.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.82 61965[15:MRR:90.1,61960.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 61966[15:MRR:61883.2,61965.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 61969[16:Spt:61962.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 61970[16:MRR:188.1,61969.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 61971[16:MRR:184.1,61969.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61973[16:MRR:61966.0,61970.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 61974[16:MRR:165.0,61973.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 61977[16:MRR:61964.0,61971.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61980[16:MRR:61974.0,61977.0] || -> . % 3.61/3.82 61981[16:Spt:61980.0,61962.0,61969.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 61982[16:Spt:61980.0,61962.1] || -> pigeon_2_in_hole_6*. % 3.61/3.82 61983[16:MRR:160.1,61982.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 61984[16:MRR:61966.1,61983.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 61986[16:MRR:193.0,61984.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 61987[16:MRR:61964.0,61986.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 61989[16:MRR:156.0,156.1,61987.0,61982.0] || -> . % 3.61/3.82 61990[10:Spt:61989.0,61477.4,61483.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 61991[10:Spt:61989.0,61477.0,61477.1,61477.2,61477.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.61/3.82 61992[11:Spt:61991.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 61993[11:MRR:177.1,61992.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 61994[11:MRR:182.1,61992.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 61995[11:MRR:178.1,61992.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 61996[11:MRR:181.1,61992.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 61997[11:MRR:180.1,61992.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 61998[11:MRR:61478.0,61993.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 61999[11:MRR:61479.0,61994.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62000[11:MRR:61481.0,61995.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62001[11:MRR:61482.0,61996.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62002[11:MRR:61480.0,61997.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62003[12:Spt:61998.2] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62004[12:MRR:75.1,62003.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62005[12:MRR:76.1,62003.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 62006[12:MRR:72.1,62003.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62009[12:MRR:74.1,62003.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62010[12:MRR:62001.2,62004.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 62011[12:MRR:61999.2,62005.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 62012[12:MRR:62000.2,62006.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 62013[12:MRR:62002.2,62009.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 62014[13:Spt:62010.2] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62015[13:MRR:31.0,62014.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 62016[13:MRR:34.1,62014.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 62020[13:MRR:24.0,62014.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 62021[13:MRR:62013.2,62015.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 62022[13:MRR:62011.2,62016.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 62023[13:MRR:62012.2,62020.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 62024[14:Spt:62021.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 62025[14:MRR:163.0,62024.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 62027[14:MRR:172.1,62024.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62030[14:MRR:62023.0,62025.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62034[14:MRR:137.1,62030.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62036[14:MRR:62022.0,62027.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 62041[14:MRR:62034.0,62036.0] || -> . % 3.61/3.82 62042[14:Spt:62041.0,62021.0,62024.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62043[14:Spt:62041.0,62021.1] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62044[14:MRR:135.0,62043.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62045[14:MRR:62023.1,62044.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 62046[14:MRR:165.1,62045.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62050[14:MRR:62022.0,62046.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 62054[14:MRR:144.0,144.1,62050.0,62043.0] || -> . % 3.61/3.82 62055[13:Spt:62054.0,62010.2,62014.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 62056[13:Spt:62054.0,62010.0,62010.1] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 62057[14:Spt:62056.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 62058[14:MRR:171.0,62057.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 62059[14:MRR:164.0,62057.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 62061[14:MRR:174.1,62057.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 62063[14:MRR:62013.0,62058.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 62064[14:MRR:62012.0,62059.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 62065[14:MRR:62011.0,62061.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 62066[15:Spt:62063.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62067[15:MRR:135.0,62066.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62068[15:MRR:144.1,62066.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62072[15:MRR:62064.0,62067.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62074[15:MRR:25.1,62072.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62078[15:MRR:62065.0,62068.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62083[15:MRR:62074.0,62078.0] || -> . % 3.61/3.82 62084[15:Spt:62083.0,62063.0,62066.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62085[15:Spt:62083.0,62063.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62086[15:MRR:23.0,62085.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62087[15:MRR:62064.1,62086.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62089[15:MRR:137.1,62087.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62092[15:MRR:62065.0,62089.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62096[15:MRR:32.0,32.1,62092.0,62085.0] || -> . % 3.61/3.82 62097[14:Spt:62096.0,62056.0,62057.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 62098[14:Spt:62096.0,62056.1] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62099[14:MRR:143.0,62098.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62100[14:MRR:62013.1,62099.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 62101[14:MRR:136.0,62098.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62102[14:MRR:62012.1,62101.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.82 62103[14:MRR:146.1,62098.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62104[14:MRR:62011.1,62103.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 62107[15:Spt:62100.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 62109[15:MRR:172.1,62107.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62111[15:MRR:163.0,62107.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 62112[15:MRR:62104.0,62109.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62113[15:MRR:25.0,62112.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62118[15:MRR:62102.0,62111.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62123[15:MRR:62113.0,62118.0] || -> . % 3.61/3.82 62124[15:Spt:62123.0,62100.0,62107.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62125[15:Spt:62123.0,62100.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62126[15:MRR:32.1,62125.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62127[15:MRR:62104.1,62126.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 62129[15:MRR:165.0,62127.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 62131[15:MRR:62102.0,62129.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62135[15:MRR:23.0,23.1,62125.0,62131.0] || -> . % 3.61/3.82 62136[12:Spt:62135.0,61998.2,62003.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 62137[12:Spt:62135.0,61998.0,61998.1,61998.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 62138[13:Spt:62137.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 62139[13:MRR:158.1,62138.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 62140[13:MRR:160.1,62138.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 62141[13:MRR:156.1,62138.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 62143[13:MRR:159.1,62138.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 62144[13:MRR:62002.0,62139.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62145[13:MRR:61999.0,62140.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62146[13:MRR:62000.0,62141.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62147[13:MRR:62001.0,62143.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62148[14:Spt:62144.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62149[14:MRR:143.1,62148.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 62152[14:MRR:144.1,62148.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 62153[14:MRR:135.0,62148.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62154[14:MRR:62147.0,62149.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62155[14:MRR:62145.0,62152.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62156[14:MRR:62146.0,62153.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62157[15:Spt:62154.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62158[15:MRR:80.0,62157.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62159[15:MRR:90.1,62157.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62163[15:MRR:62156.0,62158.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62164[15:MRR:25.1,62163.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62170[15:MRR:62155.0,62159.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62176[15:MRR:62164.0,62170.0] || -> . % 3.61/3.82 62177[15:Spt:62176.0,62154.0,62157.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62178[15:Spt:62176.0,62154.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62179[15:MRR:24.0,62178.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62180[15:MRR:62156.1,62179.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62181[15:MRR:81.1,62180.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62185[15:MRR:62155.0,62181.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62186[15:MRR:34.0,34.1,62185.0,62178.0] || -> . % 3.61/3.82 62191[14:Spt:62186.0,62144.0,62148.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62192[14:Spt:62186.0,62144.1,62144.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62193[15:Spt:62192.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62194[15:MRR:87.1,62193.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62195[15:MRR:79.0,62193.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62196[15:MRR:88.1,62193.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 62199[15:MRR:62147.1,62194.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 62200[15:MRR:62146.1,62195.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 62201[15:MRR:62145.1,62196.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 62202[16:Spt:62199.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62203[16:MRR:136.0,62202.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62204[16:MRR:146.1,62202.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62207[16:MRR:62200.0,62203.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62213[16:MRR:25.1,62207.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62214[16:MRR:62201.0,62204.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62220[16:MRR:62213.0,62214.0] || -> . % 3.61/3.82 62221[16:Spt:62220.0,62199.0,62202.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62222[16:Spt:62220.0,62199.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62223[16:MRR:24.0,62222.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62224[16:MRR:62200.1,62223.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62227[16:MRR:137.1,62224.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62228[16:MRR:62201.0,62227.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62233[16:MRR:34.0,34.1,62228.0,62222.0] || -> . % 3.61/3.82 62234[15:Spt:62233.0,62192.0,62193.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62235[15:Spt:62233.0,62192.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62236[15:MRR:23.0,62235.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 62237[15:MRR:62146.2,62236.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62238[15:MRR:32.1,62235.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62239[15:MRR:62145.2,62238.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 62240[15:MRR:31.1,62235.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62241[15:MRR:62147.2,62240.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62245[16:Spt:62237.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62246[16:MRR:136.1,62245.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62247[16:MRR:137.1,62245.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62250[16:MRR:62241.0,62246.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62253[16:MRR:90.1,62250.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62255[16:MRR:62239.0,62247.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62259[16:MRR:62253.0,62255.0] || -> . % 3.61/3.82 62260[16:Spt:62259.0,62237.0,62245.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62261[16:Spt:62259.0,62237.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62262[16:MRR:80.1,62261.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62263[16:MRR:62241.1,62262.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62266[16:MRR:146.1,62263.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62267[16:MRR:62239.0,62266.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62270[16:MRR:81.0,81.1,62267.0,62261.0] || -> . % 3.61/3.82 62271[13:Spt:62270.0,62137.0,62138.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 62272[13:Spt:62270.0,62137.1,62137.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 62273[14:Spt:62272.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 62274[14:MRR:128.1,62273.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62275[14:MRR:131.1,62273.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 62276[14:MRR:132.1,62273.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 62278[14:MRR:130.1,62273.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62279[14:MRR:62000.1,62274.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62280[14:MRR:62001.1,62275.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62281[14:MRR:61999.1,62276.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62282[14:MRR:62002.1,62278.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62283[15:Spt:62279.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 62284[15:MRR:163.1,62283.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 62285[15:MRR:165.1,62283.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 62287[15:MRR:164.1,62283.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 62288[15:MRR:62282.0,62284.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62289[15:MRR:62281.0,62285.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62290[15:MRR:62280.0,62287.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62291[16:Spt:62288.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62294[16:MRR:88.1,62291.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62296[16:MRR:87.1,62291.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62297[16:MRR:62289.0,62294.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62303[16:MRR:34.0,62297.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62304[16:MRR:62290.0,62296.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62310[16:MRR:62303.0,62304.0] || -> . % 3.61/3.82 62311[16:Spt:62310.0,62288.0,62291.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62312[16:Spt:62310.0,62288.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62313[16:MRR:32.1,62312.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62314[16:MRR:62289.1,62313.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62317[16:MRR:90.0,62314.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62319[16:MRR:62290.0,62317.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62323[16:MRR:31.0,31.1,62319.0,62312.0] || -> . % 3.61/3.82 62325[15:Spt:62323.0,62279.0,62283.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 62326[15:Spt:62323.0,62279.1,62279.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62327[16:Spt:62326.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62328[16:MRR:79.1,62327.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62329[16:MRR:81.1,62327.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 62332[16:MRR:80.1,62327.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62333[16:MRR:62282.1,62328.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 62334[16:MRR:62281.1,62329.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 62335[16:MRR:62280.1,62332.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 62336[17:Spt:62333.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 62338[17:MRR:172.1,62336.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62339[17:MRR:171.1,62336.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62340[17:MRR:62334.0,62338.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62342[17:MRR:34.0,62340.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62347[17:MRR:62335.0,62339.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62353[17:MRR:62342.0,62347.0] || -> . % 3.61/3.82 62354[17:Spt:62353.0,62333.0,62336.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62355[17:Spt:62353.0,62333.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62356[17:MRR:32.1,62355.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 62357[17:MRR:62334.1,62356.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 62359[17:MRR:174.0,62357.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62360[17:MRR:62335.0,62359.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62362[17:MRR:31.0,31.1,62360.0,62355.0] || -> . % 3.61/3.82 62366[16:Spt:62362.0,62326.0,62327.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62367[16:Spt:62362.0,62326.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62368[16:MRR:25.1,62367.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 62369[16:MRR:62281.2,62368.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 62370[16:MRR:24.1,62367.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62371[16:MRR:62280.2,62370.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 62372[16:MRR:23.1,62367.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 62373[16:MRR:62282.2,62372.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 62377[17:Spt:62369.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 62378[17:MRR:172.0,62377.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62379[17:MRR:174.0,62377.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62381[17:MRR:62373.0,62378.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62382[17:MRR:87.1,62381.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62386[17:MRR:62371.0,62379.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62390[17:MRR:62382.0,62386.0] || -> . % 3.61/3.82 62391[17:Spt:62390.0,62369.0,62377.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62392[17:Spt:62390.0,62369.1] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62393[17:MRR:88.0,62392.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62394[17:MRR:62373.1,62393.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 62395[17:MRR:171.1,62394.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62397[17:MRR:62371.0,62395.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62400[17:MRR:90.0,90.1,62392.0,62397.0] || -> . % 3.61/3.82 62401[14:Spt:62400.0,62272.0,62273.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 62402[14:Spt:62400.0,62272.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62403[14:MRR:20.1,62402.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 62404[14:MRR:19.1,62402.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 62405[14:MRR:18.1,62402.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 62408[14:MRR:16.1,62402.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 62409[14:MRR:62000.3,62408.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62410[14:MRR:62001.3,62404.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62411[14:MRR:61999.3,62403.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 62412[14:MRR:62002.3,62405.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 62413[15:Spt:62409.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 62414[15:MRR:164.1,62413.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 62416[15:MRR:165.1,62413.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 62417[15:MRR:163.1,62413.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 62418[15:MRR:62410.0,62414.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62419[15:MRR:62411.0,62416.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.82 62420[15:MRR:62412.0,62417.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 62421[16:Spt:62418.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62423[16:MRR:146.1,62421.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 62425[16:MRR:143.0,62421.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62426[16:MRR:62419.0,62423.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62427[16:MRR:88.0,62426.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62432[16:MRR:62420.0,62425.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62437[16:MRR:62427.0,62432.0] || -> . % 3.61/3.82 62438[16:Spt:62437.0,62418.0,62421.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62439[16:Spt:62437.0,62418.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62440[16:MRR:90.1,62439.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62441[16:MRR:62419.1,62440.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 62444[16:MRR:144.0,62441.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62445[16:MRR:62420.0,62444.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62447[16:MRR:87.0,87.1,62439.0,62445.0] || -> . % 3.61/3.82 62450[15:Spt:62447.0,62409.0,62413.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 62451[15:Spt:62447.0,62409.1,62409.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62452[16:Spt:62451.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62453[16:MRR:136.1,62452.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 62454[16:MRR:137.1,62452.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 62456[16:MRR:135.1,62452.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62457[16:MRR:62410.1,62453.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 62458[16:MRR:62411.1,62454.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 62459[16:MRR:62412.1,62456.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 62460[17:Spt:62457.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 62461[17:MRR:174.1,62460.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62462[17:MRR:171.0,62460.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62464[17:MRR:62458.0,62461.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62469[17:MRR:88.0,62464.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62470[17:MRR:62459.0,62462.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62475[17:MRR:62469.0,62470.0] || -> . % 3.61/3.82 62476[17:Spt:62475.0,62457.0,62460.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62477[17:Spt:62475.0,62457.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62478[17:MRR:90.1,62477.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 62479[17:MRR:62458.1,62478.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 62481[17:MRR:172.0,62479.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62482[17:MRR:62459.0,62481.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62485[17:MRR:87.0,87.1,62477.0,62482.0] || -> . % 3.61/3.82 62487[16:Spt:62485.0,62451.0,62452.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62488[16:Spt:62485.0,62451.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62489[16:MRR:81.1,62488.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 62490[16:MRR:62411.2,62489.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 62491[16:MRR:79.1,62488.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62492[16:MRR:62412.2,62491.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 62493[16:MRR:80.1,62488.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62494[16:MRR:62410.2,62493.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 62497[17:Spt:62490.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 62498[17:MRR:174.0,62497.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 62499[17:MRR:172.0,62497.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62501[17:MRR:62494.0,62498.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62502[17:MRR:143.0,62501.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62505[17:MRR:62492.0,62499.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62508[17:MRR:62502.0,62505.0] || -> . % 3.61/3.82 62509[17:Spt:62508.0,62490.0,62497.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 62510[17:Spt:62508.0,62490.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 62511[17:MRR:146.0,62510.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62512[17:MRR:62494.1,62511.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 62514[17:MRR:171.0,62512.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 62515[17:MRR:62492.0,62514.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62517[17:MRR:144.0,144.1,62510.0,62515.0] || -> . % 3.61/3.82 62518[11:Spt:62517.0,61991.0,61992.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.82 62519[11:Spt:62517.0,61991.1,61991.2,61991.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.61/3.82 62520[12:Spt:62519.0] || -> pigeon_1_in_hole_6*. % 3.61/3.82 62521[12:MRR:154.1,62520.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 62522[12:MRR:153.1,62520.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 62523[12:MRR:152.1,62520.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 62524[12:MRR:150.1,62520.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 62525[12:MRR:149.1,62520.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 62526[12:MRR:61479.1,62521.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 62527[12:MRR:61482.1,62522.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62528[12:MRR:61480.1,62523.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62529[12:MRR:61481.1,62524.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62530[12:MRR:61478.1,62525.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 62531[13:Spt:62526.2] || -> pigeon_7_in_hole_3*. % 3.61/3.82 62532[13:MRR:81.0,62531.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62533[13:MRR:90.0,62531.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62534[13:MRR:88.0,62531.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62537[13:MRR:76.0,62531.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 62538[13:MRR:62529.2,62532.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 62539[13:MRR:62527.2,62533.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 62540[13:MRR:62528.2,62534.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 62541[13:MRR:62530.2,62537.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 62542[14:Spt:62538.2] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62544[14:MRR:24.1,62542.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 62545[14:MRR:23.1,62542.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 62548[14:MRR:16.0,62542.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 62549[14:MRR:62539.2,62544.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.82 62550[14:MRR:62540.2,62545.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.82 62551[14:MRR:62541.2,62548.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 62552[15:Spt:62549.1] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62555[15:MRR:143.0,62552.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62557[15:MRR:131.0,62552.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62558[15:MRR:62550.1,62555.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 62559[15:MRR:186.0,62558.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62563[15:MRR:62551.1,62557.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 62567[15:MRR:62559.0,62563.0] || -> . % 3.61/3.82 62568[15:Spt:62567.0,62549.1,62552.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62569[15:Spt:62567.0,62549.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 62570[15:MRR:199.0,62569.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62571[15:MRR:62550.0,62570.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62575[15:MRR:130.0,62571.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62576[15:MRR:62551.1,62575.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 62577[15:MRR:187.0,187.1,62569.0,62576.0] || -> . % 3.61/3.82 62580[14:Spt:62577.0,62538.2,62542.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 62581[14:Spt:62577.0,62538.0,62538.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.82 62582[15:Spt:62581.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 62583[15:MRR:191.1,62582.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 62584[15:MRR:184.0,62582.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 62586[15:MRR:192.1,62582.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 62587[15:MRR:62540.0,62583.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 62588[15:MRR:62541.0,62584.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 62589[15:MRR:62539.0,62586.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 62590[16:Spt:62587.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62591[16:MRR:143.1,62590.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62592[16:MRR:130.0,62590.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62596[16:MRR:62589.0,62591.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62598[16:MRR:19.0,62596.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62602[16:MRR:62588.0,62592.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62607[16:MRR:62598.0,62602.0] || -> . % 3.61/3.82 62608[16:Spt:62607.0,62587.0,62590.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62609[16:Spt:62607.0,62587.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62610[16:MRR:31.1,62609.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62611[16:MRR:62589.1,62610.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62612[16:MRR:131.0,62611.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62616[16:MRR:62588.0,62612.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62619[16:MRR:18.0,18.1,62609.0,62616.0] || -> . % 3.61/3.82 62621[15:Spt:62619.0,62581.0,62582.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 62622[15:Spt:62619.0,62581.1] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62623[15:MRR:135.1,62622.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62624[15:MRR:62540.1,62623.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 62625[15:MRR:136.1,62622.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62626[15:MRR:62539.1,62625.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.61/3.82 62627[15:MRR:128.0,62622.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62628[15:MRR:62541.1,62627.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 62631[16:Spt:62624.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 62632[16:MRR:199.1,62631.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 62634[16:MRR:186.0,62631.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62635[16:MRR:62626.0,62632.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62639[16:MRR:19.0,62635.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62641[16:MRR:62628.0,62634.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62646[16:MRR:62639.0,62641.0] || -> . % 3.61/3.82 62647[16:Spt:62646.0,62624.0,62631.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62648[16:Spt:62646.0,62624.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62649[16:MRR:31.1,62648.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62650[16:MRR:62626.1,62649.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 62651[16:MRR:187.0,62650.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62653[16:MRR:62628.0,62651.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62655[16:MRR:18.0,18.1,62648.0,62653.0] || -> . % 3.61/3.82 62658[13:Spt:62655.0,62526.2,62531.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 62659[13:Spt:62655.0,62526.0,62526.1,62526.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 62660[14:Spt:62659.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 62661[14:MRR:200.0,62660.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 62662[14:MRR:202.0,62660.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 62663[14:MRR:188.0,62660.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 62664[14:MRR:193.0,62660.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 62665[14:MRR:62528.0,62661.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62666[14:MRR:62527.0,62662.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62667[14:MRR:62530.0,62663.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 62668[14:MRR:62529.0,62664.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62669[15:Spt:62665.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 62670[15:MRR:135.0,62669.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62673[15:MRR:130.0,62669.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 62674[15:MRR:143.1,62669.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 62675[15:MRR:62668.0,62670.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62676[15:MRR:62667.0,62673.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 62677[15:MRR:62666.0,62674.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62678[16:Spt:62675.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62680[16:MRR:80.1,62678.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 62683[16:MRR:72.0,62678.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62684[16:MRR:62677.0,62680.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62687[16:MRR:19.0,62684.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62691[16:MRR:62676.0,62683.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62697[16:MRR:62687.0,62691.0] || -> . % 3.61/3.82 62698[16:Spt:62697.0,62675.0,62678.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62699[16:Spt:62697.0,62675.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62700[16:MRR:24.1,62699.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62701[16:MRR:62677.1,62700.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62705[16:MRR:75.0,62701.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62706[16:MRR:62676.0,62705.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62707[16:MRR:16.0,16.1,62699.0,62706.0] || -> . % 3.61/3.82 62712[15:Spt:62707.0,62665.0,62669.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62713[15:Spt:62707.0,62665.1,62665.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62714[16:Spt:62713.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62715[16:MRR:79.0,62714.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62716[16:MRR:87.1,62714.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62719[16:MRR:74.0,62714.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 62720[16:MRR:62668.1,62715.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 62721[16:MRR:62666.1,62716.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 62722[16:MRR:62667.1,62719.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 62723[17:Spt:62720.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62724[17:MRR:136.1,62723.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62725[17:MRR:128.0,62723.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62728[17:MRR:62721.0,62724.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62732[17:MRR:19.0,62728.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62735[17:MRR:62722.0,62725.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62741[17:MRR:62732.0,62735.0] || -> . % 3.61/3.82 62742[17:Spt:62741.0,62720.0,62723.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62743[17:Spt:62741.0,62720.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62744[17:MRR:24.1,62743.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 62745[17:MRR:62721.1,62744.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62748[17:MRR:131.0,62745.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62749[17:MRR:62722.0,62748.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62754[17:MRR:16.0,16.1,62743.0,62749.0] || -> . % 3.61/3.82 62755[16:Spt:62754.0,62713.0,62714.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62756[16:Spt:62754.0,62713.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62757[16:MRR:31.1,62756.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 62758[16:MRR:62666.2,62757.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62759[16:MRR:18.0,62756.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62760[16:MRR:62667.2,62759.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 62761[16:MRR:23.0,62756.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62762[16:MRR:62668.2,62761.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62766[17:Spt:62758.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62767[17:MRR:136.0,62766.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62768[17:MRR:131.0,62766.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62771[17:MRR:62762.0,62767.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62772[17:MRR:72.0,62771.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62776[17:MRR:62760.0,62768.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62780[17:MRR:62772.0,62776.0] || -> . % 3.61/3.82 62781[17:Spt:62780.0,62758.0,62766.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 62782[17:Spt:62780.0,62758.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62783[17:MRR:80.0,62782.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62784[17:MRR:62762.1,62783.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62787[17:MRR:128.0,62784.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62788[17:MRR:62760.0,62787.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62791[17:MRR:75.0,75.1,62782.0,62788.0] || -> . % 3.61/3.82 62792[14:Spt:62791.0,62659.0,62660.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 62793[14:Spt:62791.0,62659.1,62659.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 62794[15:Spt:62793.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 62795[15:MRR:146.0,62794.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 62796[15:MRR:137.0,62794.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62797[15:MRR:132.0,62794.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 62799[15:MRR:144.0,62794.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62800[15:MRR:62527.1,62795.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62801[15:MRR:62529.1,62796.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62802[15:MRR:62530.1,62797.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 62803[15:MRR:62528.1,62799.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62804[16:Spt:62800.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 62805[16:MRR:199.0,62804.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 62806[16:MRR:187.0,62804.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 62807[16:MRR:192.0,62804.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 62808[16:MRR:62803.0,62805.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 62809[16:MRR:62802.0,62806.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 62810[16:MRR:62801.0,62807.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 62811[17:Spt:62808.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62812[17:MRR:74.0,62811.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62816[17:MRR:79.0,62811.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62817[17:MRR:62809.0,62812.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62823[17:MRR:16.1,62817.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62824[17:MRR:62810.0,62816.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62830[17:MRR:62823.0,62824.0] || -> . % 3.61/3.82 62831[17:Spt:62830.0,62808.0,62811.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62832[17:Spt:62830.0,62808.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62833[17:MRR:18.0,62832.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62834[17:MRR:62809.1,62833.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62835[17:MRR:72.1,62834.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62839[17:MRR:62810.0,62835.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62843[17:MRR:23.0,23.1,62832.0,62839.0] || -> . % 3.61/3.82 62845[16:Spt:62843.0,62800.0,62804.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 62846[16:Spt:62843.0,62800.1,62800.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 62847[17:Spt:62846.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 62848[17:MRR:87.0,62847.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 62849[17:MRR:75.0,62847.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 62852[17:MRR:80.0,62847.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 62853[17:MRR:62803.1,62848.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 62854[17:MRR:62802.1,62849.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 62855[17:MRR:62801.1,62852.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.82 62856[18:Spt:62853.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 62857[18:MRR:186.0,62856.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62858[18:MRR:191.0,62856.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 62859[18:MRR:62854.0,62857.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 62861[18:MRR:16.1,62859.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62866[18:MRR:62855.0,62858.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62872[18:MRR:62861.0,62866.0] || -> . % 3.61/3.82 62873[18:Spt:62872.0,62853.0,62856.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62874[18:Spt:62872.0,62853.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 62875[18:MRR:18.0,62874.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 62876[18:MRR:62854.1,62875.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 62877[18:MRR:184.1,62876.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 62878[18:MRR:62855.0,62877.0] || -> pigeon_3_in_hole_1*. % 3.61/3.82 62880[18:MRR:23.0,23.1,62874.0,62878.0] || -> . % 3.61/3.82 62884[17:Spt:62880.0,62846.0,62847.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 62885[17:Spt:62880.0,62846.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 62886[17:MRR:19.0,62885.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 62887[17:MRR:62802.2,62886.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 62888[17:MRR:24.0,62885.0] || pigeon_3_in_hole_1* -> . % 3.61/3.82 62889[17:MRR:62801.2,62888.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.82 62890[17:MRR:31.0,62885.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 62891[17:MRR:62803.2,62890.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.82 62895[18:Spt:62887.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 62896[18:MRR:186.1,62895.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62897[18:MRR:184.1,62895.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 62898[18:MRR:62891.0,62896.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62899[18:MRR:79.0,62898.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 62903[18:MRR:62889.0,62897.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62907[18:MRR:62899.0,62903.0] || -> . % 3.61/3.82 62908[18:Spt:62907.0,62887.0,62895.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62909[18:Spt:62907.0,62887.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62910[18:MRR:74.1,62909.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62911[18:MRR:62891.1,62910.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 62912[18:MRR:191.0,62911.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 62913[18:MRR:62889.0,62912.0] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62916[18:MRR:72.0,72.1,62913.0,62909.0] || -> . % 3.61/3.82 62917[15:Spt:62916.0,62793.0,62794.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 62918[15:Spt:62916.0,62793.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 62919[15:MRR:20.0,62918.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 62920[15:MRR:25.0,62918.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 62921[15:MRR:32.0,62918.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 62924[15:MRR:34.0,62918.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 62925[15:MRR:62527.3,62924.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62926[15:MRR:62529.3,62920.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62927[15:MRR:62530.3,62919.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 62928[15:MRR:62528.3,62921.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 62929[16:Spt:62925.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 62930[16:MRR:192.0,62929.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 62931[16:MRR:187.0,62929.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 62932[16:MRR:199.0,62929.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 62933[16:MRR:62926.0,62930.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 62934[16:MRR:62927.0,62931.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 62935[16:MRR:62928.0,62932.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 62936[17:Spt:62933.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 62938[17:MRR:128.0,62936.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 62940[17:MRR:135.1,62936.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62941[17:MRR:62934.0,62938.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62942[17:MRR:74.1,62941.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62947[17:MRR:62935.0,62940.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62952[17:MRR:62942.0,62947.0] || -> . % 3.61/3.82 62953[17:Spt:62952.0,62933.0,62936.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 62954[17:Spt:62952.0,62933.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62955[17:MRR:72.0,62954.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62956[17:MRR:62934.1,62955.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 62959[17:MRR:130.1,62956.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 62960[17:MRR:62935.0,62959.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62962[17:MRR:79.0,79.1,62960.0,62954.0] || -> . % 3.61/3.82 62965[16:Spt:62962.0,62925.0,62929.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 62966[16:Spt:62962.0,62925.1,62925.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 62967[17:Spt:62966.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 62968[17:MRR:136.0,62967.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 62969[17:MRR:131.0,62967.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 62971[17:MRR:143.0,62967.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 62972[17:MRR:62926.1,62968.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.82 62973[17:MRR:62927.1,62969.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 62974[17:MRR:62928.1,62971.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.82 62975[18:Spt:62972.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 62976[18:MRR:184.0,62975.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 62977[18:MRR:191.1,62975.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62978[18:MRR:62973.0,62976.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 62983[18:MRR:74.1,62978.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 62984[18:MRR:62974.0,62977.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62989[18:MRR:62983.0,62984.0] || -> . % 3.61/3.82 62990[18:Spt:62989.0,62972.0,62975.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 62991[18:Spt:62989.0,62972.1] || -> pigeon_3_in_hole_3*. % 3.61/3.82 62992[18:MRR:72.0,62991.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 62993[18:MRR:62973.1,62992.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 62994[18:MRR:186.1,62993.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 62995[18:MRR:62974.0,62994.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 62998[18:MRR:79.0,79.1,62995.0,62991.0] || -> . % 3.61/3.82 63000[17:Spt:62998.0,62966.0,62967.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 63001[17:Spt:62998.0,62966.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 63002[17:MRR:75.0,63001.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63003[17:MRR:62927.2,63002.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 63004[17:MRR:87.0,63001.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63005[17:MRR:62928.2,63004.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.82 63006[17:MRR:80.0,63001.0] || pigeon_3_in_hole_3* -> . % 3.61/3.82 63007[17:MRR:62926.2,63006.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.82 63010[18:Spt:63003.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63011[18:MRR:184.1,63010.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 63012[18:MRR:186.1,63010.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63013[18:MRR:63007.0,63011.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 63014[18:MRR:135.1,63013.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63017[18:MRR:63005.0,63012.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63020[18:MRR:63014.0,63017.0] || -> . % 3.61/3.82 63021[18:Spt:63020.0,63003.0,63010.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63022[18:Spt:63020.0,63003.1] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63023[18:MRR:128.1,63022.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 63024[18:MRR:63007.1,63023.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 63025[18:MRR:191.1,63024.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63026[18:MRR:63005.0,63025.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63028[18:MRR:130.0,130.1,63026.0,63022.0] || -> . % 3.61/3.82 63029[12:Spt:63028.0,62519.0,62520.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.82 63030[12:Spt:63028.0,62519.1,62519.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.61/3.82 63031[13:Spt:63030.0] || -> pigeon_1_in_hole_5*. % 3.61/3.82 63032[13:MRR:122.1,63031.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 63033[13:MRR:124.1,63031.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 63034[13:MRR:121.1,63031.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 63035[13:MRR:125.1,63031.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 63036[13:MRR:126.1,63031.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 63037[13:MRR:61481.2,63032.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.61/3.82 63038[13:MRR:61480.2,63033.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 63039[13:MRR:61478.2,63034.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 63040[13:MRR:61482.2,63035.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 63041[13:MRR:61479.2,63036.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 63042[14:Spt:63037.2] || -> pigeon_3_in_hole_3*. % 3.61/3.82 63043[14:MRR:72.0,63042.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63044[14:MRR:79.1,63042.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63045[14:MRR:80.1,63042.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 63048[14:MRR:81.1,63042.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 63049[14:MRR:63039.2,63043.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 63050[14:MRR:63038.2,63044.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63051[14:MRR:63040.2,63045.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63052[14:MRR:63041.2,63048.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 63053[15:Spt:63049.2] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63054[15:MRR:20.1,63053.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63055[15:MRR:19.1,63053.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63056[15:MRR:18.1,63053.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 63060[15:MRR:63052.2,63054.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 63061[15:MRR:63051.2,63055.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.82 63062[15:MRR:63050.2,63056.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 63063[16:Spt:63060.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63066[16:MRR:202.0,63063.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63067[16:MRR:200.0,63063.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63068[16:MRR:63061.0,63066.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63070[16:MRR:171.0,63068.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63073[16:MRR:63062.0,63067.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63077[16:MRR:63070.0,63073.0] || -> . % 3.61/3.82 63078[16:Spt:63077.0,63060.0,63063.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63079[16:Spt:63077.0,63060.1] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63080[16:MRR:174.0,63079.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63081[16:MRR:63061.1,63080.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 63084[16:MRR:199.0,63081.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63085[16:MRR:63062.0,63084.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63088[16:MRR:172.0,172.1,63079.0,63085.0] || -> . % 3.61/3.82 63089[15:Spt:63088.0,63049.2,63053.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 63090[15:Spt:63088.0,63049.0,63049.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 63091[16:Spt:63090.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63092[16:MRR:188.1,63091.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63093[16:MRR:187.1,63091.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63095[16:MRR:186.1,63091.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63096[16:MRR:63052.0,63092.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 63097[16:MRR:63051.0,63093.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63098[16:MRR:63050.0,63095.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63099[17:Spt:63096.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63100[17:MRR:174.0,63099.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63101[17:MRR:172.0,63099.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63104[17:MRR:63097.0,63100.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63107[17:MRR:31.0,63104.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63110[17:MRR:63098.0,63101.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63115[17:MRR:63107.0,63110.0] || -> . % 3.61/3.82 63116[17:Spt:63115.0,63096.0,63099.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63117[17:Spt:63115.0,63096.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63118[17:MRR:34.0,63117.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63119[17:MRR:63097.1,63118.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63122[17:MRR:171.0,63119.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63123[17:MRR:63098.0,63122.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63127[17:MRR:32.0,32.1,63117.0,63123.0] || -> . % 3.61/3.82 63128[16:Spt:63127.0,63090.0,63091.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63129[16:Spt:63127.0,63090.1] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63130[16:MRR:160.1,63129.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63131[16:MRR:63052.1,63130.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 63132[16:MRR:159.1,63129.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63133[16:MRR:63051.1,63132.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.61/3.82 63134[16:MRR:158.1,63129.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63135[16:MRR:63050.1,63134.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 63137[17:Spt:63131.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63138[17:MRR:200.0,63137.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63139[17:MRR:202.0,63137.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63141[17:MRR:63135.0,63138.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63142[17:MRR:31.1,63141.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63147[17:MRR:63133.0,63139.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63152[17:MRR:63142.0,63147.0] || -> . % 3.61/3.82 63153[17:Spt:63152.0,63131.0,63137.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63154[17:Spt:63152.0,63131.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63155[17:MRR:32.0,63154.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63156[17:MRR:63135.1,63155.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63157[17:MRR:199.1,63156.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63159[17:MRR:63133.0,63157.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63163[17:MRR:34.0,34.1,63154.0,63159.0] || -> . % 3.61/3.82 63164[14:Spt:63163.0,63037.2,63042.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 63165[14:Spt:63163.0,63037.0,63037.1,63037.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.82 63166[15:Spt:63165.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 63167[15:MRR:193.1,63166.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63168[15:MRR:191.1,63166.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63169[15:MRR:192.1,63166.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63170[15:MRR:184.0,63166.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63171[15:MRR:63041.0,63167.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 63172[15:MRR:63038.0,63168.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 63173[15:MRR:63040.0,63169.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 63174[15:MRR:63039.0,63170.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 63175[16:Spt:63171.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63176[16:MRR:160.0,63175.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63178[16:MRR:172.0,63175.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63179[16:MRR:174.0,63175.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63180[16:MRR:63174.0,63176.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 63181[16:MRR:63172.0,63178.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 63182[16:MRR:63173.0,63179.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 63183[17:Spt:63180.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63184[17:MRR:75.1,63183.0] || pigeon_6_in_hole_3* -> . % 3.61/3.82 63185[17:MRR:74.1,63183.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63189[17:MRR:63182.0,63184.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63190[17:MRR:31.0,63189.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63196[17:MRR:63181.0,63185.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63202[17:MRR:63190.0,63196.0] || -> . % 3.61/3.82 63203[17:Spt:63202.0,63180.0,63183.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63204[17:Spt:63202.0,63180.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63205[17:MRR:19.1,63204.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63206[17:MRR:63182.1,63205.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 63207[17:MRR:87.0,63206.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63211[17:MRR:63181.0,63207.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63212[17:MRR:18.0,18.1,63211.0,63204.0] || -> . % 3.61/3.82 63217[16:Spt:63212.0,63171.0,63175.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63218[16:Spt:63212.0,63171.1,63171.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 63219[17:Spt:63218.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63220[17:MRR:76.0,63219.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63221[17:MRR:90.0,63219.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 63222[17:MRR:88.0,63219.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63225[17:MRR:63174.1,63220.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 63226[17:MRR:63173.1,63221.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63227[17:MRR:63172.1,63222.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63228[18:Spt:63225.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63229[18:MRR:159.1,63228.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63230[18:MRR:158.1,63228.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63232[18:MRR:63226.0,63229.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63238[18:MRR:31.0,63232.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63239[18:MRR:63227.0,63230.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63245[18:MRR:63238.0,63239.0] || -> . % 3.61/3.82 63246[18:Spt:63245.0,63225.0,63228.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63247[18:Spt:63245.0,63225.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63248[18:MRR:19.1,63247.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63249[18:MRR:63226.1,63248.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63251[18:MRR:171.0,63249.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63252[18:MRR:63227.0,63251.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63257[18:MRR:18.0,18.1,63252.0,63247.0] || -> . % 3.61/3.82 63258[17:Spt:63257.0,63218.0,63219.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 63259[17:Spt:63257.0,63218.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63260[17:MRR:34.0,63259.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63261[17:MRR:63173.2,63260.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 63262[17:MRR:32.0,63259.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63263[17:MRR:63172.2,63262.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 63264[17:MRR:20.0,63259.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63265[17:MRR:63174.2,63264.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 63269[18:Spt:63261.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63270[18:MRR:159.0,63269.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63271[18:MRR:171.0,63269.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63273[18:MRR:63265.0,63270.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63276[18:MRR:74.1,63273.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63278[18:MRR:63263.0,63271.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63282[18:MRR:63276.0,63278.0] || -> . % 3.61/3.82 63283[18:Spt:63282.0,63261.0,63269.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63284[18:Spt:63282.0,63261.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 63285[18:MRR:75.0,63284.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63286[18:MRR:63265.1,63285.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63288[18:MRR:158.1,63286.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63289[18:MRR:63263.0,63288.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63292[18:MRR:87.0,87.1,63284.0,63289.0] || -> . % 3.61/3.82 63293[15:Spt:63292.0,63165.0,63166.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 63294[15:Spt:63292.0,63165.1,63165.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.82 63295[16:Spt:63294.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 63296[16:MRR:164.1,63295.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63297[16:MRR:156.0,63295.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63298[16:MRR:163.1,63295.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63299[16:MRR:165.1,63295.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63300[16:MRR:63040.1,63296.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 63301[16:MRR:63039.1,63297.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 63302[16:MRR:63038.1,63298.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 63303[16:MRR:63041.1,63299.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 63304[17:Spt:63300.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 63305[17:MRR:202.1,63304.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63306[17:MRR:199.0,63304.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63307[17:MRR:187.0,63304.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63308[17:MRR:63303.0,63305.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.61/3.82 63309[17:MRR:63302.0,63306.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.61/3.82 63310[17:MRR:63301.0,63307.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.61/3.82 63311[18:Spt:63308.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63314[18:MRR:88.0,63311.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63316[18:MRR:76.0,63311.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63317[18:MRR:63309.0,63314.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63323[18:MRR:18.0,63317.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63324[18:MRR:63310.0,63316.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63330[18:MRR:63323.0,63324.0] || -> . % 3.61/3.82 63331[18:Spt:63330.0,63308.0,63311.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 63332[18:Spt:63330.0,63308.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63333[18:MRR:32.0,63332.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63334[18:MRR:63309.1,63333.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63337[18:MRR:74.0,63334.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63339[18:MRR:63310.0,63337.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63343[18:MRR:20.0,20.1,63332.0,63339.0] || -> . % 3.61/3.82 63345[17:Spt:63343.0,63300.0,63304.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63346[17:Spt:63343.0,63300.1,63300.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.61/3.82 63347[18:Spt:63346.0] || -> pigeon_6_in_hole_3*. % 3.61/3.82 63348[18:MRR:90.1,63347.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 63349[18:MRR:87.0,63347.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63352[18:MRR:75.0,63347.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63353[18:MRR:63303.1,63348.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 63354[18:MRR:63302.1,63349.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 63355[18:MRR:63301.1,63352.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 63356[19:Spt:63353.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63357[19:MRR:200.0,63356.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63358[19:MRR:188.0,63356.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63359[19:MRR:63354.0,63357.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63361[19:MRR:18.0,63359.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63366[19:MRR:63355.0,63358.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63372[19:MRR:63361.0,63366.0] || -> . % 3.61/3.82 63373[19:Spt:63372.0,63353.0,63356.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63374[19:Spt:63372.0,63353.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63375[19:MRR:32.0,63374.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63376[19:MRR:63354.1,63375.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63377[19:MRR:186.0,63376.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63378[19:MRR:63355.0,63377.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63380[19:MRR:20.0,20.1,63374.0,63378.0] || -> . % 3.61/3.82 63384[18:Spt:63380.0,63346.0,63347.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 63385[18:Spt:63380.0,63346.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63386[18:MRR:31.0,63385.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 63387[18:MRR:63302.2,63386.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.82 63388[18:MRR:19.0,63385.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63389[18:MRR:63301.2,63388.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 63390[18:MRR:34.1,63385.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63391[18:MRR:63303.2,63390.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 63395[19:Spt:63387.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63396[19:MRR:200.1,63395.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63397[19:MRR:186.0,63395.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63398[19:MRR:63391.0,63396.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63399[19:MRR:76.0,63398.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63403[19:MRR:63389.0,63397.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63407[19:MRR:63399.0,63403.0] || -> . % 3.61/3.82 63408[19:Spt:63407.0,63387.0,63395.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63409[19:Spt:63407.0,63387.1] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63410[19:MRR:88.1,63409.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 63411[19:MRR:63391.1,63410.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63412[19:MRR:188.0,63411.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63413[19:MRR:63389.0,63412.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63416[19:MRR:74.0,74.1,63409.0,63413.0] || -> . % 3.61/3.82 63417[16:Spt:63416.0,63294.0,63295.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 63418[16:Spt:63416.0,63294.1] || -> pigeon_3_in_hole_1*. % 3.61/3.82 63419[16:MRR:23.1,63418.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 63420[16:MRR:16.0,63418.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 63421[16:MRR:25.1,63418.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63424[16:MRR:24.1,63418.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63425[16:MRR:63040.3,63424.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 63426[16:MRR:63039.3,63420.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 63427[16:MRR:63038.3,63419.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 63428[16:MRR:63041.3,63421.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 63429[17:Spt:63425.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 63430[17:MRR:187.0,63429.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63431[17:MRR:199.0,63429.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63432[17:MRR:202.1,63429.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63433[17:MRR:63426.0,63430.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.82 63434[17:MRR:63427.0,63431.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.82 63435[17:MRR:63428.0,63432.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.82 63436[18:Spt:63433.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63438[18:MRR:158.1,63436.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63439[18:MRR:160.1,63436.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63440[18:MRR:63434.0,63438.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63441[18:MRR:88.1,63440.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 63446[18:MRR:63435.0,63439.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63451[18:MRR:63441.0,63446.0] || -> . % 3.61/3.82 63452[18:Spt:63451.0,63433.0,63436.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63453[18:Spt:63451.0,63433.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63454[18:MRR:74.1,63453.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63455[18:MRR:63434.1,63454.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63457[18:MRR:172.1,63455.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63458[18:MRR:63435.0,63457.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63460[18:MRR:76.0,76.1,63458.0,63453.0] || -> . % 3.61/3.82 63463[17:Spt:63460.0,63425.0,63429.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63464[17:Spt:63460.0,63425.1,63425.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.82 63465[18:Spt:63464.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63466[18:MRR:159.0,63465.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63467[18:MRR:171.0,63465.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63468[18:MRR:174.1,63465.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63469[18:MRR:63426.1,63466.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.82 63470[18:MRR:63427.1,63467.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.82 63471[18:MRR:63428.1,63468.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.82 63472[19:Spt:63469.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63473[19:MRR:186.1,63472.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63474[19:MRR:188.1,63472.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63475[19:MRR:63470.0,63473.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 63480[19:MRR:88.1,63475.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 63481[19:MRR:63471.0,63474.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63486[19:MRR:63480.0,63481.0] || -> . % 3.61/3.82 63487[19:Spt:63486.0,63469.0,63472.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63488[19:Spt:63486.0,63469.1] || -> pigeon_2_in_hole_3*. % 3.61/3.82 63489[19:MRR:74.1,63488.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 63490[19:MRR:63470.1,63489.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63491[19:MRR:200.1,63490.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63492[19:MRR:63471.0,63491.0] || -> pigeon_7_in_hole_3*. % 3.61/3.82 63495[19:MRR:76.0,76.1,63492.0,63488.0] || -> . % 3.61/3.82 63497[18:Spt:63495.0,63464.0,63465.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63498[18:Spt:63495.0,63464.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 63499[18:MRR:87.0,63498.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63500[18:MRR:63427.2,63499.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 63501[18:MRR:90.1,63498.0] || pigeon_7_in_hole_3* -> . % 3.61/3.82 63502[18:MRR:63428.2,63501.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 63503[18:MRR:75.0,63498.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 63504[18:MRR:63426.2,63503.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 63507[19:Spt:63500.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63508[19:MRR:186.0,63507.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63509[19:MRR:200.1,63507.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63510[19:MRR:63504.0,63508.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63511[19:MRR:160.1,63510.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63513[19:MRR:63502.0,63509.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63515[19:MRR:63511.0,63513.0] || -> . % 3.61/3.82 63516[19:Spt:63515.0,63500.0,63507.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63517[19:Spt:63515.0,63500.1] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63518[19:MRR:158.0,63517.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63519[19:MRR:63504.1,63518.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63520[19:MRR:188.1,63519.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63521[19:MRR:63502.0,63520.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63522[19:MRR:172.0,172.1,63521.0,63517.0] || -> . % 3.61/3.82 63523[13:Spt:63522.0,63030.0,63031.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.82 63524[13:Spt:63522.0,63030.1] || -> pigeon_1_in_hole_3*. % 3.61/3.82 63525[13:MRR:68.1,63524.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63526[13:MRR:70.1,63524.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 63527[13:MRR:65.1,63524.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63528[13:MRR:69.1,63524.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 63530[13:MRR:66.1,63524.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 63531[13:MRR:61481.3,63530.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.82 63532[13:MRR:61480.3,63525.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 63533[13:MRR:61478.3,63527.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 63534[13:MRR:61482.3,63528.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 63535[13:MRR:61479.3,63526.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 63536[14:Spt:63531.3] || -> pigeon_3_in_hole_1*. % 3.61/3.82 63537[14:MRR:23.1,63536.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 63538[14:MRR:16.0,63536.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 63539[14:MRR:25.1,63536.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63542[14:MRR:24.1,63536.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63543[14:MRR:63532.3,63537.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 63544[14:MRR:63533.3,63538.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 63545[14:MRR:63535.3,63539.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 63546[14:MRR:63534.3,63542.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 63547[15:Spt:63543.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63548[15:MRR:200.1,63547.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63549[15:MRR:186.0,63547.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63550[15:MRR:199.1,63547.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63552[15:MRR:63545.0,63548.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 63553[15:MRR:63544.0,63549.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 63554[15:MRR:63546.0,63550.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 63555[16:Spt:63552.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63556[16:MRR:160.0,63555.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63558[16:MRR:174.0,63555.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63560[16:MRR:63553.0,63556.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63563[16:MRR:131.1,63560.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 63565[16:MRR:63554.0,63558.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63569[16:MRR:63563.0,63565.0] || -> . % 3.61/3.82 63570[16:Spt:63569.0,63552.0,63555.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63571[16:Spt:63569.0,63552.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 63572[16:MRR:132.0,63571.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 63573[16:MRR:63553.1,63572.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63575[16:MRR:159.1,63573.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63577[16:MRR:63554.0,63575.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63578[16:MRR:146.0,146.1,63571.0,63577.0] || -> . % 3.61/3.82 63581[15:Spt:63578.0,63543.0,63547.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63582[15:Spt:63578.0,63543.1,63543.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 63583[16:Spt:63582.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63584[16:MRR:172.1,63583.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63585[16:MRR:158.0,63583.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63586[16:MRR:171.1,63583.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63588[16:MRR:63545.1,63584.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.82 63589[16:MRR:63544.1,63585.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 63590[16:MRR:63546.1,63586.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.82 63591[17:Spt:63588.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63592[17:MRR:188.0,63591.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63593[17:MRR:202.0,63591.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63595[17:MRR:63589.0,63592.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63597[17:MRR:131.1,63595.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 63600[17:MRR:63590.0,63593.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63604[17:MRR:63597.0,63600.0] || -> . % 3.61/3.82 63605[17:Spt:63604.0,63588.0,63591.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63606[17:Spt:63604.0,63588.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 63607[17:MRR:132.0,63606.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 63608[17:MRR:63589.1,63607.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63609[17:MRR:187.1,63608.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63611[17:MRR:63590.0,63609.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63614[17:MRR:146.0,146.1,63606.0,63611.0] || -> . % 3.61/3.82 63615[16:Spt:63614.0,63582.0,63583.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63616[16:Spt:63614.0,63582.1] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63617[16:MRR:130.0,63616.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 63618[16:MRR:63544.2,63617.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 63619[16:MRR:143.1,63616.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 63620[16:MRR:63546.2,63619.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.82 63621[16:MRR:144.1,63616.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 63622[16:MRR:63545.2,63621.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 63624[17:Spt:63618.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63625[17:MRR:188.1,63624.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63627[17:MRR:187.1,63624.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63628[17:MRR:63622.0,63625.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63630[17:MRR:174.0,63628.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63632[17:MRR:63620.0,63627.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63635[17:MRR:63630.0,63632.0] || -> . % 3.61/3.82 63636[17:Spt:63635.0,63618.0,63624.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63637[17:Spt:63635.0,63618.1] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63638[17:MRR:160.1,63637.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63639[17:MRR:63622.1,63638.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63641[17:MRR:202.0,63639.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 63642[17:MRR:63620.0,63641.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63644[17:MRR:159.0,159.1,63642.0,63637.0] || -> . % 3.61/3.82 63645[14:Spt:63644.0,63531.3,63536.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 63646[14:Spt:63644.0,63531.0,63531.1,63531.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 63647[15:Spt:63646.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 63648[15:MRR:184.0,63647.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63649[15:MRR:193.1,63647.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63650[15:MRR:192.1,63647.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63651[15:MRR:191.1,63647.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63652[15:MRR:63533.0,63648.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 63653[15:MRR:63535.0,63649.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 63654[15:MRR:63534.0,63650.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 63655[15:MRR:63532.0,63651.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 63656[16:Spt:63652.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63657[16:MRR:160.1,63656.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63658[16:MRR:159.1,63656.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63660[16:MRR:158.1,63656.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63661[16:MRR:63653.0,63657.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 63662[16:MRR:63654.0,63658.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 63663[16:MRR:63655.0,63660.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 63664[17:Spt:63661.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 63666[17:MRR:146.0,63664.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 63667[17:MRR:144.0,63664.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63669[17:MRR:63662.0,63666.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63670[17:MRR:31.0,63669.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63675[17:MRR:63663.0,63667.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63680[17:MRR:63670.0,63675.0] || -> . % 3.61/3.82 63681[17:Spt:63680.0,63661.0,63664.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 63682[17:Spt:63680.0,63661.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63683[17:MRR:34.0,63682.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63684[17:MRR:63662.1,63683.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63686[17:MRR:143.0,63684.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63688[17:MRR:63663.0,63686.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63692[17:MRR:32.0,32.1,63682.0,63688.0] || -> . % 3.61/3.82 63693[16:Spt:63692.0,63652.0,63656.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63694[16:Spt:63692.0,63652.1,63652.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 63695[17:Spt:63694.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63696[17:MRR:132.1,63695.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 63697[17:MRR:131.1,63695.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 63698[17:MRR:130.1,63695.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 63700[17:MRR:63653.1,63696.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 63701[17:MRR:63654.1,63697.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63702[17:MRR:63655.1,63698.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63703[18:Spt:63700.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63704[18:MRR:174.0,63703.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63706[18:MRR:172.0,63703.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63707[18:MRR:63701.0,63704.0] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63712[18:MRR:31.0,63707.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63713[18:MRR:63702.0,63706.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63718[18:MRR:63712.0,63713.0] || -> . % 3.61/3.82 63719[18:Spt:63718.0,63700.0,63703.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63720[18:Spt:63718.0,63700.1] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63721[18:MRR:34.0,63720.0] || pigeon_6_in_hole_1* -> . % 3.61/3.82 63722[18:MRR:63701.1,63721.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63724[18:MRR:171.0,63722.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63725[18:MRR:63702.0,63724.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63726[18:MRR:32.0,32.1,63720.0,63725.0] || -> . % 3.61/3.82 63730[17:Spt:63726.0,63694.0,63695.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 63731[17:Spt:63726.0,63694.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63732[17:MRR:19.1,63731.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63733[17:MRR:63654.2,63732.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 63734[17:MRR:18.1,63731.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63735[17:MRR:63655.2,63734.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 63736[17:MRR:20.1,63731.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63737[17:MRR:63653.2,63736.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 63740[18:Spt:63733.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63741[18:MRR:174.1,63740.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63742[18:MRR:171.0,63740.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63744[18:MRR:63737.0,63741.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 63746[18:MRR:144.0,63744.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63748[18:MRR:63735.0,63742.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63751[18:MRR:63746.0,63748.0] || -> . % 3.61/3.82 63752[18:Spt:63751.0,63733.0,63740.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 63753[18:Spt:63751.0,63733.1] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63754[18:MRR:146.1,63753.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 63755[18:MRR:63737.1,63754.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63756[18:MRR:172.0,63755.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63758[18:MRR:63735.0,63756.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63760[18:MRR:143.0,143.1,63753.0,63758.0] || -> . % 3.61/3.82 63761[15:Spt:63760.0,63646.0,63647.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 63762[15:Spt:63760.0,63646.1,63646.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 63763[16:Spt:63762.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 63764[16:MRR:164.1,63763.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63765[16:MRR:165.1,63763.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63766[16:MRR:163.1,63763.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63767[16:MRR:156.0,63763.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63768[16:MRR:63534.1,63764.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 63769[16:MRR:63535.1,63765.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 63770[16:MRR:63532.1,63766.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 63771[16:MRR:63533.1,63767.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 63772[17:Spt:63768.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 63773[17:MRR:187.0,63772.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63774[17:MRR:202.1,63772.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63775[17:MRR:199.0,63772.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63776[17:MRR:63771.0,63773.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.82 63777[17:MRR:63769.0,63774.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.82 63778[17:MRR:63770.0,63775.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.82 63779[18:Spt:63776.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63781[18:MRR:130.1,63779.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63783[18:MRR:132.1,63779.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 63784[18:MRR:63778.0,63781.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63787[18:MRR:32.1,63784.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63790[18:MRR:63777.0,63783.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63795[18:MRR:63787.0,63790.0] || -> . % 3.61/3.82 63796[18:Spt:63795.0,63776.0,63779.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 63797[18:Spt:63795.0,63776.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63798[18:MRR:18.1,63797.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63799[18:MRR:63778.1,63798.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63801[18:MRR:144.1,63799.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 63803[18:MRR:63777.0,63801.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63806[18:MRR:20.0,20.1,63803.0,63797.0] || -> . % 3.61/3.82 63808[17:Spt:63806.0,63768.0,63772.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63809[17:Spt:63806.0,63768.1,63768.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.61/3.82 63810[18:Spt:63809.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 63811[18:MRR:131.0,63810.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 63812[18:MRR:143.0,63810.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 63814[18:MRR:146.1,63810.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 63815[18:MRR:63771.1,63811.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 63816[18:MRR:63770.1,63812.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 63817[18:MRR:63769.1,63814.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 63818[19:Spt:63815.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63819[19:MRR:188.1,63818.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63820[19:MRR:186.1,63818.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63821[19:MRR:63817.0,63819.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63822[19:MRR:32.0,63821.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63827[19:MRR:63816.0,63820.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63832[19:MRR:63822.0,63827.0] || -> . % 3.61/3.82 63833[19:Spt:63832.0,63815.0,63818.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63834[19:Spt:63832.0,63815.1] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63835[19:MRR:20.1,63834.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63836[19:MRR:63817.1,63835.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63837[19:MRR:200.0,63836.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63838[19:MRR:63816.0,63837.0] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63842[19:MRR:18.0,18.1,63838.0,63834.0] || -> . % 3.61/3.82 63843[18:Spt:63842.0,63809.0,63810.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 63844[18:Spt:63842.0,63809.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63845[18:MRR:34.1,63844.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63846[18:MRR:63769.2,63845.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.82 63847[18:MRR:31.0,63844.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63848[18:MRR:63770.2,63847.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.82 63851[18:MRR:19.0,63844.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63852[18:MRR:63771.2,63851.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 63853[19:Spt:63846.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63854[19:MRR:188.0,63853.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63855[19:MRR:200.0,63853.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63856[19:MRR:63852.0,63854.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 63858[19:MRR:130.1,63856.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 63860[19:MRR:63848.0,63855.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63863[19:MRR:63858.0,63860.0] || -> . % 3.61/3.82 63864[19:Spt:63863.0,63846.0,63853.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63865[19:Spt:63863.0,63846.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 63866[19:MRR:132.0,63865.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 63867[19:MRR:63852.1,63866.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 63868[19:MRR:186.1,63867.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63869[19:MRR:63848.0,63868.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 63871[19:MRR:144.0,144.1,63865.0,63869.0] || -> . % 3.61/3.82 63872[16:Spt:63871.0,63762.0,63763.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 63873[16:Spt:63871.0,63762.1] || -> pigeon_3_in_hole_5*. % 3.61/3.82 63874[16:MRR:128.0,63873.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 63875[16:MRR:135.1,63873.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.82 63876[16:MRR:137.1,63873.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 63877[16:MRR:136.1,63873.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 63878[16:MRR:63534.2,63877.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63879[16:MRR:63535.2,63876.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 63880[16:MRR:63532.2,63875.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63881[16:MRR:63533.2,63874.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 63882[17:Spt:63878.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 63883[17:MRR:199.0,63882.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 63884[17:MRR:202.1,63882.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 63885[17:MRR:187.0,63882.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 63886[17:MRR:63880.0,63883.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.82 63887[17:MRR:63879.0,63884.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.82 63888[17:MRR:63881.0,63885.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.82 63889[18:Spt:63886.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63891[18:MRR:172.1,63889.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 63892[18:MRR:158.0,63889.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63893[18:MRR:63887.0,63891.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63895[18:MRR:20.0,63893.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63899[18:MRR:63888.0,63892.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63904[18:MRR:63895.0,63899.0] || -> . % 3.61/3.82 63905[18:Spt:63904.0,63886.0,63889.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63906[18:Spt:63904.0,63886.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63907[18:MRR:32.1,63906.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63908[18:MRR:63887.1,63907.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63910[18:MRR:160.0,63908.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63911[18:MRR:63888.0,63910.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63915[18:MRR:18.0,18.1,63906.0,63911.0] || -> . % 3.61/3.82 63916[17:Spt:63915.0,63878.0,63882.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 63917[17:Spt:63915.0,63878.1,63878.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.61/3.82 63918[18:Spt:63917.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 63919[18:MRR:171.0,63918.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 63920[18:MRR:174.1,63918.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 63921[18:MRR:159.0,63918.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 63922[18:MRR:63880.1,63919.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.82 63923[18:MRR:63879.1,63920.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.82 63924[18:MRR:63881.1,63921.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.82 63925[19:Spt:63922.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63926[19:MRR:200.1,63925.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63927[19:MRR:186.0,63925.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63928[19:MRR:63923.0,63926.0] || -> pigeon_7_in_hole_1*. % 3.61/3.82 63932[19:MRR:20.0,63928.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63934[19:MRR:63924.0,63927.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63939[19:MRR:63932.0,63934.0] || -> . % 3.61/3.82 63940[19:Spt:63939.0,63922.0,63925.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63941[19:Spt:63939.0,63922.1] || -> pigeon_5_in_hole_1*. % 3.61/3.82 63942[19:MRR:32.1,63941.0] || pigeon_7_in_hole_1* -> . % 3.61/3.82 63943[19:MRR:63923.1,63942.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63944[19:MRR:188.0,63943.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63945[19:MRR:63924.0,63944.0] || -> pigeon_2_in_hole_1*. % 3.61/3.82 63946[19:MRR:18.0,18.1,63941.0,63945.0] || -> . % 3.61/3.82 63950[18:Spt:63946.0,63917.0,63918.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 63951[18:Spt:63946.0,63917.1] || -> pigeon_6_in_hole_1*. % 3.61/3.82 63952[18:MRR:34.1,63951.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63953[18:MRR:63879.2,63952.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 63954[18:MRR:19.0,63951.0] || pigeon_2_in_hole_1* -> . % 3.61/3.82 63955[18:MRR:63881.2,63954.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 63956[18:MRR:31.0,63951.0] || pigeon_5_in_hole_1* -> . % 3.61/3.82 63957[18:MRR:63880.2,63956.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.82 63960[19:Spt:63953.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 63961[19:MRR:200.0,63960.0] || pigeon_5_in_hole_7* -> . % 3.61/3.82 63962[19:MRR:188.0,63960.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63963[19:MRR:63957.0,63961.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 63964[19:MRR:158.0,63963.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 63966[19:MRR:63955.0,63962.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63968[19:MRR:63964.0,63966.0] || -> . % 3.61/3.82 63969[19:Spt:63968.0,63953.0,63960.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 63970[19:Spt:63968.0,63953.1] || -> pigeon_7_in_hole_6*. % 3.61/3.82 63971[19:MRR:172.0,63970.0] || pigeon_5_in_hole_6* -> . % 3.61/3.82 63972[19:MRR:63957.1,63971.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 63973[19:MRR:186.0,63972.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 63974[19:MRR:63955.0,63973.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 63975[19:MRR:160.0,160.1,63970.0,63974.0] || -> . % 3.61/3.82 63976[9:Spt:63975.0,61468.0,61469.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.82 63977[9:Spt:63975.0,61468.1] || -> pigeon_4_in_hole_1*. % 3.61/3.82 63978[9:MRR:29.1,63977.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.82 63979[9:MRR:17.0,63977.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.82 63980[9:MRR:27.1,63977.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.82 63981[9:MRR:28.1,63977.0] || pigeon_6_in_hole_1*+ -> . % 3.61/3.82 63983[9:MRR:22.0,63977.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.82 63984[9:MRR:11.0,63977.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.82 63985[9:MRR:50452.5,63984.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.61/3.82 63986[9:MRR:50451.5,63979.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 63987[9:MRR:50449.5,63978.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 63988[9:MRR:50447.5,63980.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 63989[9:MRR:50450.5,63983.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.82 63990[9:MRR:50448.5,63981.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.82 63991[10:Spt:63985.3] || -> pigeon_1_in_hole_3*. % 3.61/3.82 63992[10:MRR:68.1,63991.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.82 63993[10:MRR:70.1,63991.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.82 63994[10:MRR:65.1,63991.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.82 63995[10:MRR:69.1,63991.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.82 63997[10:MRR:66.1,63991.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.82 63998[10:MRR:63988.3,63992.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.82 63999[10:MRR:63987.3,63993.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.82 64000[10:MRR:63986.3,63994.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.82 64001[10:MRR:63990.3,63995.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.82 64002[10:MRR:63989.3,63997.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.82 64003[11:Spt:63998.3] || -> pigeon_5_in_hole_2*. % 3.61/3.82 64005[11:MRR:46.0,64003.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 64006[11:MRR:60.1,64003.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 64008[11:MRR:51.0,64003.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 64009[11:MRR:59.1,64003.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.82 64010[11:MRR:64000.3,64005.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 64011[11:MRR:63999.3,64006.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 64012[11:MRR:64002.3,64008.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 64013[11:MRR:64001.3,64009.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 64014[12:Spt:64010.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 64015[12:MRR:188.1,64014.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 64017[12:MRR:187.1,64014.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 64018[12:MRR:184.1,64014.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 64020[12:MRR:64011.0,64015.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 64021[12:MRR:64013.0,64017.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.82 64022[12:MRR:64012.0,64018.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 64023[13:Spt:64020.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64026[13:MRR:174.0,64023.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 64027[13:MRR:165.0,64023.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 64029[13:MRR:64021.0,64026.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64031[13:MRR:136.0,64029.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 64035[13:MRR:64022.0,64027.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64040[13:MRR:64031.0,64035.0] || -> . % 3.61/3.82 64041[13:Spt:64040.0,64020.0,64023.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 64042[13:Spt:64040.0,64020.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 64043[13:MRR:146.0,64042.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 64044[13:MRR:64021.1,64043.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 64047[13:MRR:164.0,64044.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 64049[13:MRR:64022.0,64047.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64051[13:MRR:137.0,137.1,64042.0,64049.0] || -> . % 3.61/3.82 64054[12:Spt:64051.0,64010.0,64014.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 64055[12:Spt:64051.0,64010.1,64010.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 64056[13:Spt:64055.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 64057[13:MRR:160.1,64056.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 64058[13:MRR:159.1,64056.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 64060[13:MRR:156.1,64056.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 64062[13:MRR:64011.1,64057.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.82 64063[13:MRR:64013.1,64058.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.82 64064[13:MRR:64012.1,64060.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.82 64065[14:Spt:64062.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64067[14:MRR:202.0,64065.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64068[14:MRR:193.0,64065.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 64070[14:MRR:64063.0,64067.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64075[14:MRR:136.0,64070.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 64076[14:MRR:64064.0,64068.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64081[14:MRR:64075.0,64076.0] || -> . % 3.61/3.82 64082[14:Spt:64081.0,64062.0,64065.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64083[14:Spt:64081.0,64062.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 64084[14:MRR:146.0,64083.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 64085[14:MRR:64063.1,64084.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 64087[14:MRR:192.0,64085.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 64089[14:MRR:64064.0,64087.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64092[14:MRR:137.0,137.1,64083.0,64089.0] || -> . % 3.61/3.82 64094[13:Spt:64092.0,64055.0,64056.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 64095[13:Spt:64092.0,64055.1] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64096[13:MRR:131.1,64095.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 64097[13:MRR:64013.2,64096.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.82 64098[13:MRR:128.1,64095.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 64099[13:MRR:64012.2,64098.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.82 64100[13:MRR:132.1,64095.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 64101[13:MRR:64011.2,64100.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 64104[14:Spt:64097.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 64105[14:MRR:202.1,64104.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64107[14:MRR:192.0,64104.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 64109[14:MRR:64101.0,64105.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64111[14:MRR:165.0,64109.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 64114[14:MRR:64099.0,64107.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64118[14:MRR:64111.0,64114.0] || -> . % 3.61/3.82 64119[14:Spt:64118.0,64097.0,64104.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64120[14:Spt:64118.0,64097.1] || -> pigeon_6_in_hole_6*. % 3.61/3.82 64121[14:MRR:174.1,64120.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 64122[14:MRR:64101.1,64121.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64124[14:MRR:193.0,64122.0] || pigeon_3_in_hole_7* -> . % 3.61/3.82 64126[14:MRR:64099.0,64124.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64129[14:MRR:164.0,164.1,64120.0,64126.0] || -> . % 3.61/3.82 64130[11:Spt:64129.0,63998.3,64003.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 64131[11:Spt:64129.0,63998.0,63998.1,63998.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 64132[12:Spt:64131.0] || -> pigeon_5_in_hole_7*. % 3.61/3.82 64133[12:MRR:199.1,64132.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 64134[12:MRR:200.1,64132.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 64136[12:MRR:191.0,64132.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 64137[12:MRR:186.0,64132.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 64138[12:MRR:64001.0,64133.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.82 64139[12:MRR:63999.0,64134.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.82 64140[12:MRR:64002.0,64136.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.82 64141[12:MRR:64000.0,64137.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.82 64142[13:Spt:64138.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 64143[13:MRR:174.1,64142.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 64144[13:MRR:164.0,64142.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 64147[13:MRR:159.0,64142.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 64148[13:MRR:64139.0,64143.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.82 64149[13:MRR:64140.0,64144.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.82 64150[13:MRR:64141.0,64147.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.82 64151[14:Spt:64148.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 64153[14:MRR:137.0,64151.0] || pigeon_3_in_hole_5* -> . % 3.61/3.82 64154[14:MRR:132.0,64151.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64157[14:MRR:64149.0,64153.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 64159[14:MRR:44.0,64157.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64163[14:MRR:64150.0,64154.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64168[14:MRR:64159.0,64163.0] || -> . % 3.61/3.82 64169[14:Spt:64168.0,64148.0,64151.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 64170[14:Spt:64168.0,64148.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64171[14:MRR:53.0,64170.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 64172[14:MRR:64149.1,64171.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64174[14:MRR:128.0,64172.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64177[14:MRR:64150.0,64174.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64180[14:MRR:48.0,48.1,64170.0,64177.0] || -> . % 3.61/3.82 64182[13:Spt:64180.0,64138.0,64142.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 64183[13:Spt:64180.0,64138.1,64138.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.82 64184[14:Spt:64183.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64185[14:MRR:146.1,64184.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 64186[14:MRR:136.0,64184.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 64187[14:MRR:131.0,64184.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 64190[14:MRR:64139.1,64185.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 64191[14:MRR:64140.1,64186.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.82 64192[14:MRR:64141.1,64187.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 64193[15:Spt:64190.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64195[15:MRR:165.0,64193.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 64197[15:MRR:160.0,64193.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64198[15:MRR:64191.0,64195.0] || -> pigeon_3_in_hole_2*. % 3.61/3.82 64202[15:MRR:44.0,64198.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64204[15:MRR:64192.0,64197.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64209[15:MRR:64202.0,64204.0] || -> . % 3.61/3.82 64210[15:Spt:64209.0,64190.0,64193.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 64211[15:Spt:64209.0,64190.1] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64212[15:MRR:53.0,64211.0] || pigeon_3_in_hole_2* -> . % 3.61/3.82 64213[15:MRR:64191.1,64212.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64216[15:MRR:156.0,64213.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64217[15:MRR:64192.0,64216.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64219[15:MRR:48.0,48.1,64211.0,64217.0] || -> . % 3.61/3.82 64222[14:Spt:64219.0,64183.0,64184.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 64223[14:Spt:64219.0,64183.1] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64224[14:MRR:52.0,64223.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 64225[14:MRR:64140.2,64224.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.82 64226[14:MRR:47.0,64223.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64227[14:MRR:64141.2,64226.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.82 64228[14:MRR:62.1,64223.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 64229[14:MRR:64139.2,64228.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.82 64232[15:Spt:64225.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64233[15:MRR:165.1,64232.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 64234[15:MRR:156.0,64232.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64237[15:MRR:64229.0,64233.0] || -> pigeon_7_in_hole_5*. % 3.61/3.82 64240[15:MRR:132.0,64237.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64242[15:MRR:64227.0,64234.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64246[15:MRR:64240.0,64242.0] || -> . % 3.61/3.82 64247[15:Spt:64246.0,64225.0,64232.0] || pigeon_3_in_hole_6* -> . % 3.61/3.82 64248[15:Spt:64246.0,64225.1] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64249[15:MRR:137.1,64248.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 64250[15:MRR:64229.1,64249.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64251[15:MRR:160.0,64250.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64254[15:MRR:64227.0,64251.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64257[15:MRR:128.0,128.1,64248.0,64254.0] || -> . % 3.61/3.82 64258[12:Spt:64257.0,64131.0,64132.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 64259[12:Spt:64257.0,64131.1,64131.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.82 64260[13:Spt:64259.0] || -> pigeon_5_in_hole_6*. % 3.61/3.82 64261[13:MRR:163.0,64260.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 64262[13:MRR:172.1,64260.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 64263[13:MRR:158.0,64260.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 64265[13:MRR:171.1,64260.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 64266[13:MRR:64002.1,64261.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.82 64267[13:MRR:63999.1,64262.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.82 64268[13:MRR:64000.1,64263.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.82 64269[13:MRR:64001.1,64265.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.82 64270[14:Spt:64266.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 64271[14:MRR:192.1,64270.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 64272[14:MRR:193.1,64270.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 64274[14:MRR:184.0,64270.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 64275[14:MRR:64269.0,64271.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.82 64276[14:MRR:64267.0,64272.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.82 64277[14:MRR:64268.0,64274.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.82 64278[15:Spt:64275.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64281[15:MRR:131.0,64278.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64283[15:MRR:146.1,64278.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 64284[15:MRR:64277.0,64281.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64288[15:MRR:48.1,64284.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 64290[15:MRR:64276.0,64283.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64295[15:MRR:64288.0,64290.0] || -> . % 3.61/3.82 64296[15:Spt:64295.0,64275.0,64278.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 64297[15:Spt:64295.0,64275.1] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64298[15:MRR:47.0,64297.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64299[15:MRR:64277.1,64298.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64302[15:MRR:132.1,64299.0] || pigeon_7_in_hole_5* -> . % 3.61/3.82 64304[15:MRR:64276.0,64302.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64307[15:MRR:62.0,62.1,64304.0,64297.0] || -> . % 3.61/3.82 64309[14:Spt:64307.0,64266.0,64270.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 64310[14:Spt:64307.0,64266.1,64266.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.82 64311[15:Spt:64310.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64312[15:MRR:136.1,64311.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 64313[15:MRR:128.0,64311.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 64316[15:MRR:137.1,64311.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 64317[15:MRR:64269.1,64312.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.82 64318[15:MRR:64268.1,64313.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 64319[15:MRR:64267.1,64316.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 64320[16:Spt:64317.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 64322[16:MRR:202.1,64320.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64323[16:MRR:187.0,64320.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64324[16:MRR:64319.0,64322.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64325[16:MRR:48.0,64324.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64330[16:MRR:64318.0,64323.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64335[16:MRR:64325.0,64330.0] || -> . % 3.61/3.82 64336[16:Spt:64335.0,64317.0,64320.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64337[16:Spt:64335.0,64317.1] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64338[16:MRR:62.1,64337.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 64339[16:MRR:64319.1,64338.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64341[16:MRR:188.0,64339.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64342[16:MRR:64318.0,64341.0] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64346[16:MRR:47.0,47.1,64337.0,64342.0] || -> . % 3.61/3.82 64347[15:Spt:64346.0,64310.0,64311.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 64348[15:Spt:64346.0,64310.1] || -> pigeon_3_in_hole_2*. % 3.61/3.82 64349[15:MRR:53.1,64348.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 64350[15:MRR:64267.2,64349.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.82 64351[15:MRR:44.0,64348.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64352[15:MRR:64268.2,64351.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.82 64355[15:MRR:52.1,64348.0] || pigeon_6_in_hole_2* -> . % 3.61/3.82 64356[15:MRR:64269.2,64355.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.82 64357[16:Spt:64350.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64358[16:MRR:202.0,64357.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64359[16:MRR:188.0,64357.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64361[16:MRR:64356.0,64358.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64363[16:MRR:131.0,64361.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64366[16:MRR:64352.0,64359.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64370[16:MRR:64363.0,64366.0] || -> . % 3.61/3.82 64371[16:Spt:64370.0,64350.0,64357.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64372[16:Spt:64370.0,64350.1] || -> pigeon_7_in_hole_5*. % 3.61/3.82 64373[16:MRR:146.0,64372.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 64374[16:MRR:64356.1,64373.0] || -> pigeon_6_in_hole_7*. % 3.61/3.82 64375[16:MRR:187.0,64374.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64377[16:MRR:64352.0,64375.0] || -> pigeon_2_in_hole_5*. % 3.61/3.82 64380[16:MRR:132.0,132.1,64372.0,64377.0] || -> . % 3.61/3.82 64381[13:Spt:64380.0,64259.0,64260.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 64382[13:Spt:64380.0,64259.1] || -> pigeon_5_in_hole_5*. % 3.61/3.82 64383[13:MRR:143.1,64382.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 64384[13:MRR:130.0,64382.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.82 64385[13:MRR:144.1,64382.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.82 64387[13:MRR:135.0,64382.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.82 64388[13:MRR:64002.2,64387.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.82 64389[13:MRR:63999.2,64385.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 64390[13:MRR:64000.2,64384.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 64391[13:MRR:64001.2,64383.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.82 64392[14:Spt:64388.0] || -> pigeon_3_in_hole_7*. % 3.61/3.82 64393[14:MRR:184.0,64392.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 64395[14:MRR:193.1,64392.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 64396[14:MRR:192.1,64392.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 64397[14:MRR:64390.0,64393.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.82 64398[14:MRR:64389.0,64395.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.82 64399[14:MRR:64391.0,64396.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.82 64400[15:Spt:64397.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 64402[15:MRR:160.1,64400.0] || pigeon_7_in_hole_6* -> . % 3.61/3.82 64404[15:MRR:159.1,64400.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 64405[15:MRR:64398.0,64402.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64407[15:MRR:62.0,64405.0] || pigeon_6_in_hole_2* -> . % 3.61/3.82 64411[15:MRR:64399.0,64404.0] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64416[15:MRR:64407.0,64411.0] || -> . % 3.61/3.82 64417[15:Spt:64416.0,64397.0,64400.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64418[15:Spt:64416.0,64397.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64419[15:MRR:48.1,64418.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 64420[15:MRR:64398.1,64419.0] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64423[15:MRR:174.0,64420.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 64424[15:MRR:64399.0,64423.0] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64428[15:MRR:47.0,47.1,64424.0,64418.0] || -> . % 3.61/3.82 64429[14:Spt:64428.0,64388.0,64392.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 64430[14:Spt:64428.0,64388.1,64388.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.82 64431[15:Spt:64430.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64432[15:MRR:156.0,64431.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 64433[15:MRR:165.1,64431.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.82 64435[15:MRR:164.1,64431.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 64436[15:MRR:64390.1,64432.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.82 64437[15:MRR:64389.1,64433.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.82 64438[15:MRR:64391.1,64435.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.82 64439[16:Spt:64436.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 64440[16:MRR:188.1,64439.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64441[16:MRR:187.1,64439.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64443[16:MRR:64437.0,64440.0] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64447[16:MRR:62.0,64443.0] || pigeon_6_in_hole_2* -> . % 3.61/3.82 64449[16:MRR:64438.0,64441.0] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64454[16:MRR:64447.0,64449.0] || -> . % 3.61/3.82 64455[16:Spt:64454.0,64436.0,64439.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64456[16:Spt:64454.0,64436.1] || -> pigeon_2_in_hole_2*. % 3.61/3.82 64457[16:MRR:48.1,64456.0] || pigeon_7_in_hole_2* -> . % 3.61/3.82 64458[16:MRR:64437.1,64457.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64460[16:MRR:202.0,64458.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64461[16:MRR:64438.0,64460.0] || -> pigeon_6_in_hole_2*. % 3.61/3.82 64462[16:MRR:47.0,47.1,64461.0,64456.0] || -> . % 3.61/3.82 64466[15:Spt:64462.0,64430.0,64431.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 64467[15:Spt:64462.0,64430.1] || -> pigeon_3_in_hole_2*. % 3.61/3.82 64468[15:MRR:53.1,64467.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.82 64469[15:MRR:64389.2,64468.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.82 64470[15:MRR:52.1,64467.0] || pigeon_6_in_hole_2* -> . % 3.61/3.82 64471[15:MRR:64391.2,64470.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.82 64472[15:MRR:44.0,64467.0] || pigeon_2_in_hole_2* -> . % 3.61/3.82 64473[15:MRR:64390.2,64472.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.82 64476[16:Spt:64469.0] || -> pigeon_7_in_hole_7*. % 3.61/3.82 64477[16:MRR:188.0,64476.0] || pigeon_2_in_hole_7* -> . % 3.61/3.82 64478[16:MRR:202.0,64476.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64480[16:MRR:64473.0,64477.0] || -> pigeon_2_in_hole_6*. % 3.61/3.82 64481[16:MRR:159.1,64480.0] || pigeon_6_in_hole_6* -> . % 3.61/3.82 64484[16:MRR:64471.0,64478.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 64487[16:MRR:64481.0,64484.0] || -> . % 3.61/3.82 64488[16:Spt:64487.0,64469.0,64476.0] || pigeon_7_in_hole_7* -> . % 3.61/3.82 64489[16:Spt:64487.0,64469.1] || -> pigeon_7_in_hole_6*. % 3.61/3.82 64490[16:MRR:160.0,64489.0] || pigeon_2_in_hole_6* -> . % 3.61/3.82 64491[16:MRR:64473.1,64490.0] || -> pigeon_2_in_hole_7*. % 3.61/3.82 64493[16:MRR:187.1,64491.0] || pigeon_6_in_hole_7* -> . % 3.61/3.82 64494[16:MRR:64471.0,64493.0] || -> pigeon_6_in_hole_6*. % 3.61/3.82 64496[16:MRR:174.0,174.1,64489.0,64494.0] || -> . % 3.61/3.82 64497[10:Spt:64496.0,63985.3,63991.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.82 64498[10:Spt:64496.0,63985.0,63985.1,63985.2,63985.4] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.82 64499[11:Spt:64498.0] || -> pigeon_1_in_hole_7*. % 3.61/3.82 64500[11:MRR:182.1,64499.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.82 64501[11:MRR:177.1,64499.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.82 64502[11:MRR:181.1,64499.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.82 64503[11:MRR:178.1,64499.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.82 64504[11:MRR:180.1,64499.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.82 64505[11:MRR:63987.0,64500.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.82 64506[11:MRR:63986.0,64501.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.82 64507[11:MRR:63990.0,64502.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.82 64508[11:MRR:63989.0,64503.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.82 64509[11:MRR:63988.0,64504.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.82 64510[12:Spt:64505.3] || -> pigeon_7_in_hole_2*. % 3.61/3.82 64511[12:MRR:53.0,64510.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.82 64512[12:MRR:48.0,64510.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.82 64513[12:MRR:62.0,64510.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.82 64516[12:MRR:60.0,64510.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.82 64517[12:MRR:64508.3,64511.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 64518[12:MRR:64506.3,64512.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 64519[12:MRR:64507.3,64513.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 64520[12:MRR:64509.3,64516.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 64521[13:Spt:64517.0] || -> pigeon_3_in_hole_6*. % 3.61/3.82 64522[13:MRR:164.1,64521.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.82 64525[13:MRR:156.0,64521.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.82 64526[13:MRR:163.1,64521.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.82 64527[13:MRR:64519.0,64522.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.82 64528[13:MRR:64518.0,64525.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.82 64529[13:MRR:64520.0,64526.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.82 64530[14:Spt:64527.0] || -> pigeon_6_in_hole_5*. % 3.61/3.82 64531[14:MRR:143.0,64530.0] || pigeon_5_in_hole_5* -> . % 3.61/3.82 64534[14:MRR:131.0,64530.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64536[14:MRR:64529.0,64531.0] || -> pigeon_5_in_hole_3*. % 3.61/3.82 64538[14:MRR:74.0,64536.0] || pigeon_2_in_hole_3* -> . % 3.61/3.82 64542[14:MRR:64528.0,64534.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 64547[14:MRR:64538.0,64542.0] || -> . % 3.61/3.82 64548[14:Spt:64547.0,64527.0,64530.0] || pigeon_6_in_hole_5* -> . % 3.61/3.82 64549[14:Spt:64547.0,64527.1] || -> pigeon_6_in_hole_3*. % 3.61/3.82 64550[14:MRR:87.0,64549.0] || pigeon_5_in_hole_3* -> . % 3.61/3.82 64551[14:MRR:64529.1,64550.0] || -> pigeon_5_in_hole_5*. % 3.61/3.82 64552[14:MRR:130.0,64551.0] || pigeon_2_in_hole_5* -> . % 3.61/3.82 64556[14:MRR:64528.0,64552.0] || -> pigeon_2_in_hole_3*. % 3.61/3.82 64559[14:MRR:75.0,75.1,64549.0,64556.0] || -> . % 3.61/3.82 64561[13:Spt:64559.0,64517.0,64521.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.82 64562[13:Spt:64559.0,64517.1,64517.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.82 64563[14:Spt:64562.0] || -> pigeon_3_in_hole_5*. % 3.61/3.82 64564[14:MRR:136.1,64563.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.82 64565[14:MRR:135.1,64563.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 64568[14:MRR:128.0,64563.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 64569[14:MRR:64519.1,64564.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 64570[14:MRR:64520.1,64565.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.83 64571[14:MRR:64518.1,64568.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 64572[15:Spt:64569.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64573[15:MRR:159.0,64572.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64576[15:MRR:171.0,64572.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 64577[15:MRR:64571.0,64573.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 64578[15:MRR:74.1,64577.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 64583[15:MRR:64570.0,64576.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 64588[15:MRR:64578.0,64583.0] || -> . % 3.61/3.83 64589[15:Spt:64588.0,64569.0,64572.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64590[15:Spt:64588.0,64569.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 64591[15:MRR:75.0,64590.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 64592[15:MRR:64571.1,64591.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 64595[15:MRR:158.1,64592.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 64596[15:MRR:64570.0,64595.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 64600[15:MRR:87.0,87.1,64590.0,64596.0] || -> . % 3.61/3.83 64601[14:Spt:64600.0,64562.0,64563.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 64602[14:Spt:64600.0,64562.1] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64603[14:MRR:72.0,64602.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 64604[14:MRR:64518.2,64603.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 64605[14:MRR:79.1,64602.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 64606[14:MRR:64520.2,64605.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 64607[14:MRR:80.1,64602.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 64608[14:MRR:64519.2,64607.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.83 64611[15:Spt:64604.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 64612[15:MRR:159.1,64611.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64613[15:MRR:158.1,64611.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 64616[15:MRR:64608.0,64612.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 64620[15:MRR:143.0,64616.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 64621[15:MRR:64606.0,64613.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 64625[15:MRR:64620.0,64621.0] || -> . % 3.61/3.83 64626[15:Spt:64625.0,64604.0,64611.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64627[15:Spt:64625.0,64604.1] || -> pigeon_2_in_hole_5*. % 3.61/3.83 64628[15:MRR:131.1,64627.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 64629[15:MRR:64608.1,64628.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64630[15:MRR:171.0,64629.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 64633[15:MRR:64606.0,64630.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 64634[15:MRR:130.0,130.1,64633.0,64627.0] || -> . % 3.61/3.83 64637[12:Spt:64634.0,64505.3,64510.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 64638[12:Spt:64634.0,64505.0,64505.1,64505.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 64639[13:Spt:64638.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 64640[13:MRR:160.0,64639.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 64641[13:MRR:174.0,64639.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 64642[13:MRR:172.0,64639.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 64644[13:MRR:165.0,64639.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 64645[13:MRR:64506.0,64640.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 64646[13:MRR:64507.0,64641.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 64647[13:MRR:64509.0,64642.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 64648[13:MRR:64508.0,64644.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 64649[14:Spt:64645.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 64650[14:MRR:131.1,64649.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 64651[14:MRR:130.1,64649.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 64654[14:MRR:128.1,64649.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 64655[14:MRR:64646.0,64650.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 64656[14:MRR:64647.0,64651.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 64657[14:MRR:64648.0,64654.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 64658[15:Spt:64655.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 64660[15:MRR:87.0,64658.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 64661[15:MRR:80.0,64658.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 64664[15:MRR:64656.0,64660.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 64665[15:MRR:51.0,64664.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64670[15:MRR:64657.0,64661.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64675[15:MRR:64665.0,64670.0] || -> . % 3.61/3.83 64676[15:Spt:64675.0,64655.0,64658.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 64677[15:Spt:64675.0,64655.1] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64678[15:MRR:59.0,64677.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 64679[15:MRR:64656.1,64678.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 64681[15:MRR:79.0,64679.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 64684[15:MRR:64657.0,64681.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64688[15:MRR:52.0,52.1,64677.0,64684.0] || -> . % 3.61/3.83 64689[14:Spt:64688.0,64645.0,64649.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 64690[14:Spt:64688.0,64645.1,64645.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 64691[15:Spt:64690.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 64692[15:MRR:75.1,64691.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 64693[15:MRR:74.1,64691.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 64694[15:MRR:72.1,64691.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 64697[15:MRR:64646.1,64692.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.83 64698[15:MRR:64647.1,64693.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 64699[15:MRR:64648.1,64694.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 64700[16:Spt:64697.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 64701[16:MRR:143.0,64700.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 64704[16:MRR:136.0,64700.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64705[16:MRR:64698.0,64701.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 64710[16:MRR:51.0,64705.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64711[16:MRR:64699.0,64704.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64716[16:MRR:64710.0,64711.0] || -> . % 3.61/3.83 64717[16:Spt:64716.0,64697.0,64700.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 64718[16:Spt:64716.0,64697.1] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64719[16:MRR:59.0,64718.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 64720[16:MRR:64698.1,64719.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 64723[16:MRR:135.0,64720.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64724[16:MRR:64699.0,64723.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64725[16:MRR:52.0,52.1,64718.0,64724.0] || -> . % 3.61/3.83 64729[15:Spt:64725.0,64690.0,64691.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 64730[15:Spt:64725.0,64690.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64731[15:MRR:46.1,64730.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.83 64732[15:MRR:64647.2,64731.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.83 64733[15:MRR:44.1,64730.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64734[15:MRR:64648.2,64733.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 64735[15:MRR:47.1,64730.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 64736[15:MRR:64646.2,64735.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 64739[16:Spt:64732.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 64740[16:MRR:143.1,64739.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 64741[16:MRR:135.0,64739.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64744[16:MRR:64736.0,64740.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 64747[16:MRR:80.0,64744.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 64749[16:MRR:64734.0,64741.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64753[16:MRR:64747.0,64749.0] || -> . % 3.61/3.83 64754[16:Spt:64753.0,64732.0,64739.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 64755[16:Spt:64753.0,64732.1] || -> pigeon_5_in_hole_3*. % 3.61/3.83 64756[16:MRR:87.1,64755.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 64757[16:MRR:64736.1,64756.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 64758[16:MRR:136.0,64757.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64761[16:MRR:64734.0,64758.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64764[16:MRR:79.0,79.1,64755.0,64761.0] || -> . % 3.61/3.83 64765[13:Spt:64764.0,64638.0,64639.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 64766[13:Spt:64764.0,64638.1,64638.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 64767[14:Spt:64766.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 64768[14:MRR:144.0,64767.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 64769[14:MRR:146.0,64767.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 64770[14:MRR:137.0,64767.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 64772[14:MRR:132.0,64767.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 64773[14:MRR:64509.1,64768.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 64774[14:MRR:64507.1,64769.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 64775[14:MRR:64508.1,64770.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 64776[14:MRR:64506.1,64772.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 64777[15:Spt:64773.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 64778[15:MRR:158.0,64777.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 64779[15:MRR:171.1,64777.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 64781[15:MRR:163.0,64777.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 64782[15:MRR:64776.0,64778.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 64783[15:MRR:64774.0,64779.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 64784[15:MRR:64775.0,64781.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 64785[16:Spt:64782.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 64788[16:MRR:72.1,64785.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 64790[16:MRR:75.1,64785.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 64791[16:MRR:64784.0,64788.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64794[16:MRR:52.1,64791.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 64797[16:MRR:64783.0,64790.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64802[16:MRR:64794.0,64797.0] || -> . % 3.61/3.83 64803[16:Spt:64802.0,64782.0,64785.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 64804[16:Spt:64802.0,64782.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64805[16:MRR:44.1,64804.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64806[16:MRR:64784.1,64805.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64809[16:MRR:80.1,64806.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 64811[16:MRR:64783.0,64809.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64814[16:MRR:47.0,47.1,64811.0,64804.0] || -> . % 3.61/3.83 64816[15:Spt:64814.0,64773.0,64777.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 64817[15:Spt:64814.0,64773.1,64773.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 64818[16:Spt:64817.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 64819[16:MRR:74.0,64818.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 64820[16:MRR:79.0,64818.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 64823[16:MRR:87.1,64818.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 64824[16:MRR:64776.1,64819.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.83 64825[16:MRR:64775.1,64820.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.83 64826[16:MRR:64774.1,64823.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.83 64827[17:Spt:64824.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 64829[17:MRR:159.1,64827.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64830[17:MRR:156.1,64827.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64831[17:MRR:64826.0,64829.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64832[17:MRR:52.0,64831.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64837[17:MRR:64825.0,64830.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64842[17:MRR:64832.0,64837.0] || -> . % 3.61/3.83 64843[17:Spt:64842.0,64824.0,64827.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64844[17:Spt:64842.0,64824.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64845[17:MRR:47.1,64844.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 64846[17:MRR:64826.1,64845.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64848[17:MRR:164.0,64846.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64849[17:MRR:64825.0,64848.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64853[17:MRR:44.0,44.1,64849.0,64844.0] || -> . % 3.61/3.83 64854[16:Spt:64853.0,64817.0,64818.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 64855[16:Spt:64853.0,64817.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 64856[16:MRR:59.1,64855.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 64857[16:MRR:64774.2,64856.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 64858[16:MRR:51.0,64855.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64859[16:MRR:64775.2,64858.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 64862[16:MRR:46.0,64855.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 64863[16:MRR:64776.2,64862.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 64864[17:Spt:64857.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64865[17:MRR:159.0,64864.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64866[17:MRR:164.0,64864.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64868[17:MRR:64863.0,64865.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 64870[17:MRR:72.1,64868.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 64873[17:MRR:64859.0,64866.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64877[17:MRR:64870.0,64873.0] || -> . % 3.61/3.83 64878[17:Spt:64877.0,64857.0,64864.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64879[17:Spt:64877.0,64857.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 64880[17:MRR:75.0,64879.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 64881[17:MRR:64863.1,64880.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 64882[17:MRR:156.1,64881.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64884[17:MRR:64859.0,64882.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 64887[17:MRR:80.0,80.1,64879.0,64884.0] || -> . % 3.61/3.83 64888[14:Spt:64887.0,64766.0,64767.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 64889[14:Spt:64887.0,64766.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 64890[14:MRR:76.0,64889.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 64891[14:MRR:81.0,64889.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 64892[14:MRR:90.0,64889.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 64894[14:MRR:88.0,64889.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 64895[14:MRR:64509.2,64894.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 64896[14:MRR:64507.2,64892.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.83 64897[14:MRR:64508.2,64891.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 64898[14:MRR:64506.2,64890.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 64899[15:Spt:64895.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 64900[15:MRR:163.0,64899.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 64902[15:MRR:171.1,64899.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 64903[15:MRR:158.0,64899.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 64904[15:MRR:64897.0,64900.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 64905[15:MRR:64896.0,64902.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.61/3.83 64906[15:MRR:64898.0,64903.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 64907[16:Spt:64904.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 64909[16:MRR:136.1,64907.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 64911[16:MRR:128.0,64907.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 64912[16:MRR:64905.0,64909.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64914[16:MRR:47.0,64912.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 64918[16:MRR:64906.0,64911.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64923[16:MRR:64914.0,64918.0] || -> . % 3.61/3.83 64924[16:Spt:64923.0,64904.0,64907.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64925[16:Spt:64923.0,64904.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64926[16:MRR:52.1,64925.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 64927[16:MRR:64905.1,64926.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 64930[16:MRR:131.0,64927.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 64931[16:MRR:64906.0,64930.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64935[16:MRR:44.0,44.1,64925.0,64931.0] || -> . % 3.61/3.83 64936[15:Spt:64935.0,64895.0,64899.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 64937[15:Spt:64935.0,64895.1,64895.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 64938[16:Spt:64937.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 64939[16:MRR:135.0,64938.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 64940[16:MRR:143.1,64938.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 64942[16:MRR:130.0,64938.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 64943[16:MRR:64897.1,64939.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.83 64944[16:MRR:64896.1,64940.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.83 64945[16:MRR:64898.1,64942.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.83 64946[17:Spt:64943.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 64947[17:MRR:164.1,64946.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64948[17:MRR:156.0,64946.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64950[17:MRR:64944.0,64947.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 64954[17:MRR:47.0,64950.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 64956[17:MRR:64945.0,64948.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64961[17:MRR:64954.0,64956.0] || -> . % 3.61/3.83 64962[17:Spt:64961.0,64943.0,64946.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64963[17:Spt:64961.0,64943.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 64964[17:MRR:52.1,64963.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 64965[17:MRR:64944.1,64964.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64967[17:MRR:159.0,64965.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64968[17:MRR:64945.0,64967.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 64969[17:MRR:44.0,44.1,64963.0,64968.0] || -> . % 3.61/3.83 64973[16:Spt:64969.0,64937.0,64938.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 64974[16:Spt:64969.0,64937.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 64975[16:MRR:59.1,64974.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 64976[16:MRR:64896.2,64975.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.83 64977[16:MRR:46.0,64974.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 64978[16:MRR:64898.2,64977.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 64979[16:MRR:51.0,64974.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 64980[16:MRR:64897.2,64979.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 64983[17:Spt:64976.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 64984[17:MRR:164.0,64983.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 64985[17:MRR:159.0,64983.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 64987[17:MRR:64980.0,64984.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 64988[17:MRR:128.0,64987.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 64991[17:MRR:64978.0,64985.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 64994[17:MRR:64988.0,64991.0] || -> . % 3.61/3.83 64995[17:Spt:64994.0,64976.0,64983.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 64996[17:Spt:64994.0,64976.1] || -> pigeon_6_in_hole_5*. % 3.61/3.83 64997[17:MRR:136.0,64996.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 64998[17:MRR:64980.1,64997.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65000[17:MRR:156.0,64998.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 65001[17:MRR:64978.0,65000.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65003[17:MRR:131.0,131.1,64996.0,65001.0] || -> . % 3.61/3.83 65004[11:Spt:65003.0,64498.0,64499.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.83 65005[11:Spt:65003.0,64498.1,64498.2,64498.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.83 65006[12:Spt:65005.0] || -> pigeon_1_in_hole_6*. % 3.61/3.83 65007[12:MRR:153.1,65006.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 65008[12:MRR:150.1,65006.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 65009[12:MRR:149.1,65006.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 65010[12:MRR:152.1,65006.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 65011[12:MRR:154.1,65006.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 65012[12:MRR:63990.1,65007.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65013[12:MRR:63989.1,65008.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65014[12:MRR:63986.1,65009.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65015[12:MRR:63988.1,65010.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65016[12:MRR:63987.1,65011.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65017[13:Spt:65012.3] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65018[13:MRR:59.0,65017.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.83 65019[13:MRR:52.0,65017.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 65020[13:MRR:47.0,65017.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.83 65023[13:MRR:62.1,65017.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 65024[13:MRR:65015.3,65018.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.83 65025[13:MRR:65013.3,65019.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 65026[13:MRR:65014.3,65020.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 65027[13:MRR:65016.3,65023.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 65028[14:Spt:65024.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 65029[14:MRR:130.0,65028.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 65032[14:MRR:135.0,65028.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 65033[14:MRR:144.1,65028.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 65034[14:MRR:65026.1,65029.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 65035[14:MRR:65025.1,65032.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.83 65036[14:MRR:65027.1,65033.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.83 65037[15:Spt:65034.1] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65038[15:MRR:76.1,65037.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65041[15:MRR:72.1,65037.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65043[15:MRR:65036.1,65038.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65046[15:MRR:193.0,65043.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65048[15:MRR:65035.1,65041.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65052[15:MRR:65046.0,65048.0] || -> . % 3.61/3.83 65053[15:Spt:65052.0,65034.1,65037.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65054[15:Spt:65052.0,65034.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65055[15:MRR:188.1,65054.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65056[15:MRR:65036.0,65055.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65057[15:MRR:81.0,65056.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65061[15:MRR:65035.1,65057.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65064[15:MRR:184.0,184.1,65061.0,65054.0] || -> . % 3.61/3.83 65065[14:Spt:65064.0,65024.1,65028.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 65066[14:Spt:65064.0,65024.0,65024.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.83 65067[15:Spt:65066.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 65068[15:MRR:200.1,65067.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65069[15:MRR:191.0,65067.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65071[15:MRR:186.0,65067.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65072[15:MRR:65027.0,65068.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 65073[15:MRR:65025.0,65069.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 65074[15:MRR:65026.0,65071.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 65075[16:Spt:65072.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65076[16:MRR:132.0,65075.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 65079[16:MRR:137.0,65075.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 65080[16:MRR:65074.0,65076.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65082[16:MRR:72.1,65080.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65086[16:MRR:65073.0,65079.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65091[16:MRR:65082.0,65086.0] || -> . % 3.61/3.83 65092[16:Spt:65091.0,65072.0,65075.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 65093[16:Spt:65091.0,65072.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65094[16:MRR:76.0,65093.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65095[16:MRR:65074.1,65094.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65096[16:MRR:128.1,65095.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 65099[16:MRR:65073.0,65096.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65103[16:MRR:81.0,81.1,65093.0,65099.0] || -> . % 3.61/3.83 65104[15:Spt:65103.0,65066.0,65067.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 65105[15:Spt:65103.0,65066.1] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65106[15:MRR:74.0,65105.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65107[15:MRR:65026.2,65106.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 65108[15:MRR:79.0,65105.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65109[15:MRR:65025.2,65108.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.83 65110[15:MRR:88.1,65105.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65111[15:MRR:65027.2,65110.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 65114[16:Spt:65107.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65115[16:MRR:188.1,65114.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65116[16:MRR:184.1,65114.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65118[16:MRR:65111.0,65115.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65119[16:MRR:137.0,65118.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 65123[16:MRR:65109.0,65116.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 65127[16:MRR:65119.0,65123.0] || -> . % 3.61/3.83 65128[16:Spt:65127.0,65107.0,65114.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65129[16:Spt:65127.0,65107.1] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65130[16:MRR:132.1,65129.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 65131[16:MRR:65111.1,65130.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65132[16:MRR:193.0,65131.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65134[16:MRR:65109.0,65132.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 65137[16:MRR:128.0,128.1,65134.0,65129.0] || -> . % 3.61/3.83 65138[13:Spt:65137.0,65012.3,65017.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 65139[13:Spt:65137.0,65012.0,65012.1,65012.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 65140[14:Spt:65139.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65141[14:MRR:187.0,65140.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65142[14:MRR:202.1,65140.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65143[14:MRR:192.0,65140.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65144[14:MRR:199.0,65140.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 65145[14:MRR:65014.0,65141.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65146[14:MRR:65016.0,65142.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65147[14:MRR:65013.0,65143.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65148[14:MRR:65015.0,65144.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65149[15:Spt:65145.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65150[15:MRR:132.1,65149.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 65151[15:MRR:128.1,65149.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 65154[15:MRR:130.1,65149.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 65155[15:MRR:65146.0,65150.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65156[15:MRR:65147.0,65151.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65157[15:MRR:65148.0,65154.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65158[16:Spt:65155.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65160[16:MRR:81.0,65158.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65161[16:MRR:88.0,65158.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 65164[16:MRR:65156.0,65160.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65165[16:MRR:51.1,65164.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65170[16:MRR:65157.0,65161.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65175[16:MRR:65165.0,65170.0] || -> . % 3.61/3.83 65176[16:Spt:65175.0,65155.0,65158.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65177[16:Spt:65175.0,65155.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65178[16:MRR:53.0,65177.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 65179[16:MRR:65156.1,65178.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65181[16:MRR:79.1,65179.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 65184[16:MRR:65157.0,65181.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65185[16:MRR:60.0,60.1,65177.0,65184.0] || -> . % 3.61/3.83 65189[15:Spt:65185.0,65145.0,65149.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 65190[15:Spt:65185.0,65145.1,65145.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65191[16:Spt:65190.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65192[16:MRR:76.1,65191.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65193[16:MRR:72.1,65191.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65194[16:MRR:74.1,65191.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 65197[16:MRR:65146.1,65192.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.83 65198[16:MRR:65147.1,65193.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 65199[16:MRR:65148.1,65194.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 65200[17:Spt:65197.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65203[17:MRR:137.0,65200.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 65204[17:MRR:144.0,65200.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65205[17:MRR:65198.0,65203.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65210[17:MRR:51.1,65205.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65211[17:MRR:65199.0,65204.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65216[17:MRR:65210.0,65211.0] || -> . % 3.61/3.83 65217[17:Spt:65216.0,65197.0,65200.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 65218[17:Spt:65216.0,65197.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65219[17:MRR:53.0,65218.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 65220[17:MRR:65198.1,65219.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 65223[17:MRR:135.1,65220.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65224[17:MRR:65199.0,65223.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65228[17:MRR:60.0,60.1,65218.0,65224.0] || -> . % 3.61/3.83 65229[16:Spt:65228.0,65190.0,65191.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65230[16:Spt:65228.0,65190.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65231[16:MRR:44.1,65230.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 65232[16:MRR:65147.2,65231.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 65233[16:MRR:46.1,65230.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65234[16:MRR:65148.2,65233.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.83 65235[16:MRR:48.1,65230.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65236[16:MRR:65146.2,65235.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 65239[17:Spt:65232.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 65240[17:MRR:137.1,65239.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 65241[17:MRR:135.1,65239.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65244[17:MRR:65236.0,65240.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65247[17:MRR:88.0,65244.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 65249[17:MRR:65234.0,65241.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65253[17:MRR:65247.0,65249.0] || -> . % 3.61/3.83 65254[17:Spt:65253.0,65232.0,65239.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 65255[17:Spt:65253.0,65232.1] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65256[17:MRR:81.1,65255.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65257[17:MRR:65236.1,65256.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65258[17:MRR:144.0,65257.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65261[17:MRR:65234.0,65258.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65264[17:MRR:79.0,79.1,65261.0,65255.0] || -> . % 3.61/3.83 65265[14:Spt:65264.0,65139.0,65140.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65266[14:Spt:65264.0,65139.1,65139.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 65267[15:Spt:65266.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 65268[15:MRR:136.0,65267.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 65269[15:MRR:146.1,65267.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 65270[15:MRR:143.0,65267.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 65272[15:MRR:131.0,65267.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 65273[15:MRR:65013.1,65268.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65274[15:MRR:65016.1,65269.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65275[15:MRR:65015.1,65270.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65276[15:MRR:65014.1,65272.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65277[16:Spt:65273.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65278[16:MRR:184.0,65277.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65279[16:MRR:193.1,65277.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65280[16:MRR:191.1,65277.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 65281[16:MRR:65276.0,65278.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65282[16:MRR:65274.0,65279.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65283[16:MRR:65275.0,65280.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65284[17:Spt:65281.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65287[17:MRR:74.1,65284.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 65289[17:MRR:76.1,65284.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65290[17:MRR:65283.0,65287.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65295[17:MRR:60.1,65290.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65296[17:MRR:65282.0,65289.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65301[17:MRR:65295.0,65296.0] || -> . % 3.61/3.83 65302[17:Spt:65301.0,65281.0,65284.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65303[17:Spt:65301.0,65281.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65304[17:MRR:46.1,65303.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65305[17:MRR:65283.1,65304.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65308[17:MRR:88.1,65305.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65310[17:MRR:65282.0,65308.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65313[17:MRR:48.0,48.1,65310.0,65303.0] || -> . % 3.61/3.83 65315[16:Spt:65313.0,65273.0,65277.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65316[16:Spt:65313.0,65273.1,65273.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65317[17:Spt:65316.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65318[17:MRR:72.0,65317.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65319[17:MRR:79.1,65317.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 65322[17:MRR:81.1,65317.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65323[17:MRR:65276.1,65318.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.83 65324[17:MRR:65275.1,65319.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.83 65325[17:MRR:65274.1,65322.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.83 65326[18:Spt:65323.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65327[18:MRR:188.1,65326.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65328[18:MRR:186.1,65326.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65329[18:MRR:65325.0,65327.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65330[18:MRR:60.0,65329.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65335[18:MRR:65324.0,65328.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65340[18:MRR:65330.0,65335.0] || -> . % 3.61/3.83 65341[18:Spt:65340.0,65323.0,65326.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65342[18:Spt:65340.0,65323.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65343[18:MRR:48.1,65342.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65344[18:MRR:65325.1,65343.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65345[18:MRR:200.0,65344.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65346[18:MRR:65324.0,65345.0] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65350[18:MRR:46.0,46.1,65346.0,65342.0] || -> . % 3.61/3.83 65351[17:Spt:65350.0,65316.0,65317.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65352[17:Spt:65350.0,65316.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65353[17:MRR:53.1,65352.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 65354[17:MRR:65274.2,65353.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.83 65355[17:MRR:51.1,65352.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65356[17:MRR:65275.2,65355.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.61/3.83 65359[17:MRR:44.0,65352.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65360[17:MRR:65276.2,65359.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 65361[18:Spt:65354.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65362[18:MRR:188.0,65361.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65363[18:MRR:200.0,65361.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65364[18:MRR:65360.0,65362.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65366[18:MRR:74.1,65364.0] || pigeon_5_in_hole_3* -> . % 3.61/3.83 65369[18:MRR:65356.0,65363.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65373[18:MRR:65366.0,65369.0] || -> . % 3.61/3.83 65374[18:Spt:65373.0,65354.0,65361.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65375[18:Spt:65373.0,65354.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65376[18:MRR:76.0,65375.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65377[18:MRR:65360.1,65376.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65378[18:MRR:186.1,65377.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65379[18:MRR:65356.0,65378.0] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65382[18:MRR:88.0,88.1,65375.0,65379.0] || -> . % 3.61/3.83 65383[15:Spt:65382.0,65266.0,65267.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 65384[15:Spt:65382.0,65266.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65385[15:MRR:75.0,65384.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65386[15:MRR:87.0,65384.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 65387[15:MRR:90.1,65384.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65389[15:MRR:80.0,65384.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65390[15:MRR:65013.2,65389.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 65391[15:MRR:65016.2,65387.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.83 65392[15:MRR:65015.2,65386.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 65393[15:MRR:65014.2,65385.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 65394[16:Spt:65390.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65395[16:MRR:191.1,65394.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 65396[16:MRR:193.1,65394.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65397[16:MRR:184.0,65394.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65398[16:MRR:65392.0,65395.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 65399[16:MRR:65391.0,65396.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.83 65400[16:MRR:65393.0,65397.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 65401[17:Spt:65398.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 65403[17:MRR:144.1,65401.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 65405[17:MRR:130.0,65401.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 65406[17:MRR:65399.0,65403.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65408[17:MRR:48.0,65406.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65412[17:MRR:65400.0,65405.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65417[17:MRR:65408.0,65412.0] || -> . % 3.61/3.83 65418[17:Spt:65417.0,65398.0,65401.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65419[17:Spt:65417.0,65398.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65420[17:MRR:60.1,65419.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65421[17:MRR:65399.1,65420.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65424[17:MRR:132.0,65421.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 65425[17:MRR:65400.0,65424.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65429[17:MRR:46.0,46.1,65419.0,65425.0] || -> . % 3.61/3.83 65430[16:Spt:65429.0,65390.0,65394.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65431[16:Spt:65429.0,65390.1,65390.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.83 65432[17:Spt:65431.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 65433[17:MRR:135.1,65432.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 65434[17:MRR:137.1,65432.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 65436[17:MRR:128.0,65432.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 65437[17:MRR:65392.1,65433.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.83 65438[17:MRR:65391.1,65434.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.83 65439[17:MRR:65393.1,65436.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.83 65440[18:Spt:65437.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 65441[18:MRR:200.1,65440.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65442[18:MRR:186.0,65440.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65443[18:MRR:65438.0,65441.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65447[18:MRR:48.0,65443.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65449[18:MRR:65439.0,65442.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65454[18:MRR:65447.0,65449.0] || -> . % 3.61/3.83 65455[18:Spt:65454.0,65437.0,65440.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65456[18:Spt:65454.0,65437.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65457[18:MRR:60.1,65456.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65458[18:MRR:65438.1,65457.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65459[18:MRR:188.0,65458.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65460[18:MRR:65439.0,65459.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65461[18:MRR:46.0,46.1,65456.0,65460.0] || -> . % 3.61/3.83 65465[17:Spt:65461.0,65431.0,65432.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 65466[17:Spt:65461.0,65431.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65467[17:MRR:53.1,65466.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 65468[17:MRR:65391.2,65467.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 65469[17:MRR:44.0,65466.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65470[17:MRR:65393.2,65469.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 65471[17:MRR:51.1,65466.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 65472[17:MRR:65392.2,65471.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 65475[18:Spt:65468.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65476[18:MRR:200.0,65475.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 65477[18:MRR:188.0,65475.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65478[18:MRR:65472.0,65476.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 65479[18:MRR:130.0,65478.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 65482[18:MRR:65470.0,65477.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65485[18:MRR:65479.0,65482.0] || -> . % 3.61/3.83 65486[18:Spt:65485.0,65468.0,65475.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65487[18:Spt:65485.0,65468.1] || -> pigeon_7_in_hole_5*. % 3.61/3.83 65488[18:MRR:144.0,65487.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 65489[18:MRR:65472.1,65488.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 65490[18:MRR:186.0,65489.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65491[18:MRR:65470.0,65490.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 65493[18:MRR:132.0,132.1,65487.0,65491.0] || -> . % 3.61/3.83 65494[12:Spt:65493.0,65005.0,65006.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.83 65495[12:Spt:65493.0,65005.1,65005.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.83 65496[13:Spt:65495.0] || -> pigeon_1_in_hole_5*. % 3.61/3.83 65497[13:MRR:124.1,65496.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 65498[13:MRR:121.1,65496.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 65499[13:MRR:126.1,65496.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 65500[13:MRR:122.1,65496.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 65501[13:MRR:125.1,65496.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 65502[13:MRR:63988.2,65497.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.61/3.83 65503[13:MRR:63986.2,65498.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65504[13:MRR:63987.2,65499.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65505[13:MRR:63989.2,65500.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65506[13:MRR:63990.2,65501.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65507[14:Spt:65502.3] || -> pigeon_5_in_hole_2*. % 3.61/3.83 65508[14:MRR:60.1,65507.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 65509[14:MRR:46.0,65507.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.83 65510[14:MRR:51.0,65507.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 65513[14:MRR:59.1,65507.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 65514[14:MRR:65504.3,65508.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.83 65515[14:MRR:65503.3,65509.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 65516[14:MRR:65505.3,65510.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 65517[14:MRR:65506.3,65513.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 65518[15:Spt:65514.2] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65519[15:MRR:76.0,65518.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65521[15:MRR:90.0,65518.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 65523[15:MRR:81.0,65518.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65524[15:MRR:65515.2,65519.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 65525[15:MRR:65517.2,65521.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.83 65526[15:MRR:65516.2,65523.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 65527[16:Spt:65524.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65530[16:MRR:184.1,65527.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65531[16:MRR:187.1,65527.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65532[16:MRR:65526.0,65530.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65533[16:MRR:164.1,65532.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65537[16:MRR:65525.0,65531.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 65541[16:MRR:65533.0,65537.0] || -> . % 3.61/3.83 65542[16:Spt:65541.0,65524.0,65527.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65543[16:Spt:65541.0,65524.1] || -> pigeon_2_in_hole_6*. % 3.61/3.83 65544[16:MRR:156.1,65543.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 65545[16:MRR:65526.1,65544.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65548[16:MRR:192.1,65545.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65549[16:MRR:65525.0,65548.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 65552[16:MRR:159.0,159.1,65549.0,65543.0] || -> . % 3.61/3.83 65553[15:Spt:65552.0,65514.2,65518.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65554[15:Spt:65552.0,65514.0,65514.1] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 65555[16:Spt:65554.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65556[16:MRR:188.0,65555.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65557[16:MRR:193.0,65555.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65559[16:MRR:202.0,65555.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65560[16:MRR:65515.0,65556.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 65561[16:MRR:65516.0,65557.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 65562[16:MRR:65517.0,65559.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 65563[17:Spt:65560.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 65564[17:MRR:156.1,65563.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 65565[17:MRR:159.1,65563.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65568[17:MRR:65561.0,65564.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65571[17:MRR:80.1,65568.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65573[17:MRR:65562.0,65565.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65577[17:MRR:65571.0,65573.0] || -> . % 3.61/3.83 65578[17:Spt:65577.0,65560.0,65563.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 65579[17:Spt:65577.0,65560.1] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65580[17:MRR:72.1,65579.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65581[17:MRR:65561.1,65580.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65584[17:MRR:164.1,65581.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65585[17:MRR:65562.0,65584.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65588[17:MRR:75.0,75.1,65585.0,65579.0] || -> . % 3.61/3.83 65589[16:Spt:65588.0,65554.0,65555.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65590[16:Spt:65588.0,65554.1] || -> pigeon_7_in_hole_6*. % 3.61/3.83 65591[16:MRR:160.0,65590.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 65592[16:MRR:65515.1,65591.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 65593[16:MRR:165.0,65590.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 65594[16:MRR:65516.1,65593.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.61/3.83 65595[16:MRR:174.0,65590.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65596[16:MRR:65517.1,65595.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.83 65598[17:Spt:65592.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65599[17:MRR:187.1,65598.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65600[17:MRR:184.1,65598.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65602[17:MRR:65596.0,65599.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65603[17:MRR:80.0,65602.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65607[17:MRR:65594.0,65600.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65611[17:MRR:65603.0,65607.0] || -> . % 3.61/3.83 65612[17:Spt:65611.0,65592.0,65598.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65613[17:Spt:65611.0,65592.1] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65614[17:MRR:75.1,65613.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65615[17:MRR:65596.1,65614.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65616[17:MRR:192.0,65615.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 65618[17:MRR:65594.0,65616.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65621[17:MRR:72.0,72.1,65618.0,65613.0] || -> . % 3.61/3.83 65622[14:Spt:65621.0,65502.3,65507.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.83 65623[14:Spt:65621.0,65502.0,65502.1,65502.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.83 65624[15:Spt:65623.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 65625[15:MRR:186.0,65624.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65626[15:MRR:199.1,65624.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65627[15:MRR:191.0,65624.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65628[15:MRR:200.1,65624.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65629[15:MRR:65503.0,65625.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65630[15:MRR:65506.0,65626.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65631[15:MRR:65505.0,65627.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65632[15:MRR:65504.0,65628.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65633[16:Spt:65629.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 65634[16:MRR:160.1,65633.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 65636[16:MRR:159.1,65633.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 65637[16:MRR:156.1,65633.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 65638[16:MRR:65632.0,65634.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65639[16:MRR:65630.0,65636.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65640[16:MRR:65631.0,65637.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65641[17:Spt:65638.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65642[17:MRR:81.0,65641.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 65644[17:MRR:90.0,65641.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65647[17:MRR:65640.0,65642.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65652[17:MRR:52.1,65647.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65653[17:MRR:65639.0,65644.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65658[17:MRR:65652.0,65653.0] || -> . % 3.61/3.83 65659[17:Spt:65658.0,65638.0,65641.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65660[17:Spt:65658.0,65638.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65661[17:MRR:53.0,65660.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 65662[17:MRR:65640.1,65661.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65663[17:MRR:80.1,65662.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65667[17:MRR:65639.0,65663.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65671[17:MRR:62.0,62.1,65660.0,65667.0] || -> . % 3.61/3.83 65672[16:Spt:65671.0,65629.0,65633.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 65673[16:Spt:65671.0,65629.1,65629.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65674[17:Spt:65673.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65675[17:MRR:76.1,65674.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65676[17:MRR:72.1,65674.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65678[17:MRR:75.1,65674.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 65680[17:MRR:65632.1,65675.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.83 65681[17:MRR:65631.1,65676.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.83 65682[17:MRR:65630.1,65678.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.83 65683[18:Spt:65680.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 65684[18:MRR:165.0,65683.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 65685[18:MRR:174.0,65683.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65687[18:MRR:65681.0,65684.0] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65689[18:MRR:52.1,65687.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65693[18:MRR:65682.0,65685.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65698[18:MRR:65689.0,65693.0] || -> . % 3.61/3.83 65699[18:Spt:65698.0,65680.0,65683.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 65700[18:Spt:65698.0,65680.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65701[18:MRR:53.0,65700.0] || pigeon_3_in_hole_2* -> . % 3.61/3.83 65702[18:MRR:65681.1,65701.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65704[18:MRR:164.1,65702.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65705[18:MRR:65682.0,65704.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65706[18:MRR:62.0,62.1,65700.0,65705.0] || -> . % 3.61/3.83 65710[17:Spt:65706.0,65673.0,65674.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65711[17:Spt:65706.0,65673.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65712[17:MRR:44.1,65711.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 65713[17:MRR:65631.2,65712.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 65714[17:MRR:47.1,65711.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65715[17:MRR:65630.2,65714.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 65716[17:MRR:48.1,65711.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65717[17:MRR:65632.2,65716.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.83 65720[18:Spt:65713.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65721[18:MRR:165.1,65720.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 65722[18:MRR:164.1,65720.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65724[18:MRR:65717.0,65721.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65726[18:MRR:90.0,65724.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65729[18:MRR:65715.0,65722.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65733[18:MRR:65726.0,65729.0] || -> . % 3.61/3.83 65734[18:Spt:65733.0,65713.0,65720.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 65735[18:Spt:65733.0,65713.1] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65736[18:MRR:81.1,65735.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65737[18:MRR:65717.1,65736.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 65739[18:MRR:174.0,65737.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65740[18:MRR:65715.0,65739.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65743[18:MRR:80.0,80.1,65740.0,65735.0] || -> . % 3.61/3.83 65744[15:Spt:65743.0,65623.0,65624.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 65745[15:Spt:65743.0,65623.1,65623.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.61/3.83 65746[16:Spt:65745.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 65747[16:MRR:163.0,65746.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 65748[16:MRR:172.1,65746.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 65749[16:MRR:171.1,65746.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 65750[16:MRR:158.0,65746.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 65751[16:MRR:65505.1,65747.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65752[16:MRR:65504.1,65748.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65753[16:MRR:65506.1,65749.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65754[16:MRR:65503.1,65750.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65755[17:Spt:65751.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65756[17:MRR:184.0,65755.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65757[17:MRR:192.1,65755.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65758[17:MRR:193.1,65755.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65759[17:MRR:65754.0,65756.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.61/3.83 65760[17:MRR:65753.0,65757.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.61/3.83 65761[17:MRR:65752.0,65758.0] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.61/3.83 65762[18:Spt:65759.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65764[18:MRR:75.1,65762.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 65767[18:MRR:76.1,65762.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65768[18:MRR:65760.0,65764.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65771[18:MRR:62.1,65768.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65774[18:MRR:65761.0,65767.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65779[18:MRR:65771.0,65774.0] || -> . % 3.61/3.83 65780[18:Spt:65779.0,65759.0,65762.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65781[18:Spt:65779.0,65759.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65782[18:MRR:47.1,65781.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65783[18:MRR:65760.1,65782.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65785[18:MRR:90.1,65783.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65788[18:MRR:65761.0,65785.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65791[18:MRR:48.0,48.1,65788.0,65781.0] || -> . % 3.61/3.83 65793[17:Spt:65791.0,65751.0,65755.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65794[17:Spt:65791.0,65751.1,65751.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.61/3.83 65795[18:Spt:65794.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 65796[18:MRR:72.0,65795.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65797[18:MRR:80.1,65795.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 65800[18:MRR:81.1,65795.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65801[18:MRR:65754.1,65796.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.83 65802[18:MRR:65753.1,65797.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.83 65803[18:MRR:65752.1,65800.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.83 65804[19:Spt:65801.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65805[19:MRR:187.1,65804.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65806[19:MRR:188.1,65804.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65807[19:MRR:65802.0,65805.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65811[19:MRR:62.1,65807.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65813[19:MRR:65803.0,65806.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65818[19:MRR:65811.0,65813.0] || -> . % 3.61/3.83 65819[19:Spt:65818.0,65801.0,65804.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65820[19:Spt:65818.0,65801.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65821[19:MRR:47.1,65820.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65822[19:MRR:65802.1,65821.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65823[19:MRR:202.1,65822.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65824[19:MRR:65803.0,65823.0] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65826[19:MRR:48.0,48.1,65824.0,65820.0] || -> . % 3.61/3.83 65829[18:Spt:65826.0,65794.0,65795.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65830[18:Spt:65826.0,65794.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65831[18:MRR:52.1,65830.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 65832[18:MRR:65753.2,65831.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.83 65833[18:MRR:53.1,65830.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65834[18:MRR:65752.2,65833.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.83 65835[18:MRR:44.0,65830.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65836[18:MRR:65754.2,65835.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 65839[19:Spt:65832.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65840[19:MRR:187.0,65839.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65841[19:MRR:202.1,65839.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65842[19:MRR:65836.0,65840.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 65843[19:MRR:76.1,65842.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 65847[19:MRR:65834.0,65841.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65851[19:MRR:65843.0,65847.0] || -> . % 3.61/3.83 65852[19:Spt:65851.0,65832.0,65839.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65853[19:Spt:65851.0,65832.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 65854[19:MRR:75.0,65853.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 65855[19:MRR:65836.1,65854.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65856[19:MRR:188.1,65855.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65857[19:MRR:65834.0,65856.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 65860[19:MRR:90.0,90.1,65857.0,65853.0] || -> . % 3.61/3.83 65861[16:Spt:65860.0,65745.0,65746.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 65862[16:Spt:65860.0,65745.1] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65863[16:MRR:74.0,65862.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65864[16:MRR:88.1,65862.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65866[16:MRR:87.1,65862.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 65867[16:MRR:79.0,65862.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65868[16:MRR:65505.2,65867.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.83 65869[16:MRR:65504.2,65864.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.83 65870[16:MRR:65506.2,65866.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.83 65871[16:MRR:65503.2,65863.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.83 65872[17:Spt:65868.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 65873[17:MRR:193.1,65872.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65874[17:MRR:192.1,65872.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65875[17:MRR:184.0,65872.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 65876[17:MRR:65869.0,65873.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.83 65877[17:MRR:65870.0,65874.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.61/3.83 65878[17:MRR:65871.0,65875.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.83 65879[18:Spt:65876.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 65881[18:MRR:174.0,65879.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 65882[18:MRR:160.0,65879.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 65883[18:MRR:65877.0,65881.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65885[18:MRR:47.0,65883.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65889[18:MRR:65878.0,65882.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65894[18:MRR:65885.0,65889.0] || -> . % 3.61/3.83 65895[18:Spt:65894.0,65876.0,65879.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 65896[18:Spt:65894.0,65876.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65897[18:MRR:62.0,65896.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65898[18:MRR:65877.1,65897.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 65900[18:MRR:159.0,65898.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 65901[18:MRR:65878.0,65900.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65905[18:MRR:48.0,48.1,65896.0,65901.0] || -> . % 3.61/3.83 65906[17:Spt:65905.0,65868.0,65872.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65907[17:Spt:65905.0,65868.1,65868.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.83 65908[18:Spt:65907.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 65909[18:MRR:165.1,65908.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 65910[18:MRR:164.1,65908.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 65911[18:MRR:156.0,65908.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 65912[18:MRR:65869.1,65909.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.83 65913[18:MRR:65870.1,65910.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.61/3.83 65914[18:MRR:65871.1,65911.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.83 65915[19:Spt:65912.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65916[19:MRR:202.0,65915.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65917[19:MRR:188.0,65915.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65918[19:MRR:65913.0,65916.0] || -> pigeon_6_in_hole_2*. % 3.61/3.83 65922[19:MRR:47.0,65918.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65924[19:MRR:65914.0,65917.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65929[19:MRR:65922.0,65924.0] || -> . % 3.61/3.83 65930[19:Spt:65929.0,65912.0,65915.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65931[19:Spt:65929.0,65912.1] || -> pigeon_7_in_hole_2*. % 3.61/3.83 65932[19:MRR:62.0,65931.0] || pigeon_6_in_hole_2* -> . % 3.61/3.83 65933[19:MRR:65913.1,65932.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65934[19:MRR:187.0,65933.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65935[19:MRR:65914.0,65934.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 65936[19:MRR:48.0,48.1,65931.0,65935.0] || -> . % 3.61/3.83 65940[18:Spt:65936.0,65907.0,65908.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 65941[18:Spt:65936.0,65907.1] || -> pigeon_3_in_hole_2*. % 3.61/3.83 65942[18:MRR:52.1,65941.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 65943[18:MRR:65870.2,65942.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.83 65944[18:MRR:44.0,65941.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 65945[18:MRR:65871.2,65944.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 65946[18:MRR:53.1,65941.0] || pigeon_7_in_hole_2* -> . % 3.61/3.83 65947[18:MRR:65869.2,65946.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 65950[19:Spt:65943.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 65951[19:MRR:202.1,65950.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 65952[19:MRR:187.0,65950.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65953[19:MRR:65947.0,65951.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 65954[19:MRR:160.0,65953.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 65956[19:MRR:65945.0,65952.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 65958[19:MRR:65954.0,65956.0] || -> . % 3.61/3.83 65959[19:Spt:65958.0,65943.0,65950.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 65960[19:Spt:65958.0,65943.1] || -> pigeon_6_in_hole_6*. % 3.61/3.83 65961[19:MRR:174.1,65960.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 65962[19:MRR:65947.1,65961.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 65963[19:MRR:188.0,65962.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 65964[19:MRR:65945.0,65963.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 65965[19:MRR:159.0,159.1,65960.0,65964.0] || -> . % 3.61/3.83 65966[13:Spt:65965.0,65495.0,65496.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.83 65967[13:Spt:65965.0,65495.1] || -> pigeon_1_in_hole_2*. % 3.61/3.83 65968[13:MRR:41.1,65967.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 65969[13:MRR:37.1,65967.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.83 65970[13:MRR:42.1,65967.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 65971[13:MRR:38.1,65967.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 65973[13:MRR:40.1,65967.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.83 65974[13:MRR:63988.4,65973.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.61/3.83 65975[13:MRR:63986.4,65969.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 65976[13:MRR:63987.4,65970.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 65977[13:MRR:63989.4,65971.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 65978[13:MRR:63990.4,65968.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 65979[14:Spt:65974.3] || -> pigeon_5_in_hole_3*. % 3.61/3.83 65980[14:MRR:74.0,65979.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 65981[14:MRR:88.1,65979.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 65983[14:MRR:87.1,65979.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 65984[14:MRR:79.0,65979.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 65985[14:MRR:65975.3,65980.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 65986[14:MRR:65976.3,65981.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 65987[14:MRR:65978.3,65983.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.83 65988[14:MRR:65977.3,65984.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 65989[15:Spt:65985.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 65990[15:MRR:187.1,65989.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 65991[15:MRR:188.1,65989.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 65992[15:MRR:184.1,65989.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 65994[15:MRR:65987.0,65990.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.83 65995[15:MRR:65986.0,65991.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 65996[15:MRR:65988.0,65992.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 65997[16:Spt:65994.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 65998[16:MRR:174.1,65997.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 66000[16:MRR:164.0,65997.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 66002[16:MRR:65995.0,65998.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66005[16:MRR:137.0,66002.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 66007[16:MRR:65996.0,66000.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66011[16:MRR:66005.0,66007.0] || -> . % 3.61/3.83 66012[16:Spt:66011.0,65994.0,65997.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 66013[16:Spt:66011.0,65994.1] || -> pigeon_6_in_hole_5*. % 3.61/3.83 66014[16:MRR:146.1,66013.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66015[16:MRR:65995.1,66014.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66017[16:MRR:165.0,66015.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 66019[16:MRR:65996.0,66017.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66020[16:MRR:136.0,136.1,66013.0,66019.0] || -> . % 3.61/3.83 66023[15:Spt:66020.0,65985.0,65989.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66024[15:Spt:66020.0,65985.1,65985.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 66025[16:Spt:66024.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66026[16:MRR:159.1,66025.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 66027[16:MRR:160.1,66025.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66028[16:MRR:156.1,66025.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 66030[16:MRR:65987.1,66026.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.83 66031[16:MRR:65986.1,66027.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 66032[16:MRR:65988.1,66028.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.83 66033[17:Spt:66030.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66034[17:MRR:202.1,66033.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66035[17:MRR:192.0,66033.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 66037[17:MRR:66031.0,66034.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66039[17:MRR:137.0,66037.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 66042[17:MRR:66032.0,66035.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66046[17:MRR:66039.0,66042.0] || -> . % 3.61/3.83 66047[17:Spt:66046.0,66030.0,66033.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66048[17:Spt:66046.0,66030.1] || -> pigeon_6_in_hole_5*. % 3.61/3.83 66049[17:MRR:146.1,66048.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66050[17:MRR:66031.1,66049.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66051[17:MRR:193.0,66050.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 66053[17:MRR:66032.0,66051.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66056[17:MRR:136.0,136.1,66048.0,66053.0] || -> . % 3.61/3.83 66057[16:Spt:66056.0,66024.0,66025.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66058[16:Spt:66056.0,66024.1] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66059[16:MRR:132.1,66058.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66060[16:MRR:65986.2,66059.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 66061[16:MRR:128.1,66058.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 66062[16:MRR:65988.2,66061.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 66063[16:MRR:131.1,66058.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 66064[16:MRR:65987.2,66063.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.83 66066[17:Spt:66060.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66067[17:MRR:202.0,66066.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66069[17:MRR:193.0,66066.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 66070[17:MRR:66064.0,66067.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 66072[17:MRR:164.0,66070.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 66074[17:MRR:66062.0,66069.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66077[17:MRR:66072.0,66074.0] || -> . % 3.61/3.83 66078[17:Spt:66077.0,66060.0,66066.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66079[17:Spt:66077.0,66060.1] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66080[17:MRR:174.0,66079.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 66081[17:MRR:66064.1,66080.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66083[17:MRR:192.0,66081.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 66084[17:MRR:66062.0,66083.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66086[17:MRR:165.0,165.1,66079.0,66084.0] || -> . % 3.61/3.83 66087[14:Spt:66086.0,65974.3,65979.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 66088[14:Spt:66086.0,65974.0,65974.1,65974.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 66089[15:Spt:66088.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 66090[15:MRR:200.1,66089.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66091[15:MRR:199.1,66089.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 66092[15:MRR:191.0,66089.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 66093[15:MRR:186.0,66089.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66094[15:MRR:65976.0,66090.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 66095[15:MRR:65978.0,66091.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 66096[15:MRR:65977.0,66092.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 66097[15:MRR:65975.0,66093.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 66098[16:Spt:66094.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66099[16:MRR:174.0,66098.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 66100[16:MRR:165.0,66098.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 66102[16:MRR:160.0,66098.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66103[16:MRR:66095.0,66099.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 66104[16:MRR:66096.0,66100.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 66105[16:MRR:66097.0,66102.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 66106[17:Spt:66103.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 66108[17:MRR:136.0,66106.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 66109[17:MRR:131.0,66106.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66111[17:MRR:66104.0,66108.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 66112[17:MRR:72.0,66111.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66116[17:MRR:66105.0,66109.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66120[17:MRR:66112.0,66116.0] || -> . % 3.61/3.83 66121[17:Spt:66120.0,66103.0,66106.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 66122[17:Spt:66120.0,66103.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66123[17:MRR:80.0,66122.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 66124[17:MRR:66104.1,66123.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66126[17:MRR:128.0,66124.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66128[17:MRR:66105.0,66126.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66131[17:MRR:75.0,75.1,66122.0,66128.0] || -> . % 3.61/3.83 66132[16:Spt:66131.0,66094.0,66098.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66133[16:Spt:66131.0,66094.1,66094.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 66134[17:Spt:66133.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66135[17:MRR:146.0,66134.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 66136[17:MRR:137.0,66134.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 66137[17:MRR:132.0,66134.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66139[17:MRR:66095.1,66135.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 66140[17:MRR:66096.1,66136.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 66141[17:MRR:66097.1,66137.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 66142[18:Spt:66139.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 66143[18:MRR:164.0,66142.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 66145[18:MRR:159.0,66142.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66146[18:MRR:66140.0,66143.0] || -> pigeon_3_in_hole_3*. % 3.61/3.83 66150[18:MRR:72.0,66146.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66151[18:MRR:66141.0,66145.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66155[18:MRR:66150.0,66151.0] || -> . % 3.61/3.83 66156[18:Spt:66155.0,66139.0,66142.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 66157[18:Spt:66155.0,66139.1] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66158[18:MRR:80.0,66157.0] || pigeon_3_in_hole_3* -> . % 3.61/3.83 66159[18:MRR:66140.1,66158.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66161[18:MRR:156.0,66159.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66162[18:MRR:66141.0,66161.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66163[18:MRR:75.0,75.1,66157.0,66162.0] || -> . % 3.61/3.83 66166[17:Spt:66163.0,66133.0,66134.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66167[17:Spt:66163.0,66133.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66168[17:MRR:81.0,66167.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 66169[17:MRR:66096.2,66168.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 66170[17:MRR:76.0,66167.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66171[17:MRR:66097.2,66170.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 66172[17:MRR:90.0,66167.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 66173[17:MRR:66095.2,66172.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.61/3.83 66175[18:Spt:66169.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66176[18:MRR:164.1,66175.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 66177[18:MRR:156.0,66175.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66179[18:MRR:66173.0,66176.0] || -> pigeon_6_in_hole_5*. % 3.61/3.83 66181[18:MRR:131.0,66179.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66183[18:MRR:66171.0,66177.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66186[18:MRR:66181.0,66183.0] || -> . % 3.61/3.83 66187[18:Spt:66186.0,66169.0,66175.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 66188[18:Spt:66186.0,66169.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66189[18:MRR:136.1,66188.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 66190[18:MRR:66173.1,66189.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 66191[18:MRR:159.0,66190.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66193[18:MRR:66171.0,66191.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66195[18:MRR:128.0,128.1,66188.0,66193.0] || -> . % 3.61/3.83 66196[15:Spt:66195.0,66088.0,66089.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66197[15:Spt:66195.0,66088.1,66088.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 66198[16:Spt:66197.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66199[16:MRR:163.0,66198.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 66200[16:MRR:171.1,66198.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 66201[16:MRR:158.0,66198.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66202[16:MRR:172.1,66198.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66203[16:MRR:65977.1,66199.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 66204[16:MRR:65978.1,66200.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 66205[16:MRR:65975.1,66201.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 66206[16:MRR:65976.1,66202.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 66207[17:Spt:66203.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 66208[17:MRR:193.1,66207.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66209[17:MRR:192.1,66207.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 66210[17:MRR:184.0,66207.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66211[17:MRR:66206.0,66208.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_3*. % 3.61/3.83 66212[17:MRR:66204.0,66209.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.61/3.83 66213[17:MRR:66205.0,66210.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.61/3.83 66214[18:Spt:66211.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66216[18:MRR:132.0,66214.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66218[18:MRR:146.0,66214.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 66219[18:MRR:66213.0,66216.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66222[18:MRR:75.1,66219.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 66224[18:MRR:66212.0,66218.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66228[18:MRR:66222.0,66224.0] || -> . % 3.61/3.83 66229[18:Spt:66228.0,66211.0,66214.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66230[18:Spt:66228.0,66211.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66231[18:MRR:76.0,66230.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66232[18:MRR:66213.1,66231.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66234[18:MRR:131.1,66232.0] || pigeon_6_in_hole_5* -> . % 3.61/3.83 66236[18:MRR:66212.0,66234.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66238[18:MRR:90.0,90.1,66230.0,66236.0] || -> . % 3.61/3.83 66240[17:Spt:66238.0,66203.0,66207.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 66241[17:Spt:66238.0,66203.1,66203.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.61/3.83 66242[18:Spt:66241.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66243[18:MRR:137.1,66242.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66244[18:MRR:128.0,66242.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66246[18:MRR:136.1,66242.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 66247[18:MRR:66206.1,66243.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.83 66248[18:MRR:66205.1,66244.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 66249[18:MRR:66204.1,66246.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.83 66250[19:Spt:66247.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66251[19:MRR:202.0,66250.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66252[19:MRR:188.0,66250.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66253[19:MRR:66249.0,66251.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66254[19:MRR:75.0,66253.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66258[19:MRR:66248.0,66252.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66262[19:MRR:66254.0,66258.0] || -> . % 3.61/3.83 66263[19:Spt:66262.0,66247.0,66250.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66264[19:Spt:66262.0,66247.1] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66265[19:MRR:90.0,66264.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 66266[19:MRR:66249.1,66265.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66267[19:MRR:187.0,66266.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66268[19:MRR:66248.0,66267.0] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66271[19:MRR:76.0,76.1,66264.0,66268.0] || -> . % 3.61/3.83 66272[18:Spt:66271.0,66241.0,66242.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 66273[18:Spt:66271.0,66241.1] || -> pigeon_3_in_hole_3*. % 3.61/3.83 66274[18:MRR:80.1,66273.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 66275[18:MRR:66204.2,66274.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.61/3.83 66276[18:MRR:72.0,66273.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66277[18:MRR:66205.2,66276.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 66279[18:MRR:81.1,66273.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 66280[18:MRR:66206.2,66279.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 66281[19:Spt:66275.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66282[19:MRR:202.1,66281.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66283[19:MRR:187.0,66281.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66284[19:MRR:66280.0,66282.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66286[19:MRR:132.0,66284.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66288[19:MRR:66277.0,66283.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66291[19:MRR:66286.0,66288.0] || -> . % 3.61/3.83 66292[19:Spt:66291.0,66275.0,66281.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66293[19:Spt:66291.0,66275.1] || -> pigeon_6_in_hole_5*. % 3.61/3.83 66294[19:MRR:146.1,66293.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66295[19:MRR:66280.1,66294.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66296[19:MRR:188.0,66295.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66297[19:MRR:66277.0,66296.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66299[19:MRR:131.0,131.1,66293.0,66297.0] || -> . % 3.61/3.83 66300[16:Spt:66299.0,66197.0,66198.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 66301[16:Spt:66299.0,66197.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66302[16:MRR:144.1,66301.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66303[16:MRR:130.0,66301.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66304[16:MRR:143.1,66301.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.83 66305[16:MRR:135.0,66301.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 66306[16:MRR:65977.2,66305.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 66307[16:MRR:65978.2,66304.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 66308[16:MRR:65975.2,66303.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 66309[16:MRR:65976.2,66302.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.83 66310[17:Spt:66306.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 66311[17:MRR:184.0,66310.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66312[17:MRR:192.1,66310.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.83 66313[17:MRR:193.1,66310.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66314[17:MRR:66308.0,66311.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.61/3.83 66315[17:MRR:66307.0,66312.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.61/3.83 66316[17:MRR:66309.0,66313.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_3*. % 3.61/3.83 66317[18:Spt:66314.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66319[18:MRR:159.1,66317.0] || pigeon_6_in_hole_6* -> . % 3.61/3.83 66320[18:MRR:160.1,66317.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 66321[18:MRR:66315.0,66319.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66323[18:MRR:90.1,66321.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 66326[18:MRR:66316.0,66320.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66330[18:MRR:66323.0,66326.0] || -> . % 3.61/3.83 66331[18:Spt:66330.0,66314.0,66317.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66332[18:Spt:66330.0,66314.1] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66333[18:MRR:75.1,66332.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 66334[18:MRR:66315.1,66333.0] || -> pigeon_6_in_hole_6*. % 3.61/3.83 66336[18:MRR:174.1,66334.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 66337[18:MRR:66316.0,66336.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66340[18:MRR:76.0,76.1,66337.0,66332.0] || -> . % 3.61/3.83 66341[17:Spt:66340.0,66306.0,66310.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 66342[17:Spt:66340.0,66306.1,66306.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.61/3.83 66343[18:Spt:66342.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66344[18:MRR:156.0,66343.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66345[18:MRR:164.1,66343.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.83 66346[18:MRR:165.1,66343.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66347[18:MRR:66308.1,66344.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.61/3.83 66348[18:MRR:66307.1,66345.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.61/3.83 66349[18:MRR:66309.1,66346.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_3*. % 3.61/3.83 66350[19:Spt:66347.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66351[19:MRR:187.1,66350.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66352[19:MRR:188.1,66350.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66353[19:MRR:66348.0,66351.0] || -> pigeon_6_in_hole_3*. % 3.61/3.83 66356[19:MRR:90.1,66353.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 66358[19:MRR:66349.0,66352.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66362[19:MRR:66356.0,66358.0] || -> . % 3.61/3.83 66363[19:Spt:66362.0,66347.0,66350.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66364[19:Spt:66362.0,66347.1] || -> pigeon_2_in_hole_3*. % 3.61/3.83 66365[19:MRR:75.1,66364.0] || pigeon_6_in_hole_3* -> . % 3.61/3.83 66366[19:MRR:66348.1,66365.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66367[19:MRR:202.1,66366.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66368[19:MRR:66349.0,66367.0] || -> pigeon_7_in_hole_3*. % 3.61/3.83 66369[19:MRR:76.0,76.1,66368.0,66364.0] || -> . % 3.61/3.83 66372[18:Spt:66369.0,66342.0,66343.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 66373[18:Spt:66369.0,66342.1] || -> pigeon_3_in_hole_3*. % 3.61/3.83 66374[18:MRR:80.1,66373.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 66375[18:MRR:66307.2,66374.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.61/3.83 66376[18:MRR:81.1,66373.0] || pigeon_7_in_hole_3* -> . % 3.61/3.83 66377[18:MRR:66309.2,66376.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 66378[18:MRR:72.0,66373.0] || pigeon_2_in_hole_3* -> . % 3.61/3.83 66379[18:MRR:66308.2,66378.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 66381[19:Spt:66375.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 66382[19:MRR:187.0,66381.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66383[19:MRR:202.1,66381.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66384[19:MRR:66379.0,66382.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66385[19:MRR:160.1,66384.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 66387[19:MRR:66377.0,66383.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66389[19:MRR:66385.0,66387.0] || -> . % 3.61/3.83 66390[19:Spt:66389.0,66375.0,66381.0] || pigeon_6_in_hole_7* -> . % 3.61/3.83 66391[19:Spt:66389.0,66375.1] || -> pigeon_6_in_hole_6*. % 3.61/3.83 66392[19:MRR:159.0,66391.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66393[19:MRR:66379.1,66392.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66394[19:MRR:188.1,66393.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66395[19:MRR:66377.0,66394.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66396[19:MRR:174.0,174.1,66395.0,66391.0] || -> . % 3.61/3.83 66397[4:Spt:66396.0,50437.0,50438.0] || pigeon_8_in_hole_4*+ -> . % 3.61/3.83 66398[4:Spt:66396.0,50437.1,50437.2,50437.3] || -> pigeon_8_in_hole_3 pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.61/3.83 66399[5:Spt:66398.0] || -> pigeon_8_in_hole_3*. % 3.61/3.83 66400[5:MRR:91.0,66399.0] || pigeon_6_in_hole_3*+ -> . % 3.61/3.83 66401[5:MRR:92.0,66399.0] || pigeon_7_in_hole_3*+ -> . % 3.61/3.83 66402[5:MRR:77.0,66399.0] || pigeon_2_in_hole_3*+ -> . % 3.61/3.83 66403[5:MRR:82.0,66399.0] || pigeon_3_in_hole_3*+ -> . % 3.61/3.83 66404[5:MRR:89.0,66399.0] || pigeon_5_in_hole_3*+ -> . % 3.61/3.83 66405[5:MRR:71.0,66399.0] || pigeon_1_in_hole_3*+ -> . % 3.61/3.83 66406[5:MRR:86.0,66399.0] || pigeon_4_in_hole_3*+ -> . % 3.61/3.83 66407[5:MRR:6.4,66400.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2 pigeon_6_in_hole_1*. % 3.61/3.83 66408[5:MRR:7.4,66401.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.83 66409[5:MRR:2.4,66402.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.83 66410[5:MRR:3.4,66403.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.83 66411[5:MRR:5.4,66404.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.83 66412[5:MRR:1.4,66405.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.83 66413[5:MRR:4.4,66406.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.83 66414[6:Spt:66407.4] || -> pigeon_6_in_hole_2*. % 3.61/3.83 66415[6:MRR:41.0,66414.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.83 66416[6:MRR:52.0,66414.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.83 66417[6:MRR:62.1,66414.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.83 66418[6:MRR:47.0,66414.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.83 66420[6:MRR:59.0,66414.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.83 66421[6:MRR:56.0,66414.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.83 66422[6:MRR:66412.4,66415.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.83 66423[6:MRR:66410.4,66416.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 66424[6:MRR:66408.4,66417.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 66425[6:MRR:66409.4,66418.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 66426[6:MRR:66411.4,66420.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 66427[6:MRR:66413.4,66421.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 66428[7:Spt:66422.4] || -> pigeon_1_in_hole_1*. % 3.61/3.83 66429[7:MRR:10.1,66428.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 66432[7:MRR:11.1,66428.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.83 66433[7:MRR:9.1,66428.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 66434[7:MRR:14.1,66428.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 66435[7:MRR:12.1,66428.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 66436[7:MRR:66423.4,66429.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 66437[7:MRR:66427.4,66432.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 66438[7:MRR:66425.4,66433.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 66439[7:MRR:66424.4,66434.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 66440[7:MRR:66426.4,66435.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 66441[8:Spt:66436.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 66442[8:MRR:193.1,66441.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66444[8:MRR:184.0,66441.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66445[8:MRR:191.1,66441.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66447[8:MRR:190.1,66441.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 66448[8:MRR:66439.0,66442.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 66449[8:MRR:66438.0,66444.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 66450[8:MRR:66440.0,66445.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 66451[8:MRR:66437.0,66447.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 66452[9:Spt:66448.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66453[9:MRR:160.0,66452.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66456[9:MRR:172.0,66452.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 66458[9:MRR:169.0,66452.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 66459[9:MRR:66449.0,66453.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 66460[9:MRR:66450.0,66456.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 66461[9:MRR:66451.0,66458.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 66462[10:Spt:66459.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66464[10:MRR:130.1,66462.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 66468[10:MRR:129.1,66462.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66469[10:MRR:66460.0,66464.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66470[10:MRR:111.0,66469.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66476[10:MRR:66461.0,66468.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66482[10:MRR:66470.0,66476.0] || -> . % 3.61/3.83 66483[10:Spt:66482.0,66459.0,66462.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66484[10:Spt:66482.0,66459.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66485[10:MRR:102.1,66484.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 66486[10:MRR:66460.1,66485.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66491[10:MRR:139.0,66486.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66492[10:MRR:66461.0,66491.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66494[10:MRR:101.0,101.1,66492.0,66484.0] || -> . % 3.61/3.83 66498[9:Spt:66494.0,66448.0,66452.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66499[9:Spt:66494.0,66448.1,66448.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 66500[10:Spt:66499.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66501[10:MRR:132.0,66500.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66502[10:MRR:144.0,66500.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 66506[10:MRR:141.0,66500.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 66507[10:MRR:66449.1,66501.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 66508[10:MRR:66450.1,66502.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 66509[10:MRR:66451.1,66506.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.83 66510[11:Spt:66507.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66513[11:MRR:158.1,66510.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66515[11:MRR:157.1,66510.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66516[11:MRR:66508.0,66513.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66522[11:MRR:111.0,66516.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66523[11:MRR:66509.0,66515.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66529[11:MRR:66522.0,66523.0] || -> . % 3.61/3.83 66530[11:Spt:66529.0,66507.0,66510.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66531[11:Spt:66529.0,66507.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66532[11:MRR:102.1,66531.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 66533[11:MRR:66508.1,66532.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66537[11:MRR:167.0,66533.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66538[11:MRR:66509.0,66537.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66542[11:MRR:101.0,101.1,66538.0,66531.0] || -> . % 3.61/3.83 66544[10:Spt:66542.0,66499.0,66500.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66545[10:Spt:66542.0,66499.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 66546[10:MRR:116.0,66545.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 66547[10:MRR:66450.2,66546.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 66548[10:MRR:113.0,66545.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66549[10:MRR:66451.2,66548.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.83 66550[10:MRR:104.0,66545.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 66551[10:MRR:66449.2,66550.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 66555[11:Spt:66547.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66556[11:MRR:158.0,66555.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66557[11:MRR:167.0,66555.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66561[11:MRR:66551.0,66556.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66562[11:MRR:129.1,66561.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66567[11:MRR:66549.0,66557.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66572[11:MRR:66562.0,66567.0] || -> . % 3.61/3.83 66573[11:Spt:66572.0,66547.0,66555.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66574[11:Spt:66572.0,66547.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66575[11:MRR:130.0,66574.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66576[11:MRR:66551.1,66575.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66577[11:MRR:157.1,66576.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66581[11:MRR:66549.0,66577.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66585[11:MRR:139.0,139.1,66574.0,66581.0] || -> . % 3.61/3.83 66586[8:Spt:66585.0,66436.0,66441.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 66587[8:Spt:66585.0,66436.1,66436.2,66436.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 66588[9:Spt:66587.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 66589[9:MRR:163.1,66588.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 66590[9:MRR:156.0,66588.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66591[9:MRR:162.1,66588.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 66594[9:MRR:165.1,66588.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66595[9:MRR:66440.1,66589.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 66596[9:MRR:66438.1,66590.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 66597[9:MRR:66437.1,66591.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 66598[9:MRR:66439.1,66594.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 66599[10:Spt:66595.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 66600[10:MRR:200.1,66599.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66602[10:MRR:186.0,66599.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66604[10:MRR:195.0,66599.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 66605[10:MRR:66598.0,66600.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 66606[10:MRR:66596.0,66602.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 66607[10:MRR:66597.0,66604.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 66608[11:Spt:66605.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66609[11:MRR:141.0,66608.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66614[11:MRR:132.0,66608.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66615[11:MRR:66607.0,66609.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66620[11:MRR:101.0,66615.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 66622[11:MRR:66606.0,66614.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66628[11:MRR:66620.0,66622.0] || -> . % 3.61/3.83 66629[11:Spt:66628.0,66605.0,66608.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66630[11:Spt:66628.0,66605.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 66631[11:MRR:113.0,66630.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66632[11:MRR:66607.1,66631.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66633[11:MRR:129.0,66632.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66638[11:MRR:66606.0,66633.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66642[11:MRR:104.0,104.1,66630.0,66638.0] || -> . % 3.61/3.83 66644[10:Spt:66642.0,66595.0,66599.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66645[10:Spt:66642.0,66595.1,66595.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 66646[11:Spt:66645.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66647[11:MRR:144.1,66646.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66648[11:MRR:139.0,66646.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 66652[11:MRR:130.0,66646.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66653[11:MRR:66598.1,66647.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.61/3.83 66654[11:MRR:66597.1,66648.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.83 66655[11:MRR:66596.1,66652.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 66656[12:Spt:66653.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66658[12:MRR:188.0,66656.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66660[12:MRR:197.0,66656.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66661[12:MRR:66655.0,66658.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66662[12:MRR:101.1,66661.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66668[12:MRR:66654.0,66660.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66674[12:MRR:66662.0,66668.0] || -> . % 3.61/3.83 66675[12:Spt:66674.0,66653.0,66656.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66676[12:Spt:66674.0,66653.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 66677[12:MRR:104.0,66676.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 66678[12:MRR:66655.1,66677.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66681[12:MRR:185.1,66678.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66682[12:MRR:66654.0,66681.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66687[12:MRR:113.0,113.1,66676.0,66682.0] || -> . % 3.61/3.83 66688[11:Spt:66687.0,66645.0,66646.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 66689[11:Spt:66687.0,66645.1] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66690[11:MRR:102.0,66689.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 66691[11:MRR:66596.2,66690.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 66692[11:MRR:111.0,66689.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66693[11:MRR:66597.2,66692.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.83 66697[11:MRR:116.1,66689.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 66698[11:MRR:66598.2,66697.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 66699[12:Spt:66691.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66700[12:MRR:188.1,66699.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 66701[12:MRR:185.1,66699.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66704[12:MRR:66698.0,66700.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66709[12:MRR:141.0,66704.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66710[12:MRR:66693.0,66701.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66715[12:MRR:66709.0,66710.0] || -> . % 3.61/3.83 66716[12:Spt:66715.0,66691.0,66699.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66717[12:Spt:66715.0,66691.1] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66718[12:MRR:132.1,66717.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 66719[12:MRR:66698.1,66718.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66720[12:MRR:197.0,66719.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66723[12:MRR:66693.0,66720.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66724[12:MRR:129.0,129.1,66723.0,66717.0] || -> . % 3.61/3.83 66728[9:Spt:66724.0,66587.0,66588.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 66729[9:Spt:66724.0,66587.1,66587.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 66730[10:Spt:66729.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 66731[10:MRR:137.1,66730.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 66732[10:MRR:134.1,66730.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 66733[10:MRR:128.0,66730.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 66736[10:MRR:135.1,66730.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 66737[10:MRR:66439.2,66731.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 66738[10:MRR:66437.2,66732.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.83 66739[10:MRR:66438.2,66733.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 66740[10:MRR:66440.2,66736.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 66741[11:Spt:66737.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66742[11:MRR:188.0,66741.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66745[11:MRR:197.0,66741.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 66746[11:MRR:200.0,66741.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66747[11:MRR:66739.0,66742.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 66748[11:MRR:66738.0,66745.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.83 66749[11:MRR:66740.0,66746.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 66750[12:Spt:66747.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66751[12:MRR:158.1,66750.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66754[12:MRR:157.1,66750.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66756[12:MRR:66749.0,66751.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66758[12:MRR:111.0,66756.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66763[12:MRR:66748.0,66754.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66769[12:MRR:66758.0,66763.0] || -> . % 3.61/3.83 66770[12:Spt:66769.0,66747.0,66750.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66771[12:Spt:66769.0,66747.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66772[12:MRR:102.1,66771.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 66773[12:MRR:66749.1,66772.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66776[12:MRR:167.0,66773.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66778[12:MRR:66748.0,66776.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66783[12:MRR:101.0,101.1,66778.0,66771.0] || -> . % 3.61/3.83 66784[11:Spt:66783.0,66737.0,66741.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66785[11:Spt:66783.0,66737.1,66737.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 66786[12:Spt:66785.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66787[12:MRR:160.0,66786.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66788[12:MRR:172.0,66786.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 66791[12:MRR:169.0,66786.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 66792[12:MRR:66739.1,66787.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 66793[12:MRR:66740.1,66788.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.83 66794[12:MRR:66738.1,66791.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.83 66795[13:Spt:66792.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66798[13:MRR:185.1,66795.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66799[13:MRR:186.1,66795.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66800[13:MRR:66794.0,66798.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 66801[13:MRR:111.1,66800.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 66807[13:MRR:66793.0,66799.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66813[13:MRR:66801.0,66807.0] || -> . % 3.61/3.83 66814[13:Spt:66813.0,66792.0,66795.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66815[13:Spt:66813.0,66792.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 66816[13:MRR:101.1,66815.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 66817[13:MRR:66794.1,66816.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 66820[13:MRR:195.1,66817.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66821[13:MRR:66793.0,66820.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 66826[13:MRR:102.0,102.1,66821.0,66815.0] || -> . % 3.61/3.83 66827[12:Spt:66826.0,66785.0,66786.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66828[12:Spt:66826.0,66785.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 66829[12:MRR:113.0,66828.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 66830[12:MRR:66738.2,66829.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.83 66831[12:MRR:116.0,66828.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 66832[12:MRR:66740.2,66831.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 66833[12:MRR:104.0,66828.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 66834[12:MRR:66739.2,66833.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 66838[13:Spt:66830.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 66839[13:MRR:185.0,66838.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66840[13:MRR:195.1,66838.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66843[13:MRR:66834.0,66839.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66847[13:MRR:158.1,66843.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66848[13:MRR:66832.0,66840.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66852[13:MRR:66847.0,66848.0] || -> . % 3.61/3.83 66853[13:Spt:66852.0,66830.0,66838.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66854[13:Spt:66852.0,66830.1] || -> pigeon_4_in_hole_6*. % 3.61/3.83 66855[13:MRR:157.0,66854.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66856[13:MRR:66834.1,66855.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 66857[13:MRR:186.1,66856.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66860[13:MRR:66832.0,66857.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66863[13:MRR:167.0,167.1,66860.0,66854.0] || -> . % 3.61/3.83 66864[10:Spt:66863.0,66729.0,66730.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 66865[10:Spt:66863.0,66729.1] || -> pigeon_3_in_hole_4*. % 3.61/3.83 66866[10:MRR:106.1,66865.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 66867[10:MRR:107.1,66865.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 66868[10:MRR:109.1,66865.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 66870[10:MRR:100.0,66865.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 66872[10:MRR:66439.3,66868.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 66873[10:MRR:66437.3,66866.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.83 66874[10:MRR:66438.3,66870.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 66875[10:MRR:66440.3,66867.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 66876[11:Spt:66872.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 66877[11:MRR:200.0,66876.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66878[11:MRR:197.0,66876.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 66881[11:MRR:188.0,66876.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66882[11:MRR:66875.0,66877.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 66883[11:MRR:66873.0,66878.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.83 66884[11:MRR:66874.0,66881.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 66885[12:Spt:66882.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66886[12:MRR:158.0,66885.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66889[12:MRR:167.0,66885.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66891[12:MRR:66884.0,66886.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66893[12:MRR:129.1,66891.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66897[12:MRR:66883.0,66889.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66902[12:MRR:66893.0,66897.0] || -> . % 3.61/3.83 66903[12:Spt:66902.0,66882.0,66885.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66904[12:Spt:66902.0,66882.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66905[12:MRR:130.0,66904.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66906[12:MRR:66884.1,66905.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66907[12:MRR:157.1,66906.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 66911[12:MRR:66883.0,66907.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66912[12:MRR:139.0,139.1,66904.0,66911.0] || -> . % 3.61/3.83 66916[11:Spt:66912.0,66872.0,66876.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 66917[11:Spt:66912.0,66872.1,66872.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 66918[12:Spt:66917.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 66919[12:MRR:172.0,66918.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 66920[12:MRR:160.0,66918.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 66923[12:MRR:169.0,66918.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 66924[12:MRR:66875.1,66919.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 66925[12:MRR:66874.1,66920.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 66926[12:MRR:66873.1,66923.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.83 66927[13:Spt:66924.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 66928[13:MRR:195.0,66927.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66929[13:MRR:186.0,66927.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66932[13:MRR:66926.0,66928.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 66933[13:MRR:129.0,66932.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66938[13:MRR:66925.0,66929.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66943[13:MRR:66933.0,66938.0] || -> . % 3.61/3.83 66944[13:Spt:66943.0,66924.0,66927.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66945[13:Spt:66943.0,66924.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 66946[13:MRR:139.0,66945.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 66947[13:MRR:66926.1,66946.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 66950[13:MRR:185.0,66947.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66951[13:MRR:66925.0,66950.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 66955[13:MRR:130.0,130.1,66945.0,66951.0] || -> . % 3.61/3.83 66956[12:Spt:66955.0,66917.0,66918.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 66957[12:Spt:66955.0,66917.1] || -> pigeon_7_in_hole_5*. % 3.61/3.83 66958[12:MRR:141.0,66957.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 66959[12:MRR:66873.2,66958.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.83 66960[12:MRR:132.0,66957.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 66961[12:MRR:66874.2,66960.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 66962[12:MRR:144.0,66957.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 66963[12:MRR:66875.2,66962.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 66966[13:Spt:66959.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 66967[13:MRR:195.1,66966.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 66968[13:MRR:185.0,66966.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66971[13:MRR:66963.0,66967.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 66975[13:MRR:158.0,66971.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 66976[13:MRR:66961.0,66968.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66980[13:MRR:66975.0,66976.0] || -> . % 3.61/3.83 66981[13:Spt:66980.0,66959.0,66966.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 66982[13:Spt:66980.0,66959.1] || -> pigeon_4_in_hole_6*. % 3.61/3.83 66983[13:MRR:167.1,66982.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 66984[13:MRR:66963.1,66983.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 66987[13:MRR:186.0,66984.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 66988[13:MRR:66961.0,66987.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 66989[13:MRR:157.0,157.1,66982.0,66988.0] || -> . % 3.61/3.83 66992[7:Spt:66989.0,66422.4,66428.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.83 66993[7:Spt:66989.0,66422.0,66422.1,66422.2,66422.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.83 66994[8:Spt:66993.0] || -> pigeon_1_in_hole_7*. % 3.61/3.83 66995[8:MRR:179.1,66994.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 66996[8:MRR:180.1,66994.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 66997[8:MRR:177.1,66994.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 66999[8:MRR:182.1,66994.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 67000[8:MRR:178.1,66994.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 67001[8:MRR:66427.0,66995.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67002[8:MRR:66426.0,66996.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67003[8:MRR:66425.0,66997.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67004[8:MRR:66424.0,66999.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67005[8:MRR:66423.0,67000.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67006[9:Spt:67001.0] || -> pigeon_4_in_hole_6*. % 3.61/3.83 67007[9:MRR:167.1,67006.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 67008[9:MRR:157.0,67006.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 67011[9:MRR:169.1,67006.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 67012[9:MRR:162.0,67006.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 67013[9:MRR:67002.0,67007.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67014[9:MRR:67003.0,67008.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67015[9:MRR:67004.0,67011.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67016[9:MRR:67005.0,67012.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67017[10:Spt:67013.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67019[10:MRR:130.0,67017.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67020[10:MRR:144.1,67017.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67023[10:MRR:135.0,67017.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 67024[10:MRR:67014.0,67019.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67025[10:MRR:67015.0,67020.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67026[10:MRR:67016.0,67023.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67027[11:Spt:67024.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67030[11:MRR:104.1,67027.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 67032[11:MRR:100.1,67027.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67034[11:MRR:67025.0,67030.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67035[11:MRR:25.0,67034.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67041[11:MRR:67026.0,67032.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67047[11:MRR:67035.0,67041.0] || -> . % 3.61/3.83 67048[11:Spt:67047.0,67024.0,67027.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67049[11:Spt:67047.0,67024.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67050[11:MRR:20.1,67049.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67051[11:MRR:67025.1,67050.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67054[11:MRR:109.0,67051.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67057[11:MRR:67026.0,67054.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67059[11:MRR:16.0,16.1,67057.0,67049.0] || -> . % 3.61/3.83 67063[10:Spt:67059.0,67013.0,67017.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67064[10:Spt:67059.0,67013.1,67013.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67065[11:Spt:67064.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67066[11:MRR:102.0,67065.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67067[11:MRR:116.1,67065.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67069[11:MRR:107.0,67065.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 67072[11:MRR:67014.1,67066.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 67073[11:MRR:67015.1,67067.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67074[11:MRR:67016.1,67069.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 67075[12:Spt:67072.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67077[12:MRR:132.1,67075.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67080[12:MRR:128.1,67075.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67081[12:MRR:67073.0,67077.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67087[12:MRR:25.0,67081.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67088[12:MRR:67074.0,67080.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67094[12:MRR:67087.0,67088.0] || -> . % 3.61/3.83 67095[12:Spt:67094.0,67072.0,67075.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67096[12:Spt:67094.0,67072.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67097[12:MRR:20.1,67096.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67098[12:MRR:67073.1,67097.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67102[12:MRR:137.0,67098.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67103[12:MRR:67074.0,67102.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67107[12:MRR:16.0,16.1,67103.0,67096.0] || -> . % 3.61/3.83 67109[11:Spt:67107.0,67064.0,67065.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67110[11:Spt:67107.0,67064.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67111[11:MRR:32.1,67110.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 67112[11:MRR:67015.2,67111.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 67113[11:MRR:23.0,67110.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67114[11:MRR:67016.2,67113.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 67115[11:MRR:18.0,67110.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67116[11:MRR:67014.2,67115.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 67120[12:Spt:67112.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67121[12:MRR:132.0,67120.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67122[12:MRR:137.0,67120.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67126[12:MRR:67116.0,67121.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67128[12:MRR:100.1,67126.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67132[12:MRR:67114.0,67122.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67137[12:MRR:67128.0,67132.0] || -> . % 3.61/3.83 67138[12:Spt:67137.0,67112.0,67120.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67139[12:Spt:67137.0,67112.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67140[12:MRR:104.0,67139.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67141[12:MRR:67116.1,67140.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67142[12:MRR:128.1,67141.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67146[12:MRR:67114.0,67142.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67150[12:MRR:109.0,109.1,67139.0,67146.0] || -> . % 3.61/3.83 67151[9:Spt:67150.0,67001.0,67006.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 67152[9:Spt:67150.0,67001.1,67001.2,67001.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67153[10:Spt:67152.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 67154[10:MRR:141.1,67153.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67155[10:MRR:129.0,67153.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67156[10:MRR:134.0,67153.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 67159[10:MRR:139.1,67153.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67160[10:MRR:67004.1,67154.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67161[10:MRR:67003.1,67155.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67162[10:MRR:67005.1,67156.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67163[10:MRR:67002.1,67159.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67164[11:Spt:67160.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 67165[11:MRR:172.0,67164.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 67166[11:MRR:160.0,67164.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 67169[11:MRR:165.0,67164.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 67170[11:MRR:67163.0,67165.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67171[11:MRR:67161.0,67166.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67172[11:MRR:67162.0,67169.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67173[12:Spt:67170.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67176[12:MRR:107.0,67173.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67179[12:MRR:102.0,67173.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67180[12:MRR:67172.0,67176.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67186[12:MRR:16.0,67180.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67187[12:MRR:67171.0,67179.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67193[12:MRR:67186.0,67187.0] || -> . % 3.61/3.83 67194[12:Spt:67193.0,67170.0,67173.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67195[12:Spt:67193.0,67170.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67196[12:MRR:23.0,67195.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67197[12:MRR:67172.1,67196.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67200[12:MRR:100.0,67197.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67203[12:MRR:67171.0,67200.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67207[12:MRR:18.0,18.1,67195.0,67203.0] || -> . % 3.61/3.83 67209[11:Spt:67207.0,67160.0,67164.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 67210[11:Spt:67207.0,67160.1,67160.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67211[12:Spt:67210.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67212[12:MRR:116.0,67211.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67213[12:MRR:109.0,67211.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 67217[12:MRR:104.0,67211.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67218[12:MRR:67163.1,67212.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.83 67219[12:MRR:67162.1,67213.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 67220[12:MRR:67161.1,67217.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 67221[13:Spt:67218.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 67222[13:MRR:158.0,67221.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67225[13:MRR:163.0,67221.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67226[13:MRR:67220.0,67222.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67227[13:MRR:16.1,67226.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67233[13:MRR:67219.0,67225.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67239[13:MRR:67227.0,67233.0] || -> . % 3.61/3.83 67240[13:Spt:67239.0,67218.0,67221.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 67241[13:Spt:67239.0,67218.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67242[13:MRR:18.0,67241.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67243[13:MRR:67220.1,67242.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 67246[13:MRR:156.1,67243.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67247[13:MRR:67219.0,67246.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67252[13:MRR:23.0,23.1,67241.0,67247.0] || -> . % 3.61/3.83 67253[12:Spt:67252.0,67210.0,67211.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67254[12:Spt:67252.0,67210.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67255[12:MRR:20.0,67254.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 67256[12:MRR:67161.2,67255.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 67257[12:MRR:25.0,67254.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67258[12:MRR:67162.2,67257.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.83 67262[12:MRR:32.0,67254.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67263[12:MRR:67163.2,67262.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 67264[13:Spt:67256.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 67265[13:MRR:158.1,67264.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 67266[13:MRR:156.1,67264.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67269[13:MRR:67263.0,67265.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67272[13:MRR:107.0,67269.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67275[13:MRR:67258.0,67266.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67280[13:MRR:67272.0,67275.0] || -> . % 3.61/3.83 67281[13:Spt:67280.0,67256.0,67264.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67282[13:Spt:67280.0,67256.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67283[13:MRR:102.1,67282.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67284[13:MRR:67263.1,67283.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 67285[13:MRR:163.0,67284.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67288[13:MRR:67258.0,67285.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67291[13:MRR:100.0,100.1,67288.0,67282.0] || -> . % 3.61/3.83 67293[10:Spt:67291.0,67152.0,67153.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 67294[10:Spt:67291.0,67152.1,67152.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67295[11:Spt:67294.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67296[11:MRR:111.1,67295.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67297[11:MRR:106.0,67295.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 67298[11:MRR:101.0,67295.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67301[11:MRR:113.1,67295.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67302[11:MRR:67002.2,67296.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 67303[11:MRR:67005.2,67297.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 67304[11:MRR:67003.2,67298.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 67305[11:MRR:67004.2,67301.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67306[12:Spt:67302.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 67307[12:MRR:158.0,67306.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 67310[12:MRR:163.0,67306.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 67311[12:MRR:172.1,67306.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 67312[12:MRR:67304.0,67307.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 67313[12:MRR:67303.0,67310.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 67314[12:MRR:67305.0,67311.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67315[13:Spt:67312.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67316[13:MRR:132.1,67315.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67319[13:MRR:128.1,67315.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67321[13:MRR:67314.0,67316.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67323[13:MRR:25.0,67321.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67328[13:MRR:67313.0,67319.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67334[13:MRR:67323.0,67328.0] || -> . % 3.61/3.83 67335[13:Spt:67334.0,67312.0,67315.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67336[13:Spt:67334.0,67312.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67337[13:MRR:20.1,67336.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67338[13:MRR:67314.1,67337.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67341[13:MRR:137.0,67338.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67343[13:MRR:67313.0,67341.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67348[13:MRR:16.0,16.1,67343.0,67336.0] || -> . % 3.61/3.83 67349[12:Spt:67348.0,67302.0,67306.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 67350[12:Spt:67348.0,67302.1,67302.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 67351[13:Spt:67350.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67352[13:MRR:130.0,67351.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67353[13:MRR:144.1,67351.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67356[13:MRR:135.0,67351.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 67357[13:MRR:67304.1,67352.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 67358[13:MRR:67305.1,67353.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 67359[13:MRR:67303.1,67356.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 67360[14:Spt:67357.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 67363[14:MRR:156.1,67360.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67364[14:MRR:160.1,67360.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67365[14:MRR:67359.0,67363.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67366[14:MRR:25.1,67365.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67372[14:MRR:67358.0,67364.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67378[14:MRR:67366.0,67372.0] || -> . % 3.61/3.83 67379[14:Spt:67378.0,67357.0,67360.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67380[14:Spt:67378.0,67357.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67381[14:MRR:16.1,67380.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 67382[14:MRR:67359.1,67381.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 67385[14:MRR:165.1,67382.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67386[14:MRR:67358.0,67385.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67391[14:MRR:20.0,20.1,67386.0,67380.0] || -> . % 3.61/3.83 67392[13:Spt:67391.0,67350.0,67351.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67393[13:Spt:67391.0,67350.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67394[13:MRR:23.0,67393.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 67395[13:MRR:67303.2,67394.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 67396[13:MRR:32.1,67393.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67397[13:MRR:67305.2,67396.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 67398[13:MRR:18.0,67393.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67399[13:MRR:67304.2,67398.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 67403[14:Spt:67395.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 67404[14:MRR:156.0,67403.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67405[14:MRR:165.1,67403.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67408[14:MRR:67399.0,67404.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67412[14:MRR:132.1,67408.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67413[14:MRR:67397.0,67405.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67417[14:MRR:67412.0,67413.0] || -> . % 3.61/3.83 67418[14:Spt:67417.0,67395.0,67403.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67419[14:Spt:67417.0,67395.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 67420[14:MRR:128.0,67419.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67421[14:MRR:67399.1,67420.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 67422[14:MRR:160.1,67421.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67425[14:MRR:67397.0,67422.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67428[14:MRR:137.0,137.1,67425.0,67419.0] || -> . % 3.61/3.83 67429[11:Spt:67428.0,67294.0,67295.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 67430[11:Spt:67428.0,67294.1] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67431[11:MRR:22.0,67430.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 67432[11:MRR:29.1,67430.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 67433[11:MRR:27.1,67430.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 67434[11:MRR:17.0,67430.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 67437[11:MRR:67002.3,67433.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 67438[11:MRR:67005.3,67431.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 67439[11:MRR:67003.3,67434.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 67440[11:MRR:67004.3,67432.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 67441[12:Spt:67437.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 67442[12:MRR:172.1,67441.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 67443[12:MRR:163.0,67441.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 67446[12:MRR:158.0,67441.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 67447[12:MRR:67440.0,67442.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 67448[12:MRR:67438.0,67443.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.83 67449[12:MRR:67439.0,67446.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 67450[13:Spt:67447.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67451[13:MRR:132.0,67450.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67454[13:MRR:137.0,67450.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67456[13:MRR:67449.0,67451.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67458[13:MRR:100.1,67456.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67462[13:MRR:67448.0,67454.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67467[13:MRR:67458.0,67462.0] || -> . % 3.61/3.83 67468[13:Spt:67467.0,67447.0,67450.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67469[13:Spt:67467.0,67447.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67470[13:MRR:104.0,67469.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67471[13:MRR:67449.1,67470.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67472[13:MRR:128.1,67471.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 67476[13:MRR:67448.0,67472.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67477[13:MRR:109.0,109.1,67469.0,67476.0] || -> . % 3.61/3.83 67481[12:Spt:67477.0,67437.0,67441.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 67482[12:Spt:67477.0,67437.1,67437.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 67483[13:Spt:67482.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67484[13:MRR:144.1,67483.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67485[13:MRR:130.0,67483.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67488[13:MRR:135.0,67483.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 67489[13:MRR:67440.1,67484.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 67490[13:MRR:67439.1,67485.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 67491[13:MRR:67438.1,67488.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.83 67492[14:Spt:67489.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 67493[14:MRR:165.0,67492.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67494[14:MRR:160.0,67492.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67497[14:MRR:67491.0,67493.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67498[14:MRR:100.0,67497.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67503[14:MRR:67490.0,67494.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67508[14:MRR:67498.0,67503.0] || -> . % 3.61/3.83 67509[14:Spt:67508.0,67489.0,67492.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67510[14:Spt:67508.0,67489.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67511[14:MRR:109.0,67510.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 67512[14:MRR:67491.1,67511.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 67515[14:MRR:156.0,67512.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67516[14:MRR:67490.0,67515.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67520[14:MRR:104.0,104.1,67510.0,67516.0] || -> . % 3.61/3.83 67521[13:Spt:67520.0,67482.0,67483.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67522[13:Spt:67520.0,67482.1] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67523[13:MRR:107.0,67522.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 67524[13:MRR:67438.2,67523.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 67525[13:MRR:102.0,67522.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67526[13:MRR:67439.2,67525.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 67527[13:MRR:116.1,67522.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 67528[13:MRR:67440.2,67527.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 67531[14:Spt:67524.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 67532[14:MRR:165.1,67531.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 67533[14:MRR:156.0,67531.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67536[14:MRR:67528.0,67532.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67540[14:MRR:132.0,67536.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67541[14:MRR:67526.0,67533.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67545[14:MRR:67540.0,67541.0] || -> . % 3.61/3.83 67546[14:Spt:67545.0,67524.0,67531.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 67547[14:Spt:67545.0,67524.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 67548[14:MRR:137.1,67547.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67549[14:MRR:67528.1,67548.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 67552[14:MRR:160.0,67549.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 67553[14:MRR:67526.0,67552.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67554[14:MRR:128.0,128.1,67547.0,67553.0] || -> . % 3.61/3.83 67557[8:Spt:67554.0,66993.0,66994.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.83 67558[8:Spt:67554.0,66993.1,66993.2,66993.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.83 67559[9:Spt:67558.0] || -> pigeon_1_in_hole_6*. % 3.61/3.83 67560[9:MRR:150.1,67559.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 67561[9:MRR:154.1,67559.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 67562[9:MRR:149.1,67559.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 67564[9:MRR:152.1,67559.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 67565[9:MRR:151.1,67559.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 67566[9:MRR:66423.1,67560.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67567[9:MRR:66424.1,67561.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67568[9:MRR:66425.1,67562.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67569[9:MRR:66426.1,67564.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67570[9:MRR:66427.1,67565.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67571[10:Spt:67566.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 67572[10:MRR:137.1,67571.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67573[10:MRR:128.0,67571.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67576[10:MRR:135.1,67571.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67577[10:MRR:134.1,67571.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 67578[10:MRR:67567.1,67572.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67579[10:MRR:67568.1,67573.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67580[10:MRR:67569.1,67576.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67581[10:MRR:67570.1,67577.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67582[11:Spt:67578.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67584[11:MRR:104.0,67582.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67585[11:MRR:116.0,67582.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67588[11:MRR:113.0,67582.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 67589[11:MRR:67579.1,67584.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 67590[11:MRR:67580.1,67585.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.83 67591[11:MRR:67581.1,67588.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.83 67592[12:Spt:67589.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67595[12:MRR:18.1,67592.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67596[12:MRR:17.1,67592.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67599[12:MRR:67590.1,67595.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 67600[12:MRR:195.0,67599.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 67605[12:MRR:67591.1,67596.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 67610[12:MRR:67600.0,67605.0] || -> . % 3.61/3.83 67611[12:Spt:67610.0,67589.1,67592.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67612[12:Spt:67610.0,67589.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 67613[12:MRR:186.1,67612.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67614[12:MRR:67590.0,67613.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67617[12:MRR:27.0,67614.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67620[12:MRR:67591.1,67617.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 67623[12:MRR:185.0,185.1,67620.0,67612.0] || -> . % 3.61/3.83 67625[11:Spt:67623.0,67578.1,67582.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67626[11:Spt:67623.0,67578.0,67578.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.83 67627[12:Spt:67626.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 67628[12:MRR:200.0,67627.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 67629[12:MRR:197.0,67627.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 67630[12:MRR:188.0,67627.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 67633[12:MRR:67580.0,67628.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67634[12:MRR:67581.0,67629.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67635[12:MRR:67579.0,67630.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67636[13:Spt:67633.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67638[13:MRR:102.0,67636.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 67641[13:MRR:111.0,67636.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 67642[13:MRR:67635.0,67638.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67645[13:MRR:17.1,67642.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67649[13:MRR:67634.0,67641.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67655[13:MRR:67645.0,67649.0] || -> . % 3.61/3.83 67656[13:Spt:67655.0,67633.0,67636.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67657[13:Spt:67655.0,67633.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67658[13:MRR:18.0,67657.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67659[13:MRR:67635.1,67658.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67663[13:MRR:101.1,67659.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 67664[13:MRR:67634.0,67663.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67669[13:MRR:27.0,27.1,67657.0,67664.0] || -> . % 3.61/3.83 67670[12:Spt:67669.0,67626.0,67627.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 67671[12:Spt:67669.0,67626.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67672[12:MRR:20.0,67671.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 67673[12:MRR:67579.2,67672.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 67674[12:MRR:29.0,67671.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67675[12:MRR:67581.2,67674.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.83 67678[12:MRR:32.0,67671.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67679[12:MRR:67580.2,67678.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.83 67681[13:Spt:67673.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 67682[13:MRR:186.1,67681.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67683[13:MRR:185.1,67681.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 67686[13:MRR:67679.0,67682.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67687[13:MRR:111.0,67686.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 67692[13:MRR:67675.0,67683.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67697[13:MRR:67687.0,67692.0] || -> . % 3.61/3.83 67698[13:Spt:67697.0,67673.0,67681.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 67699[13:Spt:67697.0,67673.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67700[13:MRR:102.1,67699.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67701[13:MRR:67679.1,67700.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 67704[13:MRR:195.0,67701.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 67705[13:MRR:67675.0,67704.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67709[13:MRR:101.0,101.1,67705.0,67699.0] || -> . % 3.61/3.83 67710[10:Spt:67709.0,67566.1,67571.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 67711[10:Spt:67709.0,67566.0,67566.2,67566.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67712[11:Spt:67711.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 67713[11:MRR:184.0,67712.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 67714[11:MRR:191.1,67712.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 67715[11:MRR:190.1,67712.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 67717[11:MRR:193.1,67712.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 67718[11:MRR:67568.0,67713.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67719[11:MRR:67569.0,67714.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67720[11:MRR:67570.0,67715.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67721[11:MRR:67567.0,67717.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67722[12:Spt:67718.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67723[12:MRR:132.1,67722.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67726[12:MRR:130.1,67722.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67727[12:MRR:129.1,67722.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 67728[12:MRR:67721.0,67723.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 67729[12:MRR:67719.0,67726.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 67730[12:MRR:67720.0,67727.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 67731[13:Spt:67728.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67732[13:MRR:113.0,67731.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 67735[13:MRR:116.0,67731.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67738[13:MRR:67730.0,67732.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67744[13:MRR:27.1,67738.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67745[13:MRR:67729.0,67735.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67751[13:MRR:67744.0,67745.0] || -> . % 3.61/3.83 67752[13:Spt:67751.0,67728.0,67731.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 67753[13:Spt:67751.0,67728.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67754[13:MRR:29.0,67753.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67755[13:MRR:67730.1,67754.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67756[13:MRR:111.1,67755.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 67761[13:MRR:67729.0,67756.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67763[13:MRR:32.0,32.1,67753.0,67761.0] || -> . % 3.61/3.83 67767[12:Spt:67763.0,67718.0,67722.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67768[12:Spt:67763.0,67718.1,67718.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 67769[13:Spt:67768.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 67770[13:MRR:104.1,67769.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67771[13:MRR:101.1,67769.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 67774[13:MRR:102.1,67769.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67776[13:MRR:67721.1,67770.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67777[13:MRR:67720.1,67771.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.83 67778[13:MRR:67719.1,67774.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 67779[14:Spt:67776.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67782[14:MRR:144.0,67779.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 67783[14:MRR:141.0,67779.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 67784[14:MRR:67778.0,67782.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67785[14:MRR:27.0,67784.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67791[14:MRR:67777.0,67783.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67797[14:MRR:67785.0,67791.0] || -> . % 3.61/3.83 67798[14:Spt:67797.0,67776.0,67779.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67799[14:Spt:67797.0,67776.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67800[14:MRR:32.0,67799.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67801[14:MRR:67778.1,67800.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67804[14:MRR:139.0,67801.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 67805[14:MRR:67777.0,67804.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67810[14:MRR:29.0,29.1,67799.0,67805.0] || -> . % 3.61/3.83 67811[13:Spt:67810.0,67768.0,67769.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67812[13:Spt:67810.0,67768.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67813[13:MRR:18.1,67812.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 67814[13:MRR:67719.2,67813.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 67815[13:MRR:17.1,67812.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67816[13:MRR:67720.2,67815.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 67818[13:MRR:20.1,67812.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 67819[13:MRR:67721.2,67818.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 67822[14:Spt:67814.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67823[14:MRR:144.1,67822.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 67824[14:MRR:139.0,67822.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 67827[14:MRR:67819.0,67823.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 67832[14:MRR:113.0,67827.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 67833[14:MRR:67816.0,67824.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67838[14:MRR:67832.0,67833.0] || -> . % 3.61/3.83 67839[14:Spt:67838.0,67814.0,67822.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 67840[14:Spt:67838.0,67814.1] || -> pigeon_5_in_hole_4*. % 3.61/3.83 67841[14:MRR:116.1,67840.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 67842[14:MRR:67819.1,67841.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67843[14:MRR:141.0,67842.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 67846[14:MRR:67816.0,67843.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 67847[14:MRR:111.0,111.1,67840.0,67846.0] || -> . % 3.61/3.83 67851[11:Spt:67847.0,67711.0,67712.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 67852[11:Spt:67847.0,67711.1,67711.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 67853[12:Spt:67852.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 67854[12:MRR:109.1,67853.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 67855[12:MRR:106.1,67853.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 67858[12:MRR:107.1,67853.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 67859[12:MRR:100.0,67853.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 67860[12:MRR:67567.2,67854.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67861[12:MRR:67570.2,67855.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.83 67862[12:MRR:67569.2,67858.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 67863[12:MRR:67568.2,67859.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 67864[13:Spt:67860.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 67865[13:MRR:188.0,67864.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 67866[13:MRR:200.0,67864.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 67867[13:MRR:197.0,67864.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 67869[13:MRR:67863.0,67865.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 67870[13:MRR:67862.0,67866.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 67871[13:MRR:67861.0,67867.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.83 67872[14:Spt:67869.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67873[14:MRR:129.1,67872.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 67874[14:MRR:130.1,67872.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 67878[14:MRR:67871.0,67873.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67879[14:MRR:27.1,67878.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67885[14:MRR:67870.0,67874.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67891[14:MRR:67879.0,67885.0] || -> . % 3.61/3.83 67892[14:Spt:67891.0,67869.0,67872.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67893[14:Spt:67891.0,67869.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67894[14:MRR:17.1,67893.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67895[14:MRR:67871.1,67894.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 67896[14:MRR:139.1,67895.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 67900[14:MRR:67870.0,67896.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67905[14:MRR:18.0,18.1,67900.0,67893.0] || -> . % 3.61/3.83 67906[13:Spt:67905.0,67860.0,67864.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 67907[13:Spt:67905.0,67860.1,67860.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 67908[14:Spt:67907.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 67909[14:MRR:132.0,67908.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 67910[14:MRR:141.0,67908.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 67911[14:MRR:144.0,67908.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 67914[14:MRR:67863.1,67909.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 67915[14:MRR:67861.1,67910.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.83 67916[14:MRR:67862.1,67911.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.83 67917[15:Spt:67914.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 67919[15:MRR:185.1,67917.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 67920[15:MRR:186.1,67917.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67921[15:MRR:67915.0,67919.0] || -> pigeon_4_in_hole_1*. % 3.61/3.83 67927[15:MRR:27.1,67921.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67928[15:MRR:67916.0,67920.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67934[15:MRR:67927.0,67928.0] || -> . % 3.61/3.83 67935[15:Spt:67934.0,67914.0,67917.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 67936[15:Spt:67934.0,67914.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 67937[15:MRR:17.1,67936.0] || pigeon_4_in_hole_1* -> . % 3.61/3.83 67938[15:MRR:67915.1,67937.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 67940[15:MRR:195.1,67938.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67941[15:MRR:67916.0,67940.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 67942[15:MRR:18.0,18.1,67941.0,67936.0] || -> . % 3.61/3.83 67947[14:Spt:67942.0,67907.0,67908.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 67948[14:Spt:67942.0,67907.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 67949[14:MRR:29.0,67948.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.83 67950[14:MRR:67861.2,67949.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.83 67951[14:MRR:32.0,67948.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 67952[14:MRR:67862.2,67951.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 67953[14:MRR:20.0,67948.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 67954[14:MRR:67863.2,67953.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 67958[15:Spt:67950.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 67959[15:MRR:185.0,67958.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 67960[15:MRR:195.1,67958.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67962[15:MRR:67954.0,67959.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 67965[15:MRR:130.1,67962.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 67967[15:MRR:67952.0,67960.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67971[15:MRR:67965.0,67967.0] || -> . % 3.61/3.83 67972[15:Spt:67971.0,67950.0,67958.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 67973[15:Spt:67971.0,67950.1] || -> pigeon_4_in_hole_5*. % 3.61/3.83 67974[15:MRR:129.0,67973.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 67975[15:MRR:67954.1,67974.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 67976[15:MRR:186.1,67975.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 67978[15:MRR:67952.0,67976.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 67981[15:MRR:139.0,139.1,67978.0,67973.0] || -> . % 3.61/3.83 67982[12:Spt:67981.0,67852.0,67853.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 67983[12:Spt:67981.0,67852.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 67984[12:MRR:22.1,67983.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.83 67985[12:MRR:23.1,67983.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 67986[12:MRR:16.0,67983.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 67987[12:MRR:25.1,67983.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 67990[12:MRR:67567.3,67987.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 67991[12:MRR:67570.3,67984.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 67992[12:MRR:67569.3,67985.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 67993[12:MRR:67568.3,67986.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 67994[13:Spt:67990.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 67996[13:MRR:197.0,67994.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 67997[13:MRR:200.0,67994.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 67998[13:MRR:188.0,67994.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 67999[13:MRR:67991.0,67996.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 68000[13:MRR:67992.0,67997.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.83 68001[13:MRR:67993.0,67998.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 68002[14:Spt:67999.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 68003[14:MRR:129.0,68002.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68004[14:MRR:139.1,68002.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 68008[14:MRR:68001.0,68003.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68013[14:MRR:102.1,68008.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68014[14:MRR:68000.0,68004.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68019[14:MRR:68013.0,68014.0] || -> . % 3.61/3.83 68020[14:Spt:68019.0,67999.0,68002.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 68021[14:Spt:68019.0,67999.1] || -> pigeon_4_in_hole_4*. % 3.61/3.83 68022[14:MRR:101.0,68021.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68023[14:MRR:68001.1,68022.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68024[14:MRR:130.1,68023.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 68028[14:MRR:68000.0,68024.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68031[14:MRR:111.0,111.1,68028.0,68021.0] || -> . % 3.61/3.83 68033[13:Spt:68031.0,67990.0,67994.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68034[13:Spt:68031.0,67990.1,67990.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.83 68035[14:Spt:68034.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68036[14:MRR:141.0,68035.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 68037[14:MRR:132.0,68035.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 68038[14:MRR:144.0,68035.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 68041[14:MRR:67991.1,68036.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.83 68042[14:MRR:67993.1,68037.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 68043[14:MRR:67992.1,68038.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.83 68044[15:Spt:68041.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 68046[15:MRR:195.1,68044.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68047[15:MRR:185.0,68044.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68048[15:MRR:68043.0,68046.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68049[15:MRR:102.0,68048.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68054[15:MRR:68042.0,68047.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68059[15:MRR:68049.0,68054.0] || -> . % 3.61/3.83 68060[15:Spt:68059.0,68041.0,68044.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 68061[15:Spt:68059.0,68041.1] || -> pigeon_4_in_hole_4*. % 3.61/3.83 68062[15:MRR:111.1,68061.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68063[15:MRR:68043.1,68062.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68065[15:MRR:186.0,68063.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68066[15:MRR:68042.0,68065.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68070[15:MRR:101.0,101.1,68061.0,68066.0] || -> . % 3.61/3.83 68071[14:Spt:68070.0,68034.0,68035.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 68072[14:Spt:68070.0,68034.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 68073[14:MRR:116.0,68072.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 68074[14:MRR:67992.2,68073.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 68075[14:MRR:104.0,68072.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68076[14:MRR:67993.2,68075.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 68079[14:MRR:113.0,68072.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 68080[14:MRR:67991.2,68079.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.83 68081[15:Spt:68074.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68082[15:MRR:195.0,68081.0] || pigeon_4_in_hole_7* -> . % 3.61/3.83 68083[15:MRR:186.0,68081.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68085[15:MRR:68080.0,68082.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 68089[15:MRR:129.0,68085.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68090[15:MRR:68076.0,68083.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68094[15:MRR:68089.0,68090.0] || -> . % 3.61/3.83 68095[15:Spt:68094.0,68074.0,68081.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68096[15:Spt:68094.0,68074.1] || -> pigeon_5_in_hole_5*. % 3.61/3.83 68097[15:MRR:139.0,68096.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 68098[15:MRR:68080.1,68097.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 68099[15:MRR:185.0,68098.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68101[15:MRR:68076.0,68099.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68102[15:MRR:130.0,130.1,68096.0,68101.0] || -> . % 3.61/3.83 68105[9:Spt:68102.0,67558.0,67559.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.83 68106[9:Spt:68102.0,67558.1,67558.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.83 68107[10:Spt:68106.0] || -> pigeon_1_in_hole_5*. % 3.61/3.83 68108[10:MRR:123.1,68107.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 68109[10:MRR:121.1,68107.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 68111[10:MRR:124.1,68107.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 68112[10:MRR:126.1,68107.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 68113[10:MRR:122.1,68107.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 68114[10:MRR:66427.2,68108.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.83 68115[10:MRR:66425.2,68109.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 68116[10:MRR:66426.2,68111.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 68117[10:MRR:66424.2,68112.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 68118[10:MRR:66423.2,68113.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 68119[11:Spt:68114.2] || -> pigeon_4_in_hole_4*. % 3.61/3.83 68120[11:MRR:111.1,68119.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 68121[11:MRR:101.0,68119.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 68124[11:MRR:113.1,68119.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 68125[11:MRR:106.0,68119.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 68126[11:MRR:68116.2,68120.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.83 68127[11:MRR:68115.2,68121.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 68128[11:MRR:68117.2,68124.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 68129[11:MRR:68118.2,68125.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 68130[12:Spt:68126.2] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68132[12:MRR:23.0,68130.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 68133[12:MRR:32.1,68130.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 68134[12:MRR:18.0,68130.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 68137[12:MRR:68129.2,68132.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 68138[12:MRR:68128.2,68133.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 68139[12:MRR:68127.2,68134.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 68140[13:Spt:68137.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68141[13:MRR:193.1,68140.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68145[13:MRR:184.0,68140.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68146[13:MRR:68138.0,68141.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68148[13:MRR:160.0,68146.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68152[13:MRR:68139.0,68145.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 68157[13:MRR:68148.0,68152.0] || -> . % 3.61/3.83 68158[13:Spt:68157.0,68137.0,68140.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68159[13:Spt:68157.0,68137.1] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68160[13:MRR:165.1,68159.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68161[13:MRR:68138.1,68160.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 68162[13:MRR:188.0,68161.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68166[13:MRR:68139.0,68162.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 68170[13:MRR:156.0,156.1,68159.0,68166.0] || -> . % 3.61/3.83 68171[12:Spt:68170.0,68126.2,68130.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 68172[12:Spt:68170.0,68126.0,68126.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 68173[13:Spt:68172.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68174[13:MRR:191.0,68173.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68175[13:MRR:200.1,68173.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68178[13:MRR:186.0,68173.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68179[13:MRR:68129.0,68174.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 68180[13:MRR:68128.0,68175.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 68181[13:MRR:68127.0,68178.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 68182[14:Spt:68179.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68183[14:MRR:165.1,68182.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68184[14:MRR:156.0,68182.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68188[14:MRR:68180.0,68183.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68191[14:MRR:20.0,68188.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68194[14:MRR:68181.0,68184.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68199[14:MRR:68191.0,68194.0] || -> . % 3.61/3.83 68200[14:Spt:68199.0,68179.0,68182.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68201[14:Spt:68199.0,68179.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68202[14:MRR:25.1,68201.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68203[14:MRR:68180.1,68202.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68207[14:MRR:160.0,68203.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68208[14:MRR:68181.0,68207.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68211[14:MRR:16.0,16.1,68201.0,68208.0] || -> . % 3.61/3.83 68213[13:Spt:68211.0,68172.0,68173.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68214[13:Spt:68211.0,68172.1] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68215[13:MRR:163.0,68214.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68216[13:MRR:68129.1,68215.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.83 68217[13:MRR:172.1,68214.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68218[13:MRR:68128.1,68217.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.83 68219[13:MRR:158.0,68214.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68220[13:MRR:68127.1,68219.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 68223[14:Spt:68216.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68224[14:MRR:184.0,68223.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68227[14:MRR:193.1,68223.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68228[14:MRR:68220.0,68224.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68229[14:MRR:20.1,68228.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68234[14:MRR:68218.0,68227.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68239[14:MRR:68229.0,68234.0] || -> . % 3.61/3.83 68240[14:Spt:68239.0,68216.0,68223.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68241[14:Spt:68239.0,68216.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68242[14:MRR:16.0,68241.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68243[14:MRR:68220.1,68242.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68244[14:MRR:188.1,68243.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68247[14:MRR:68218.0,68244.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68251[14:MRR:25.0,25.1,68247.0,68241.0] || -> . % 3.61/3.83 68252[11:Spt:68251.0,68114.2,68119.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 68253[11:Spt:68251.0,68114.0,68114.1,68114.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.83 68254[12:Spt:68253.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 68255[12:MRR:190.0,68254.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68256[12:MRR:185.0,68254.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68257[12:MRR:197.1,68254.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68259[12:MRR:195.1,68254.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68260[12:MRR:68118.0,68255.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 68261[12:MRR:68115.0,68256.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 68262[12:MRR:68117.0,68257.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 68263[12:MRR:68116.0,68259.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 68264[13:Spt:68260.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68265[13:MRR:163.1,68264.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68268[13:MRR:156.0,68264.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68269[13:MRR:165.1,68264.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68270[13:MRR:68263.0,68265.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 68271[13:MRR:68261.0,68268.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 68272[13:MRR:68262.0,68269.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 68273[14:Spt:68270.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68274[14:MRR:116.1,68273.0] || pigeon_7_in_hole_4* -> . % 3.61/3.83 68277[14:MRR:102.0,68273.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68279[14:MRR:68272.0,68274.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68280[14:MRR:20.0,68279.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68286[14:MRR:68271.0,68277.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68292[14:MRR:68280.0,68286.0] || -> . % 3.61/3.83 68293[14:Spt:68292.0,68270.0,68273.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68294[14:Spt:68292.0,68270.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68295[14:MRR:32.1,68294.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68296[14:MRR:68272.1,68295.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 68297[14:MRR:104.0,68296.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68301[14:MRR:68271.0,68297.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68302[14:MRR:18.0,18.1,68294.0,68301.0] || -> . % 3.61/3.83 68307[13:Spt:68302.0,68260.0,68264.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68308[13:Spt:68302.0,68260.1,68260.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 68309[14:Spt:68308.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68310[14:MRR:107.1,68309.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 68311[14:MRR:109.1,68309.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 68314[14:MRR:100.0,68309.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 68315[14:MRR:68263.1,68310.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.83 68316[14:MRR:68262.1,68311.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 68317[14:MRR:68261.1,68314.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 68318[15:Spt:68315.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68319[15:MRR:172.1,68318.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68320[15:MRR:158.0,68318.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68323[15:MRR:68316.0,68319.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68329[15:MRR:20.0,68323.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68330[15:MRR:68317.0,68320.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68336[15:MRR:68329.0,68330.0] || -> . % 3.61/3.83 68337[15:Spt:68336.0,68315.0,68318.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 68338[15:Spt:68336.0,68315.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68339[15:MRR:32.1,68338.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68340[15:MRR:68316.1,68339.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68343[15:MRR:160.0,68340.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68344[15:MRR:68317.0,68343.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68349[15:MRR:18.0,18.1,68338.0,68344.0] || -> . % 3.61/3.83 68350[14:Spt:68349.0,68308.0,68309.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 68351[14:Spt:68349.0,68308.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68352[14:MRR:25.1,68351.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 68353[14:MRR:68262.2,68352.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 68354[14:MRR:16.0,68351.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68355[14:MRR:68261.2,68354.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 68356[14:MRR:23.1,68351.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 68357[14:MRR:68263.2,68356.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 68361[15:Spt:68353.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68362[15:MRR:172.0,68361.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 68363[15:MRR:160.0,68361.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68366[15:MRR:68357.0,68362.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68367[15:MRR:102.0,68366.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68371[15:MRR:68355.0,68363.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68375[15:MRR:68367.0,68371.0] || -> . % 3.61/3.83 68376[15:Spt:68375.0,68353.0,68361.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68377[15:Spt:68375.0,68353.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 68378[15:MRR:116.0,68377.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68379[15:MRR:68357.1,68378.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68382[15:MRR:158.0,68379.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68383[15:MRR:68355.0,68382.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68386[15:MRR:104.0,104.1,68377.0,68383.0] || -> . % 3.61/3.83 68387[12:Spt:68386.0,68253.0,68254.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 68388[12:Spt:68386.0,68253.1,68253.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.83 68389[13:Spt:68388.0] || -> pigeon_4_in_hole_6*. % 3.61/3.83 68390[13:MRR:169.1,68389.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68391[13:MRR:167.1,68389.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68392[13:MRR:157.0,68389.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68394[13:MRR:162.0,68389.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68395[13:MRR:68117.1,68390.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 68396[13:MRR:68116.1,68391.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 68397[13:MRR:68115.1,68392.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 68398[13:MRR:68118.1,68394.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 68399[14:Spt:68395.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 68400[14:MRR:193.0,68399.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68401[14:MRR:188.0,68399.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68403[14:MRR:200.0,68399.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68404[14:MRR:68398.0,68400.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.83 68405[14:MRR:68397.0,68401.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.83 68406[14:MRR:68396.0,68403.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.83 68407[15:Spt:68404.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68408[15:MRR:100.0,68407.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68412[15:MRR:107.1,68407.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68413[15:MRR:68405.0,68408.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68419[15:MRR:18.1,68413.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 68420[15:MRR:68406.0,68412.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68426[15:MRR:68419.0,68420.0] || -> . % 3.61/3.83 68427[15:Spt:68426.0,68404.0,68407.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 68428[15:Spt:68426.0,68404.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68429[15:MRR:16.0,68428.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68430[15:MRR:68405.1,68429.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68431[15:MRR:102.1,68430.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68435[15:MRR:68406.0,68431.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68439[15:MRR:23.0,23.1,68435.0,68428.0] || -> . % 3.61/3.83 68441[14:Spt:68439.0,68395.0,68399.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68442[14:Spt:68439.0,68395.1,68395.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.83 68443[15:Spt:68442.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 68444[15:MRR:109.0,68443.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 68445[15:MRR:104.0,68443.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 68448[15:MRR:116.0,68443.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 68449[15:MRR:68398.1,68444.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.83 68450[15:MRR:68397.1,68445.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 68451[15:MRR:68396.1,68448.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.83 68452[16:Spt:68449.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68454[16:MRR:184.0,68452.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68455[16:MRR:191.1,68452.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68456[16:MRR:68450.0,68454.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68458[16:MRR:18.1,68456.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 68463[16:MRR:68451.0,68455.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68469[16:MRR:68458.0,68463.0] || -> . % 3.61/3.83 68470[16:Spt:68469.0,68449.0,68452.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68471[16:Spt:68469.0,68449.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68472[16:MRR:16.0,68471.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68473[16:MRR:68450.1,68472.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68475[16:MRR:186.1,68473.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68476[16:MRR:68451.0,68475.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68478[16:MRR:23.0,23.1,68476.0,68471.0] || -> . % 3.61/3.83 68482[15:Spt:68478.0,68442.0,68443.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 68483[15:Spt:68478.0,68442.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68484[15:MRR:20.0,68483.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 68485[15:MRR:68397.2,68484.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 68486[15:MRR:32.0,68483.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 68487[15:MRR:68396.2,68486.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.83 68488[15:MRR:25.0,68483.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 68489[15:MRR:68398.2,68488.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.83 68493[16:Spt:68485.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68494[16:MRR:184.1,68493.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68495[16:MRR:186.1,68493.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68497[16:MRR:68489.0,68494.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68498[16:MRR:107.1,68497.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68502[16:MRR:68487.0,68495.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68506[16:MRR:68498.0,68502.0] || -> . % 3.61/3.83 68507[16:Spt:68506.0,68485.0,68493.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68508[16:Spt:68506.0,68485.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68509[16:MRR:100.1,68508.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 68510[16:MRR:68489.1,68509.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68511[16:MRR:191.1,68510.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68513[16:MRR:68487.0,68511.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68516[16:MRR:102.0,102.1,68513.0,68508.0] || -> . % 3.61/3.83 68517[13:Spt:68516.0,68388.0,68389.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 68518[13:Spt:68516.0,68388.1] || -> pigeon_4_in_hole_1*. % 3.61/3.83 68519[13:MRR:17.0,68518.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 68520[13:MRR:27.1,68518.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 68521[13:MRR:22.0,68518.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 68524[13:MRR:29.1,68518.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 68525[13:MRR:68117.3,68524.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 68526[13:MRR:68116.3,68520.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 68527[13:MRR:68115.3,68519.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 68528[13:MRR:68118.3,68521.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.83 68529[14:Spt:68525.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 68530[14:MRR:200.0,68529.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68532[14:MRR:188.0,68529.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68533[14:MRR:193.0,68529.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68534[14:MRR:68526.0,68530.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 68535[14:MRR:68527.0,68532.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.83 68536[14:MRR:68528.0,68533.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.83 68537[15:Spt:68534.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68539[15:MRR:158.0,68537.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68541[15:MRR:163.0,68537.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68542[15:MRR:68535.0,68539.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68543[15:MRR:100.1,68542.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 68548[15:MRR:68536.0,68541.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68553[15:MRR:68543.0,68548.0] || -> . % 3.61/3.83 68554[15:Spt:68553.0,68534.0,68537.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 68555[15:Spt:68553.0,68534.1] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68556[15:MRR:102.0,68555.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68557[15:MRR:68535.1,68556.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 68560[15:MRR:156.1,68557.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68561[15:MRR:68536.0,68560.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68563[15:MRR:107.0,107.1,68555.0,68561.0] || -> . % 3.61/3.83 68566[14:Spt:68563.0,68525.0,68529.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68567[14:Spt:68563.0,68525.1,68525.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.83 68568[15:Spt:68567.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68569[15:MRR:172.0,68568.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68570[15:MRR:160.0,68568.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68572[15:MRR:165.0,68568.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68573[15:MRR:68526.1,68569.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.83 68574[15:MRR:68527.1,68570.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.83 68575[15:MRR:68528.1,68572.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.83 68576[16:Spt:68573.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68577[16:MRR:186.0,68576.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68578[16:MRR:191.0,68576.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68580[16:MRR:68574.0,68577.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 68585[16:MRR:100.1,68580.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 68586[16:MRR:68575.0,68578.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68591[16:MRR:68585.0,68586.0] || -> . % 3.61/3.83 68592[16:Spt:68591.0,68573.0,68576.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68593[16:Spt:68591.0,68573.1] || -> pigeon_5_in_hole_4*. % 3.61/3.83 68594[16:MRR:102.0,68593.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 68595[16:MRR:68574.1,68594.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68597[16:MRR:184.1,68595.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68598[16:MRR:68575.0,68597.0] || -> pigeon_3_in_hole_4*. % 3.61/3.83 68601[16:MRR:107.0,107.1,68593.0,68598.0] || -> . % 3.61/3.83 68603[15:Spt:68601.0,68567.0,68568.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68604[15:Spt:68601.0,68567.1] || -> pigeon_7_in_hole_4*. % 3.61/3.83 68605[15:MRR:104.0,68604.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 68606[15:MRR:68527.2,68605.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 68607[15:MRR:109.0,68604.0] || pigeon_3_in_hole_4* -> . % 3.61/3.83 68608[15:MRR:68528.2,68607.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 68609[15:MRR:116.0,68604.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 68610[15:MRR:68526.2,68609.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 68613[16:Spt:68606.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68614[16:MRR:186.1,68613.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68615[16:MRR:184.1,68613.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68617[16:MRR:68610.0,68614.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68618[16:MRR:163.0,68617.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68621[16:MRR:68608.0,68615.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68624[16:MRR:68618.0,68621.0] || -> . % 3.61/3.83 68625[16:Spt:68624.0,68606.0,68613.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68626[16:Spt:68624.0,68606.1] || -> pigeon_2_in_hole_6*. % 3.61/3.83 68627[16:MRR:158.1,68626.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 68628[16:MRR:68610.1,68627.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68630[16:MRR:191.0,68628.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68631[16:MRR:68608.0,68630.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68633[16:MRR:156.0,156.1,68631.0,68626.0] || -> . % 3.61/3.83 68634[10:Spt:68633.0,68106.0,68107.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.83 68635[10:Spt:68633.0,68106.1] || -> pigeon_1_in_hole_4*. % 3.61/3.83 68636[10:MRR:93.1,68635.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 68637[10:MRR:94.1,68635.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.83 68638[10:MRR:96.1,68635.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 68639[10:MRR:98.1,68635.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.83 68641[10:MRR:95.1,68635.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 68642[10:MRR:66427.3,68641.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.83 68643[10:MRR:66425.3,68636.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 68644[10:MRR:66426.3,68638.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 68645[10:MRR:66424.3,68639.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 68646[10:MRR:66423.3,68637.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 68647[11:Spt:68642.3] || -> pigeon_4_in_hole_1*. % 3.61/3.83 68648[11:MRR:17.0,68647.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 68649[11:MRR:27.1,68647.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 68650[11:MRR:22.0,68647.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 68653[11:MRR:29.1,68647.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 68654[11:MRR:68643.3,68648.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 68655[11:MRR:68644.3,68649.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 68656[11:MRR:68646.3,68650.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 68657[11:MRR:68645.3,68653.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 68658[12:Spt:68654.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 68660[12:MRR:184.1,68658.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68661[12:MRR:186.1,68658.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68662[12:MRR:188.1,68658.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68664[12:MRR:68656.0,68660.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 68665[12:MRR:68655.0,68661.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.83 68666[12:MRR:68657.0,68662.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 68667[13:Spt:68664.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68668[13:MRR:163.1,68667.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 68671[13:MRR:165.1,68667.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68673[13:MRR:68665.0,68668.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 68677[13:MRR:144.1,68673.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 68679[13:MRR:68666.0,68671.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68684[13:MRR:68677.0,68679.0] || -> . % 3.61/3.83 68685[13:Spt:68684.0,68664.0,68667.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68686[13:Spt:68684.0,68664.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 68687[13:MRR:135.1,68686.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 68688[13:MRR:68665.1,68687.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68691[13:MRR:172.1,68688.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68693[13:MRR:68666.0,68691.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68694[13:MRR:137.0,137.1,68693.0,68686.0] || -> . % 3.61/3.83 68698[12:Spt:68694.0,68654.0,68658.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68699[12:Spt:68694.0,68654.1,68654.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 68700[13:Spt:68699.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 68701[13:MRR:156.1,68700.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68702[13:MRR:158.1,68700.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68704[13:MRR:160.1,68700.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68706[13:MRR:68656.1,68701.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.83 68707[13:MRR:68655.1,68702.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 68708[13:MRR:68657.1,68704.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.83 68709[14:Spt:68706.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68711[14:MRR:191.1,68709.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68712[14:MRR:193.1,68709.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68714[14:MRR:68707.0,68711.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 68716[14:MRR:144.1,68714.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 68720[14:MRR:68708.0,68712.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68725[14:MRR:68716.0,68720.0] || -> . % 3.61/3.83 68726[14:Spt:68725.0,68706.0,68709.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68727[14:Spt:68725.0,68706.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 68728[14:MRR:135.1,68727.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 68729[14:MRR:68707.1,68728.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68731[14:MRR:200.1,68729.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68733[14:MRR:68708.0,68731.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68737[14:MRR:137.0,137.1,68733.0,68727.0] || -> . % 3.61/3.83 68738[13:Spt:68737.0,68699.0,68700.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68739[13:Spt:68737.0,68699.1] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68740[13:MRR:130.1,68739.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 68741[13:MRR:68655.2,68740.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 68742[13:MRR:132.1,68739.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 68743[13:MRR:68657.2,68742.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.83 68744[13:MRR:128.1,68739.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 68745[13:MRR:68656.2,68744.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 68748[14:Spt:68741.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68749[14:MRR:191.0,68748.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68751[14:MRR:200.1,68748.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68753[14:MRR:68745.0,68749.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68755[14:MRR:165.1,68753.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68758[14:MRR:68743.0,68751.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68762[14:MRR:68755.0,68758.0] || -> . % 3.61/3.83 68763[14:Spt:68762.0,68741.0,68748.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68764[14:Spt:68762.0,68741.1] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68765[14:MRR:163.0,68764.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68766[14:MRR:68745.1,68765.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68768[14:MRR:193.1,68766.0] || pigeon_7_in_hole_7* -> . % 3.61/3.83 68770[14:MRR:68743.0,68768.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68773[14:MRR:172.0,172.1,68770.0,68764.0] || -> . % 3.61/3.83 68774[11:Spt:68773.0,68642.3,68647.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.83 68775[11:Spt:68773.0,68642.0,68642.1,68642.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.83 68776[12:Spt:68775.0] || -> pigeon_4_in_hole_7*. % 3.61/3.83 68777[12:MRR:195.1,68776.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68778[12:MRR:190.0,68776.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68780[12:MRR:197.1,68776.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68781[12:MRR:185.0,68776.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68782[12:MRR:68644.0,68777.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 68783[12:MRR:68646.0,68778.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 68784[12:MRR:68645.0,68780.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 68785[12:MRR:68643.0,68781.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 68786[13:Spt:68782.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 68787[13:MRR:163.0,68786.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68788[13:MRR:172.1,68786.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68791[13:MRR:158.0,68786.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68792[13:MRR:68783.0,68787.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 68793[13:MRR:68784.0,68788.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 68794[13:MRR:68785.0,68791.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 68795[14:Spt:68792.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 68797[14:MRR:137.1,68795.0] || pigeon_7_in_hole_5* -> . % 3.61/3.83 68798[14:MRR:128.0,68795.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68801[14:MRR:68793.0,68797.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68802[14:MRR:20.0,68801.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68807[14:MRR:68794.0,68798.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68812[14:MRR:68802.0,68807.0] || -> . % 3.61/3.83 68813[14:Spt:68812.0,68792.0,68795.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 68814[14:Spt:68812.0,68792.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68815[14:MRR:25.1,68814.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68816[14:MRR:68793.1,68815.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68818[14:MRR:132.0,68816.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68821[14:MRR:68794.0,68818.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68825[14:MRR:16.0,16.1,68814.0,68821.0] || -> . % 3.61/3.83 68826[13:Spt:68825.0,68782.0,68786.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68827[13:Spt:68825.0,68782.1,68782.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 68828[14:Spt:68827.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 68829[14:MRR:135.0,68828.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 68830[14:MRR:144.1,68828.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 68831[14:MRR:130.0,68828.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 68834[14:MRR:68783.1,68829.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 68835[14:MRR:68784.1,68830.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 68836[14:MRR:68785.1,68831.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 68837[15:Spt:68834.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68839[15:MRR:165.1,68837.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68841[15:MRR:156.0,68837.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68842[15:MRR:68835.0,68839.0] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68847[15:MRR:20.0,68842.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68848[15:MRR:68836.0,68841.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68853[15:MRR:68847.0,68848.0] || -> . % 3.61/3.83 68854[15:Spt:68853.0,68834.0,68837.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68855[15:Spt:68853.0,68834.1] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68856[15:MRR:25.1,68855.0] || pigeon_7_in_hole_1* -> . % 3.61/3.83 68857[15:MRR:68835.1,68856.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68860[15:MRR:160.0,68857.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68861[15:MRR:68836.0,68860.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68862[15:MRR:16.0,16.1,68855.0,68861.0] || -> . % 3.61/3.83 68866[14:Spt:68862.0,68827.0,68828.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 68867[14:Spt:68862.0,68827.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68868[14:MRR:32.1,68867.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 68869[14:MRR:68784.2,68868.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.83 68870[14:MRR:18.0,68867.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68871[14:MRR:68785.2,68870.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.83 68872[14:MRR:23.0,68867.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 68873[14:MRR:68783.2,68872.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.61/3.83 68876[15:Spt:68869.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 68877[15:MRR:165.0,68876.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 68878[15:MRR:160.0,68876.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68881[15:MRR:68873.0,68877.0] || -> pigeon_3_in_hole_5*. % 3.61/3.83 68884[15:MRR:128.0,68881.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68886[15:MRR:68871.0,68878.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68890[15:MRR:68884.0,68886.0] || -> . % 3.61/3.83 68891[15:Spt:68890.0,68869.0,68876.0] || pigeon_7_in_hole_6* -> . % 3.61/3.83 68892[15:Spt:68890.0,68869.1] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68893[15:MRR:137.0,68892.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 68894[15:MRR:68873.1,68893.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 68895[15:MRR:156.0,68894.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 68898[15:MRR:68871.0,68895.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68901[15:MRR:132.0,132.1,68892.0,68898.0] || -> . % 3.61/3.83 68902[12:Spt:68901.0,68775.0,68776.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 68903[12:Spt:68901.0,68775.1,68775.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.83 68904[13:Spt:68903.0] || -> pigeon_4_in_hole_6*. % 3.61/3.83 68905[13:MRR:169.1,68904.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 68906[13:MRR:162.0,68904.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 68907[13:MRR:157.0,68904.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 68909[13:MRR:167.1,68904.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 68910[13:MRR:68645.1,68905.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 68911[13:MRR:68646.1,68906.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 68912[13:MRR:68643.1,68907.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 68913[13:MRR:68644.1,68909.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 68914[14:Spt:68910.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 68915[14:MRR:200.0,68914.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 68916[14:MRR:193.0,68914.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 68918[14:MRR:188.0,68914.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 68919[14:MRR:68913.0,68915.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.83 68920[14:MRR:68911.0,68916.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.83 68921[14:MRR:68912.0,68918.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.83 68922[15:Spt:68919.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 68925[15:MRR:130.0,68922.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 68927[15:MRR:135.0,68922.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 68928[15:MRR:68921.0,68925.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68931[15:MRR:16.1,68928.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 68934[15:MRR:68920.0,68927.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68939[15:MRR:68931.0,68934.0] || -> . % 3.61/3.83 68940[15:Spt:68939.0,68919.0,68922.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 68941[15:Spt:68939.0,68919.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68942[15:MRR:18.0,68941.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68943[15:MRR:68921.1,68942.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 68946[15:MRR:128.1,68943.0] || pigeon_3_in_hole_5* -> . % 3.61/3.83 68948[15:MRR:68920.0,68946.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68951[15:MRR:23.0,23.1,68941.0,68948.0] || -> . % 3.61/3.83 68953[14:Spt:68951.0,68910.0,68914.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 68954[14:Spt:68951.0,68910.1,68910.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.83 68955[15:Spt:68954.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 68956[15:MRR:144.0,68955.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 68957[15:MRR:132.0,68955.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 68960[15:MRR:137.0,68955.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 68961[15:MRR:68913.1,68956.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.83 68962[15:MRR:68912.1,68957.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 68963[15:MRR:68911.1,68960.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.83 68964[16:Spt:68961.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 68966[16:MRR:191.0,68964.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 68967[16:MRR:186.0,68964.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68968[16:MRR:68963.0,68966.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 68969[16:MRR:16.0,68968.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68974[16:MRR:68962.0,68967.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68979[16:MRR:68969.0,68974.0] || -> . % 3.61/3.83 68980[16:Spt:68979.0,68961.0,68964.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 68981[16:Spt:68979.0,68961.1] || -> pigeon_5_in_hole_1*. % 3.61/3.83 68982[16:MRR:23.0,68981.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 68983[16:MRR:68963.1,68982.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 68985[16:MRR:184.0,68983.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 68986[16:MRR:68962.0,68985.0] || -> pigeon_2_in_hole_1*. % 3.61/3.83 68990[16:MRR:18.0,18.1,68981.0,68986.0] || -> . % 3.61/3.83 68991[15:Spt:68990.0,68954.0,68955.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 68992[15:Spt:68990.0,68954.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 68993[15:MRR:25.0,68992.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 68994[15:MRR:68911.2,68993.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.83 68995[15:MRR:20.0,68992.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 68996[15:MRR:68912.2,68995.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.83 68999[15:MRR:32.0,68992.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 69000[15:MRR:68913.2,68999.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.83 69001[16:Spt:68994.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 69002[16:MRR:191.1,69001.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 69003[16:MRR:184.0,69001.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 69005[16:MRR:69000.0,69002.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 69007[16:MRR:130.0,69005.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 69010[16:MRR:68996.0,69003.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 69014[16:MRR:69007.0,69010.0] || -> . % 3.61/3.83 69015[16:Spt:69014.0,68994.0,69001.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 69016[16:Spt:69014.0,68994.1] || -> pigeon_3_in_hole_5*. % 3.61/3.83 69017[16:MRR:135.1,69016.0] || pigeon_5_in_hole_5* -> . % 3.61/3.83 69018[16:MRR:69000.1,69017.0] || -> pigeon_5_in_hole_7*. % 3.61/3.83 69019[16:MRR:186.0,69018.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 69021[16:MRR:68996.0,69019.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 69024[16:MRR:128.0,128.1,69016.0,69021.0] || -> . % 3.61/3.83 69025[13:Spt:69024.0,68903.0,68904.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 69026[13:Spt:69024.0,68903.1] || -> pigeon_4_in_hole_5*. % 3.61/3.83 69027[13:MRR:139.1,69026.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 69028[13:MRR:129.0,69026.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 69029[13:MRR:134.0,69026.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.83 69031[13:MRR:141.1,69026.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 69032[13:MRR:68645.2,69031.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 69033[13:MRR:68646.2,69029.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 69034[13:MRR:68643.2,69028.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 69035[13:MRR:68644.2,69027.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.83 69036[14:Spt:69032.0] || -> pigeon_7_in_hole_7*. % 3.61/3.83 69037[14:MRR:188.0,69036.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 69039[14:MRR:193.0,69036.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 69040[14:MRR:200.0,69036.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 69041[14:MRR:69034.0,69037.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.83 69042[14:MRR:69033.0,69039.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.83 69043[14:MRR:69035.0,69040.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.83 69044[15:Spt:69041.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 69046[15:MRR:156.1,69044.0] || pigeon_3_in_hole_6* -> . % 3.61/3.83 69048[15:MRR:158.1,69044.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 69049[15:MRR:69042.0,69046.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 69051[15:MRR:23.1,69049.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 69055[15:MRR:69043.0,69048.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 69060[15:MRR:69051.0,69055.0] || -> . % 3.61/3.83 69061[15:Spt:69060.0,69041.0,69044.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 69062[15:Spt:69060.0,69041.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 69063[15:MRR:16.1,69062.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 69064[15:MRR:69042.1,69063.0] || -> pigeon_3_in_hole_6*. % 3.61/3.83 69067[15:MRR:163.1,69064.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 69068[15:MRR:69043.0,69067.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 69072[15:MRR:18.0,18.1,69068.0,69062.0] || -> . % 3.61/3.83 69073[14:Spt:69072.0,69032.0,69036.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 69074[14:Spt:69072.0,69032.1,69032.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.83 69075[15:Spt:69074.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 69076[15:MRR:160.0,69075.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 69077[15:MRR:165.0,69075.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.83 69079[15:MRR:172.0,69075.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 69080[15:MRR:69034.1,69076.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.83 69081[15:MRR:69033.1,69077.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.83 69082[15:MRR:69035.1,69079.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.83 69083[16:Spt:69080.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 69084[16:MRR:184.1,69083.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 69085[16:MRR:186.1,69083.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 69087[16:MRR:69081.0,69084.0] || -> pigeon_3_in_hole_1*. % 3.61/3.83 69091[16:MRR:23.1,69087.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 69093[16:MRR:69082.0,69085.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 69098[16:MRR:69091.0,69093.0] || -> . % 3.61/3.83 69099[16:Spt:69098.0,69080.0,69083.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 69100[16:Spt:69098.0,69080.1] || -> pigeon_2_in_hole_1*. % 3.61/3.83 69101[16:MRR:16.1,69100.0] || pigeon_3_in_hole_1* -> . % 3.61/3.83 69102[16:MRR:69081.1,69101.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 69104[16:MRR:191.1,69102.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 69105[16:MRR:69082.0,69104.0] || -> pigeon_5_in_hole_1*. % 3.61/3.83 69106[16:MRR:18.0,18.1,69105.0,69100.0] || -> . % 3.61/3.83 69110[15:Spt:69106.0,69074.0,69075.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 69111[15:Spt:69106.0,69074.1] || -> pigeon_7_in_hole_1*. % 3.61/3.83 69112[15:MRR:25.0,69111.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.83 69113[15:MRR:69033.2,69112.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.83 69114[15:MRR:32.0,69111.0] || pigeon_5_in_hole_1* -> . % 3.61/3.83 69115[15:MRR:69035.2,69114.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.83 69116[15:MRR:20.0,69111.0] || pigeon_2_in_hole_1* -> . % 3.61/3.83 69117[15:MRR:69034.2,69116.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.83 69120[16:Spt:69113.0] || -> pigeon_3_in_hole_7*. % 3.61/3.83 69121[16:MRR:184.0,69120.0] || pigeon_2_in_hole_7* -> . % 3.61/3.83 69122[16:MRR:191.1,69120.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 69124[16:MRR:69117.0,69121.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 69125[16:MRR:158.1,69124.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 69128[16:MRR:69115.0,69122.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 69131[16:MRR:69125.0,69128.0] || -> . % 3.61/3.83 69132[16:Spt:69131.0,69113.0,69120.0] || pigeon_3_in_hole_7* -> . % 3.61/3.83 69133[16:Spt:69131.0,69113.1] || -> pigeon_3_in_hole_6*. % 3.61/3.83 69134[16:MRR:156.0,69133.0] || pigeon_2_in_hole_6* -> . % 3.61/3.83 69135[16:MRR:69117.1,69134.0] || -> pigeon_2_in_hole_7*. % 3.61/3.83 69137[16:MRR:186.1,69135.0] || pigeon_5_in_hole_7* -> . % 3.61/3.83 69138[16:MRR:69115.0,69137.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 69140[16:MRR:163.0,163.1,69138.0,69133.0] || -> . % 3.61/3.83 69141[6:Spt:69140.0,66407.4,66414.0] || pigeon_6_in_hole_2*+ -> . % 3.61/3.83 69142[6:Spt:69140.0,66407.0,66407.1,66407.2,66407.3,66407.5] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.61/3.83 69143[7:Spt:69142.0] || -> pigeon_6_in_hole_7*. % 3.61/3.83 69144[7:MRR:192.0,69143.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.83 69145[7:MRR:187.0,69143.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.83 69146[7:MRR:199.0,69143.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.83 69147[7:MRR:202.1,69143.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.83 69148[7:MRR:196.0,69143.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.83 69149[7:MRR:181.0,69143.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.83 69150[7:MRR:66410.0,69144.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.83 69151[7:MRR:66409.0,69145.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.83 69152[7:MRR:66411.0,69146.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.83 69153[7:MRR:66408.0,69147.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.83 69154[7:MRR:66413.0,69148.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.83 69155[7:MRR:66412.0,69149.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.83 69156[8:Spt:69150.4] || -> pigeon_3_in_hole_1*. % 3.61/3.83 69157[8:MRR:25.1,69156.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.83 69158[8:MRR:16.0,69156.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.83 69159[8:MRR:23.1,69156.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.83 69162[8:MRR:22.1,69156.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.83 69163[8:MRR:10.0,69156.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.83 69164[8:MRR:69153.4,69157.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.83 69165[8:MRR:69151.4,69158.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.83 69166[8:MRR:69152.4,69159.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.83 69167[8:MRR:69154.4,69162.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.83 69168[8:MRR:69155.4,69163.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.83 69169[9:Spt:69164.0] || -> pigeon_7_in_hole_6*. % 3.61/3.83 69170[9:MRR:172.0,69169.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 69173[9:MRR:160.0,69169.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 69174[9:MRR:169.0,69169.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 69175[9:MRR:154.0,69169.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.83 69176[9:MRR:69166.0,69170.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.83 69177[9:MRR:69165.0,69173.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.83 69178[9:MRR:69167.0,69174.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.83 69179[9:MRR:69168.0,69175.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.83 69180[10:Spt:69176.0] || -> pigeon_5_in_hole_5*. % 3.61/3.83 69181[10:MRR:139.0,69180.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 69184[10:MRR:130.0,69180.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 69186[10:MRR:124.0,69180.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.83 69187[10:MRR:69178.0,69181.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.83 69188[10:MRR:69177.0,69184.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.83 69189[10:MRR:69179.0,69186.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.83 69190[11:Spt:69187.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 69193[11:MRR:95.0,69190.0] || pigeon_1_in_hole_4* -> . % 3.61/3.83 69195[11:MRR:101.0,69190.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 69197[11:MRR:69189.0,69193.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69198[11:MRR:37.1,69197.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 69204[11:MRR:69188.0,69195.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 69210[11:MRR:69198.0,69204.0] || -> . % 3.61/3.83 69211[11:Spt:69210.0,69187.0,69190.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 69212[11:Spt:69210.0,69187.1] || -> pigeon_4_in_hole_2*. % 3.61/3.83 69213[11:MRR:39.0,69212.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69214[11:MRR:69189.1,69213.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69217[11:MRR:93.1,69214.0] || pigeon_2_in_hole_4* -> . % 3.61/3.83 69220[11:MRR:69188.0,69217.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 69221[11:MRR:45.0,45.1,69212.0,69220.0] || -> . % 3.61/3.83 69226[10:Spt:69221.0,69176.0,69180.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 69227[10:Spt:69221.0,69176.1,69176.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.83 69228[11:Spt:69227.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 69229[11:MRR:111.0,69228.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 69230[11:MRR:96.0,69228.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.83 69234[11:MRR:102.0,69228.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 69235[11:MRR:69178.1,69229.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.83 69236[11:MRR:69179.1,69230.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.83 69237[11:MRR:69177.1,69234.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 69238[12:Spt:69235.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 69239[12:MRR:129.0,69238.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 69243[12:MRR:123.0,69238.0] || pigeon_1_in_hole_5* -> . % 3.61/3.83 69244[12:MRR:69237.0,69239.0] || -> pigeon_2_in_hole_2*. % 3.61/3.83 69245[12:MRR:37.0,69244.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69251[12:MRR:69236.0,69243.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69257[12:MRR:69245.0,69251.0] || -> . % 3.61/3.83 69258[12:Spt:69257.0,69235.0,69238.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 69259[12:Spt:69257.0,69235.1] || -> pigeon_4_in_hole_2*. % 3.61/3.83 69260[12:MRR:45.0,69259.0] || pigeon_2_in_hole_2* -> . % 3.61/3.83 69261[12:MRR:69237.1,69260.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 69265[12:MRR:121.0,69261.0] || pigeon_1_in_hole_5* -> . % 3.61/3.83 69266[12:MRR:69236.0,69265.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69271[12:MRR:39.0,39.1,69259.0,69266.0] || -> . % 3.61/3.83 69272[11:Spt:69271.0,69227.0,69228.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 69273[11:Spt:69271.0,69227.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 69274[11:MRR:46.0,69273.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.83 69275[11:MRR:69177.2,69274.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.83 69276[11:MRR:40.0,69273.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69277[11:MRR:69179.2,69276.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.83 69278[11:MRR:55.0,69273.0] || pigeon_4_in_hole_2* -> . % 3.61/3.83 69279[11:MRR:69178.2,69278.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.83 69283[12:Spt:69275.0] || -> pigeon_2_in_hole_5*. % 3.61/3.83 69284[12:MRR:129.1,69283.0] || pigeon_4_in_hole_5* -> . % 3.61/3.83 69285[12:MRR:121.0,69283.0] || pigeon_1_in_hole_5* -> . % 3.61/3.83 69289[12:MRR:69279.0,69284.0] || -> pigeon_4_in_hole_4*. % 3.61/3.83 69292[12:MRR:95.0,69289.0] || pigeon_1_in_hole_4* -> . % 3.61/3.83 69295[12:MRR:69277.0,69285.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69300[12:MRR:69292.0,69295.0] || -> . % 3.61/3.83 69301[12:Spt:69300.0,69275.0,69283.0] || pigeon_2_in_hole_5* -> . % 3.61/3.83 69302[12:Spt:69300.0,69275.1] || -> pigeon_2_in_hole_4*. % 3.61/3.83 69303[12:MRR:101.1,69302.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 69304[12:MRR:69279.1,69303.0] || -> pigeon_4_in_hole_5*. % 3.61/3.83 69305[12:MRR:123.0,69304.0] || pigeon_1_in_hole_5* -> . % 3.61/3.83 69309[12:MRR:69277.0,69305.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69312[12:MRR:93.0,93.1,69302.0,69309.0] || -> . % 3.61/3.83 69314[9:Spt:69312.0,69164.0,69169.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.83 69315[9:Spt:69312.0,69164.1,69164.2,69164.3] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.83 69316[10:Spt:69315.0] || -> pigeon_7_in_hole_5*. % 3.61/3.83 69317[10:MRR:132.0,69316.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.83 69318[10:MRR:141.0,69316.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.83 69319[10:MRR:126.0,69316.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.83 69322[10:MRR:144.0,69316.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.83 69323[10:MRR:69165.1,69317.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.83 69324[10:MRR:69167.1,69318.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.83 69325[10:MRR:69168.1,69319.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.83 69326[10:MRR:69166.1,69322.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.83 69327[11:Spt:69323.0] || -> pigeon_2_in_hole_6*. % 3.61/3.83 69328[11:MRR:158.1,69327.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.83 69331[11:MRR:157.1,69327.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 69332[11:MRR:149.0,69327.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.83 69333[11:MRR:69326.0,69328.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.83 69334[11:MRR:69324.0,69331.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.83 69335[11:MRR:69325.0,69332.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.83 69336[12:Spt:69333.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 69341[12:MRR:96.0,69336.0] || pigeon_1_in_hole_4* -> . % 3.61/3.83 69342[12:MRR:111.0,69336.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 69343[12:MRR:69335.0,69341.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69349[12:MRR:39.1,69343.0] || pigeon_4_in_hole_2* -> . % 3.61/3.83 69350[12:MRR:69334.0,69342.0] || -> pigeon_4_in_hole_2*. % 3.61/3.83 69356[12:MRR:69349.0,69350.0] || -> . % 3.61/3.83 69357[12:Spt:69356.0,69333.0,69336.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 69358[12:Spt:69356.0,69333.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 69359[12:MRR:40.0,69358.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69360[12:MRR:69335.1,69359.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69365[12:MRR:95.1,69360.0] || pigeon_4_in_hole_4* -> . % 3.61/3.83 69366[12:MRR:69334.0,69365.0] || -> pigeon_4_in_hole_2*. % 3.61/3.83 69370[12:MRR:55.0,55.1,69358.0,69366.0] || -> . % 3.61/3.83 69372[11:Spt:69370.0,69323.0,69327.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 69373[11:Spt:69370.0,69323.1,69323.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.83 69374[12:Spt:69373.0] || -> pigeon_2_in_hole_4*. % 3.61/3.83 69375[12:MRR:102.1,69374.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 69376[12:MRR:93.0,69374.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.83 69377[12:MRR:101.1,69374.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 69381[12:MRR:69326.1,69375.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.83 69382[12:MRR:69325.1,69376.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.83 69383[12:MRR:69324.1,69377.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.83 69384[13:Spt:69381.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 69387[13:MRR:167.0,69384.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 69388[13:MRR:152.0,69384.0] || pigeon_1_in_hole_6* -> . % 3.61/3.83 69389[13:MRR:69383.0,69387.0] || -> pigeon_4_in_hole_2*. % 3.61/3.83 69390[13:MRR:39.0,69389.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69396[13:MRR:69382.0,69388.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69402[13:MRR:69390.0,69396.0] || -> . % 3.61/3.83 69403[13:Spt:69402.0,69381.0,69384.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 69404[13:Spt:69402.0,69381.1] || -> pigeon_5_in_hole_2*. % 3.61/3.83 69405[13:MRR:55.0,69404.0] || pigeon_4_in_hole_2* -> . % 3.61/3.83 69406[13:MRR:69383.1,69405.0] || -> pigeon_4_in_hole_6*. % 3.61/3.83 69409[13:MRR:151.0,69406.0] || pigeon_1_in_hole_6* -> . % 3.61/3.83 69410[13:MRR:69382.0,69409.0] || -> pigeon_1_in_hole_2*. % 3.61/3.83 69415[13:MRR:40.0,40.1,69404.0,69410.0] || -> . % 3.61/3.83 69416[12:Spt:69415.0,69373.0,69374.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 69417[12:Spt:69415.0,69373.1] || -> pigeon_2_in_hole_2*. % 3.61/3.83 69418[12:MRR:45.1,69417.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.83 69419[12:MRR:69324.2,69418.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.83 69420[12:MRR:37.0,69417.0] || pigeon_1_in_hole_2* -> . % 3.61/3.83 69421[12:MRR:69325.2,69420.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.83 69425[12:MRR:46.1,69417.0] || pigeon_5_in_hole_2* -> . % 3.61/3.83 69426[12:MRR:69326.2,69425.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.83 69427[13:Spt:69419.0] || -> pigeon_4_in_hole_6*. % 3.61/3.83 69428[13:MRR:167.1,69427.0] || pigeon_5_in_hole_6* -> . % 3.61/3.83 69429[13:MRR:151.0,69427.0] || pigeon_1_in_hole_6* -> . % 3.61/3.83 69432[13:MRR:69426.0,69428.0] || -> pigeon_5_in_hole_4*. % 3.61/3.83 69434[13:MRR:96.0,69432.0] || pigeon_1_in_hole_4* -> . % 3.61/3.83 69438[13:MRR:69421.0,69429.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69443[13:MRR:69434.0,69438.0] || -> . % 3.61/3.83 69444[13:Spt:69443.0,69419.0,69427.0] || pigeon_4_in_hole_6* -> . % 3.61/3.83 69445[13:Spt:69443.0,69419.1] || -> pigeon_4_in_hole_4*. % 3.61/3.83 69446[13:MRR:111.1,69445.0] || pigeon_5_in_hole_4* -> . % 3.61/3.83 69447[13:MRR:69426.1,69446.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 69448[13:MRR:152.0,69447.0] || pigeon_1_in_hole_6* -> . % 3.61/3.83 69451[13:MRR:69421.0,69448.0] || -> pigeon_1_in_hole_4*. % 3.61/3.83 69455[13:MRR:95.0,95.1,69445.0,69451.0] || -> . % 3.61/3.83 69456[10:Spt:69455.0,69315.0,69316.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.83 69457[10:Spt:69455.0,69315.1,69315.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.83 69458[11:Spt:69457.0] || -> pigeon_7_in_hole_4*. % 3.61/3.83 69459[11:MRR:116.0,69458.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.83 69460[11:MRR:98.0,69458.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.83 69461[11:MRR:113.0,69458.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.83 69464[11:MRR:104.0,69458.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.83 69465[11:MRR:69166.2,69459.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.83 69466[11:MRR:69168.2,69460.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.83 69467[11:MRR:69167.2,69461.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.83 69468[11:MRR:69165.2,69464.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.83 69469[12:Spt:69465.0] || -> pigeon_5_in_hole_6*. % 3.61/3.83 69470[12:MRR:167.0,69469.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.83 69473[12:MRR:152.0,69469.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.83 69474[12:MRR:158.0,69469.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.83 69475[12:MRR:69467.0,69470.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.83 69476[12:MRR:69466.0,69473.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.83 69477[12:MRR:69468.0,69474.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 69478[13:Spt:69475.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69479[13:MRR:129.0,69478.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69482[13:MRR:123.0,69478.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 69484[13:MRR:69477.0,69479.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 69486[13:MRR:37.0,69484.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 69491[13:MRR:69476.0,69482.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 69497[13:MRR:69486.0,69491.0] || -> . % 3.61/3.84 69498[13:Spt:69497.0,69475.0,69478.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 69499[13:Spt:69497.0,69475.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 69500[13:MRR:45.0,69499.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 69501[13:MRR:69477.1,69500.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69504[13:MRR:121.0,69501.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 69506[13:MRR:69476.0,69504.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 69511[13:MRR:39.0,39.1,69499.0,69506.0] || -> . % 3.61/3.84 69512[12:Spt:69511.0,69465.0,69469.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 69513[12:Spt:69511.0,69465.1,69465.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 69514[13:Spt:69513.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 69515[13:MRR:139.0,69514.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 69516[13:MRR:130.0,69514.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 69519[13:MRR:124.0,69514.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 69520[13:MRR:69467.1,69515.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 69521[13:MRR:69468.1,69516.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.84 69522[13:MRR:69466.1,69519.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 69523[14:Spt:69520.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 69526[14:MRR:151.0,69523.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 69527[14:MRR:157.0,69523.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69528[14:MRR:69522.0,69526.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 69529[14:MRR:37.1,69528.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 69535[14:MRR:69521.0,69527.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 69541[14:MRR:69529.0,69535.0] || -> . % 3.61/3.84 69542[14:Spt:69541.0,69520.0,69523.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69543[14:Spt:69541.0,69520.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 69544[14:MRR:39.0,69543.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 69545[14:MRR:69522.1,69544.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 69548[14:MRR:149.1,69545.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69549[14:MRR:69521.0,69548.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 69554[14:MRR:45.0,45.1,69543.0,69549.0] || -> . % 3.61/3.84 69555[13:Spt:69554.0,69513.0,69514.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 69556[13:Spt:69554.0,69513.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 69557[13:MRR:40.0,69556.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 69558[13:MRR:69466.2,69557.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.61/3.84 69559[13:MRR:46.0,69556.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 69560[13:MRR:69468.2,69559.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 69561[13:MRR:55.0,69556.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 69562[13:MRR:69467.2,69561.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.84 69566[14:Spt:69558.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 69567[14:MRR:151.1,69566.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69568[14:MRR:149.1,69566.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69571[14:MRR:69562.0,69567.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69575[14:MRR:129.0,69571.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69576[14:MRR:69560.0,69568.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69580[14:MRR:69575.0,69576.0] || -> . % 3.61/3.84 69581[14:Spt:69580.0,69558.0,69566.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 69582[14:Spt:69580.0,69558.1] || -> pigeon_1_in_hole_5*. % 3.61/3.84 69583[14:MRR:123.1,69582.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 69584[14:MRR:69562.1,69583.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 69585[14:MRR:157.0,69584.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69588[14:MRR:69560.0,69585.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69591[14:MRR:121.0,121.1,69588.0,69582.0] || -> . % 3.61/3.84 69592[11:Spt:69591.0,69457.0,69458.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 69593[11:Spt:69591.0,69457.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 69594[11:MRR:42.0,69593.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 69595[11:MRR:48.0,69593.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 69596[11:MRR:60.0,69593.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 69599[11:MRR:57.0,69593.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 69600[11:MRR:69166.3,69596.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 69601[11:MRR:69168.3,69594.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 69602[11:MRR:69167.3,69599.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 69603[11:MRR:69165.3,69595.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 69604[12:Spt:69600.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 69605[12:MRR:158.0,69604.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 69606[12:MRR:152.0,69604.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 69609[12:MRR:167.0,69604.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 69610[12:MRR:69603.0,69605.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 69611[12:MRR:69601.0,69606.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 69612[12:MRR:69602.0,69609.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 69613[13:Spt:69610.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69614[13:MRR:129.1,69613.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 69617[13:MRR:121.0,69613.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 69619[13:MRR:69612.0,69614.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 69621[13:MRR:95.0,69619.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 69625[13:MRR:69611.0,69617.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 69630[13:MRR:69621.0,69625.0] || -> . % 3.61/3.84 69631[13:Spt:69630.0,69610.0,69613.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69632[13:Spt:69630.0,69610.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 69633[13:MRR:101.1,69632.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 69634[13:MRR:69612.1,69633.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69635[13:MRR:123.0,69634.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 69639[13:MRR:69611.0,69635.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 69640[13:MRR:93.0,93.1,69632.0,69639.0] || -> . % 3.61/3.84 69644[12:Spt:69640.0,69600.0,69604.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 69645[12:Spt:69640.0,69600.1,69600.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 69646[13:Spt:69645.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 69647[13:MRR:130.0,69646.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 69648[13:MRR:139.0,69646.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 69651[13:MRR:124.0,69646.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 69652[13:MRR:69603.1,69647.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.84 69653[13:MRR:69602.1,69648.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 69654[13:MRR:69601.1,69651.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.84 69655[14:Spt:69652.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 69656[14:MRR:149.0,69655.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 69657[14:MRR:157.1,69655.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69660[14:MRR:69654.0,69656.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 69661[14:MRR:95.1,69660.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 69666[14:MRR:69653.0,69657.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 69671[14:MRR:69661.0,69666.0] || -> . % 3.61/3.84 69672[14:Spt:69671.0,69652.0,69655.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69673[14:Spt:69671.0,69652.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 69674[14:MRR:93.0,69673.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 69675[14:MRR:69654.1,69674.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 69678[14:MRR:151.1,69675.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69679[14:MRR:69653.0,69678.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 69683[14:MRR:101.0,101.1,69679.0,69673.0] || -> . % 3.61/3.84 69684[13:Spt:69683.0,69645.0,69646.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 69685[13:Spt:69683.0,69645.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 69686[13:MRR:96.0,69685.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 69687[13:MRR:69601.2,69686.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.61/3.84 69688[13:MRR:111.0,69685.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 69689[13:MRR:69602.2,69688.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.84 69690[13:MRR:102.0,69685.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 69691[13:MRR:69603.2,69690.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 69694[14:Spt:69687.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 69695[14:MRR:149.1,69694.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 69696[14:MRR:151.1,69694.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69699[14:MRR:69691.0,69695.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69703[14:MRR:129.1,69699.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 69704[14:MRR:69689.0,69696.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69708[14:MRR:69703.0,69704.0] || -> . % 3.61/3.84 69709[14:Spt:69708.0,69687.0,69694.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 69710[14:Spt:69708.0,69687.1] || -> pigeon_1_in_hole_5*. % 3.61/3.84 69711[14:MRR:121.1,69710.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69712[14:MRR:69691.1,69711.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 69715[14:MRR:157.1,69712.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 69716[14:MRR:69689.0,69715.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69717[14:MRR:123.0,123.1,69716.0,69710.0] || -> . % 3.61/3.84 69720[8:Spt:69717.0,69150.4,69156.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 69721[8:Spt:69717.0,69150.0,69150.1,69150.2,69150.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 69722[9:Spt:69721.0] || -> pigeon_3_in_hole_6*. % 3.61/3.84 69723[9:MRR:150.0,69722.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 69724[9:MRR:156.0,69722.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 69725[9:MRR:162.1,69722.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 69727[9:MRR:163.1,69722.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 69728[9:MRR:165.1,69722.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 69729[9:MRR:69155.0,69723.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 69730[9:MRR:69151.0,69724.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 69731[9:MRR:69154.0,69725.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 69732[9:MRR:69152.0,69727.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 69733[9:MRR:69153.0,69728.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 69734[10:Spt:69729.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 69735[10:MRR:121.1,69734.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 69736[10:MRR:123.1,69734.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 69739[10:MRR:124.1,69734.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 69740[10:MRR:126.1,69734.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 69741[10:MRR:69730.0,69735.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 69742[10:MRR:69731.0,69736.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 69743[10:MRR:69732.0,69739.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 69744[10:MRR:69733.0,69740.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 69745[11:Spt:69741.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 69747[11:MRR:101.1,69745.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 69748[11:MRR:102.1,69745.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 69751[11:MRR:104.1,69745.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 69752[11:MRR:69742.0,69747.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 69753[11:MRR:69743.0,69748.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 69754[11:MRR:69744.0,69751.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 69755[12:Spt:69752.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 69758[12:MRR:55.1,69755.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 69761[12:MRR:57.1,69755.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 69762[12:MRR:69753.0,69758.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 69763[12:MRR:32.1,69762.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69769[12:MRR:69754.0,69761.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69775[12:MRR:69763.0,69769.0] || -> . % 3.61/3.84 69776[12:Spt:69775.0,69752.0,69755.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 69777[12:Spt:69775.0,69752.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 69778[12:MRR:27.1,69777.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 69779[12:MRR:69753.1,69778.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 69782[12:MRR:60.1,69779.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 69785[12:MRR:69754.0,69782.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69787[12:MRR:29.0,29.1,69785.0,69777.0] || -> . % 3.61/3.84 69791[11:Spt:69787.0,69741.0,69745.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 69792[11:Spt:69787.0,69741.1,69741.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 69793[12:Spt:69792.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 69794[12:MRR:45.1,69793.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 69795[12:MRR:46.1,69793.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 69797[12:MRR:48.1,69793.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 69800[12:MRR:69742.1,69794.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 69801[12:MRR:69743.1,69795.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 69802[12:MRR:69744.1,69797.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 69803[13:Spt:69800.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 69805[13:MRR:111.1,69803.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 69808[13:MRR:113.1,69803.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 69809[13:MRR:69801.0,69805.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 69815[13:MRR:32.1,69809.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69816[13:MRR:69802.0,69808.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69822[13:MRR:69815.0,69816.0] || -> . % 3.61/3.84 69823[13:Spt:69822.0,69800.0,69803.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 69824[13:Spt:69822.0,69800.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 69825[13:MRR:27.1,69824.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 69826[13:MRR:69801.1,69825.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 69830[13:MRR:116.1,69826.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 69831[13:MRR:69802.0,69830.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69835[13:MRR:29.0,29.1,69831.0,69824.0] || -> . % 3.61/3.84 69837[12:Spt:69835.0,69792.0,69793.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 69838[12:Spt:69835.0,69792.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 69839[12:MRR:18.1,69838.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 69840[12:MRR:69743.2,69839.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 69841[12:MRR:20.1,69838.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69842[12:MRR:69744.2,69841.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 69843[12:MRR:17.1,69838.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 69844[12:MRR:69742.2,69843.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 69848[13:Spt:69840.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 69849[13:MRR:111.0,69848.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 69850[13:MRR:116.1,69848.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 69854[13:MRR:69844.0,69849.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 69855[13:MRR:57.1,69854.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 69860[13:MRR:69842.0,69850.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 69865[13:MRR:69855.0,69860.0] || -> . % 3.61/3.84 69866[13:Spt:69865.0,69840.0,69848.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 69867[13:Spt:69865.0,69840.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 69868[13:MRR:55.0,69867.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 69869[13:MRR:69844.1,69868.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 69870[13:MRR:113.1,69869.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 69874[13:MRR:69842.0,69870.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 69878[13:MRR:60.0,60.1,69874.0,69867.0] || -> . % 3.61/3.84 69879[10:Spt:69878.0,69729.0,69734.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 69880[10:Spt:69878.0,69729.1,69729.2,69729.3] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 69881[11:Spt:69880.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 69882[11:MRR:96.1,69881.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 69883[11:MRR:95.1,69881.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 69884[11:MRR:98.1,69881.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 69887[11:MRR:93.1,69881.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 69888[11:MRR:69732.1,69882.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 69889[11:MRR:69731.1,69883.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 69890[11:MRR:69733.1,69884.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 69891[11:MRR:69730.1,69887.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 69892[12:Spt:69888.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 69893[12:MRR:130.0,69892.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 69894[12:MRR:139.0,69892.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 69897[12:MRR:144.1,69892.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 69898[12:MRR:69891.0,69893.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 69899[12:MRR:69889.0,69894.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 69900[12:MRR:69890.0,69897.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 69901[13:Spt:69898.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 69904[13:MRR:48.1,69901.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 69907[13:MRR:45.1,69901.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 69908[13:MRR:69900.0,69904.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69913[13:MRR:29.0,69908.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 69915[13:MRR:69899.0,69907.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 69921[13:MRR:69913.0,69915.0] || -> . % 3.61/3.84 69922[13:Spt:69921.0,69898.0,69901.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 69923[13:Spt:69921.0,69898.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 69924[13:MRR:20.1,69923.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69925[13:MRR:69900.1,69924.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 69928[13:MRR:57.0,69925.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 69931[13:MRR:69899.0,69928.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 69935[13:MRR:17.0,17.1,69931.0,69923.0] || -> . % 3.61/3.84 69937[12:Spt:69935.0,69888.0,69892.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 69938[12:Spt:69935.0,69888.1,69888.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 69939[13:Spt:69938.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 69940[13:MRR:46.0,69939.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 69941[13:MRR:60.1,69939.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 69945[13:MRR:55.0,69939.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 69946[13:MRR:69891.1,69940.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 69947[13:MRR:69890.1,69941.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 69948[13:MRR:69889.1,69945.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 69949[14:Spt:69946.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 69950[14:MRR:129.1,69949.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 69953[14:MRR:132.1,69949.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 69954[14:MRR:69948.0,69950.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 69955[14:MRR:29.1,69954.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69961[14:MRR:69947.0,69953.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69967[14:MRR:69955.0,69961.0] || -> . % 3.61/3.84 69968[14:Spt:69967.0,69946.0,69949.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69969[14:Spt:69967.0,69946.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 69970[14:MRR:17.1,69969.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 69971[14:MRR:69948.1,69970.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69974[14:MRR:141.1,69971.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 69975[14:MRR:69947.0,69974.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 69980[14:MRR:20.0,20.1,69975.0,69969.0] || -> . % 3.61/3.84 69981[13:Spt:69980.0,69938.0,69939.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 69982[13:Spt:69980.0,69938.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 69983[13:MRR:27.0,69982.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 69984[13:MRR:69889.2,69983.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 69985[13:MRR:32.1,69982.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 69986[13:MRR:69890.2,69985.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.84 69990[13:MRR:18.0,69982.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 69991[13:MRR:69891.2,69990.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 69992[14:Spt:69984.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 69993[14:MRR:129.0,69992.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 69994[14:MRR:141.1,69992.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 69997[14:MRR:69991.0,69993.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70000[14:MRR:48.1,69997.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 70003[14:MRR:69986.0,69994.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70008[14:MRR:70000.0,70003.0] || -> . % 3.61/3.84 70009[14:Spt:70008.0,69984.0,69992.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70010[14:Spt:70008.0,69984.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70011[14:MRR:45.0,70010.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70012[14:MRR:69991.1,70011.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 70013[14:MRR:132.1,70012.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70016[14:MRR:69986.0,70013.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70019[14:MRR:57.0,57.1,70016.0,70010.0] || -> . % 3.61/3.84 70021[11:Spt:70019.0,69880.0,69881.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70022[11:Spt:70019.0,69880.1,69880.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70023[12:Spt:70022.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70024[12:MRR:37.1,70023.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70025[12:MRR:42.1,70023.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 70026[12:MRR:39.1,70023.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 70029[12:MRR:40.1,70023.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 70030[12:MRR:69730.2,70024.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 70031[12:MRR:69733.2,70025.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 70032[12:MRR:69731.2,70026.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 70033[12:MRR:69732.2,70029.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 70034[13:Spt:70030.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 70035[13:MRR:129.1,70034.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 70038[13:MRR:132.1,70034.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 70039[13:MRR:130.1,70034.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 70040[13:MRR:70032.0,70035.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 70041[13:MRR:70031.0,70038.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 70042[13:MRR:70033.0,70039.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 70043[14:Spt:70040.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70044[14:MRR:111.1,70043.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70047[14:MRR:113.1,70043.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 70049[14:MRR:70042.0,70044.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70051[14:MRR:32.1,70049.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 70056[14:MRR:70041.0,70047.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70062[14:MRR:70051.0,70056.0] || -> . % 3.61/3.84 70063[14:Spt:70062.0,70040.0,70043.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70064[14:Spt:70062.0,70040.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70065[14:MRR:27.1,70064.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70066[14:MRR:70042.1,70065.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70069[14:MRR:116.1,70066.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 70071[14:MRR:70041.0,70069.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70076[14:MRR:29.0,29.1,70071.0,70064.0] || -> . % 3.61/3.84 70077[13:Spt:70076.0,70030.0,70034.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 70078[13:Spt:70076.0,70030.1,70030.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 70079[14:Spt:70078.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70080[14:MRR:101.1,70079.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70081[14:MRR:102.1,70079.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70084[14:MRR:104.1,70079.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 70085[14:MRR:70032.1,70080.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 70086[14:MRR:70033.1,70081.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 70087[14:MRR:70031.1,70084.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 70088[15:Spt:70085.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 70091[15:MRR:141.1,70088.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70092[15:MRR:139.1,70088.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70093[15:MRR:70087.0,70091.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70094[15:MRR:32.0,70093.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70100[15:MRR:70086.0,70092.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70106[15:MRR:70094.0,70100.0] || -> . % 3.61/3.84 70107[15:Spt:70106.0,70085.0,70088.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70108[15:Spt:70106.0,70085.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70109[15:MRR:29.1,70108.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 70110[15:MRR:70087.1,70109.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70113[15:MRR:144.0,70110.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70114[15:MRR:70086.0,70113.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70119[15:MRR:27.0,27.1,70114.0,70108.0] || -> . % 3.61/3.84 70120[14:Spt:70119.0,70078.0,70079.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70121[14:Spt:70119.0,70078.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70122[14:MRR:20.1,70121.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 70123[14:MRR:70031.2,70122.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.84 70124[14:MRR:18.1,70121.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70125[14:MRR:70033.2,70124.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 70126[14:MRR:17.1,70121.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70127[14:MRR:70032.2,70126.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 70131[15:Spt:70123.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70132[15:MRR:141.0,70131.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70133[15:MRR:144.0,70131.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70136[15:MRR:70127.0,70132.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70140[15:MRR:111.1,70136.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70141[15:MRR:70125.0,70133.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70145[15:MRR:70140.0,70141.0] || -> . % 3.61/3.84 70146[15:Spt:70145.0,70123.0,70131.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70147[15:Spt:70145.0,70123.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 70148[15:MRR:113.0,70147.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70149[15:MRR:70127.1,70148.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 70150[15:MRR:139.1,70149.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70153[15:MRR:70125.0,70150.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70156[15:MRR:116.0,116.1,70147.0,70153.0] || -> . % 3.61/3.84 70157[12:Spt:70156.0,70022.0,70023.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 70158[12:Spt:70156.0,70022.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70159[12:MRR:14.1,70158.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 70160[12:MRR:12.1,70158.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 70161[12:MRR:9.1,70158.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 70162[12:MRR:11.1,70158.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 70165[12:MRR:69730.3,70161.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 70166[12:MRR:69733.3,70159.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 70167[12:MRR:69731.3,70162.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 70168[12:MRR:69732.3,70160.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 70169[13:Spt:70165.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 70170[13:MRR:130.1,70169.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 70171[13:MRR:132.1,70169.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 70174[13:MRR:129.1,70169.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 70175[13:MRR:70168.0,70170.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 70176[13:MRR:70166.0,70171.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 70177[13:MRR:70167.0,70174.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 70178[14:Spt:70175.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70179[14:MRR:111.0,70178.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70182[14:MRR:116.1,70178.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 70184[14:MRR:70177.0,70179.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70186[14:MRR:57.1,70184.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 70190[14:MRR:70176.0,70182.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70195[14:MRR:70186.0,70190.0] || -> . % 3.61/3.84 70196[14:Spt:70195.0,70175.0,70178.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70197[14:Spt:70195.0,70175.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70198[14:MRR:55.0,70197.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70199[14:MRR:70177.1,70198.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70200[14:MRR:113.1,70199.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 70204[14:MRR:70176.0,70200.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70205[14:MRR:60.0,60.1,70204.0,70197.0] || -> . % 3.61/3.84 70209[13:Spt:70205.0,70165.0,70169.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 70210[13:Spt:70205.0,70165.1,70165.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 70211[14:Spt:70210.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70212[14:MRR:102.1,70211.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70213[14:MRR:101.1,70211.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70216[14:MRR:104.1,70211.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 70217[14:MRR:70168.1,70212.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 70218[14:MRR:70167.1,70213.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 70219[14:MRR:70166.1,70216.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.84 70220[15:Spt:70217.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 70221[15:MRR:144.1,70220.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70222[15:MRR:139.0,70220.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70225[15:MRR:70219.0,70221.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70226[15:MRR:57.0,70225.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70231[15:MRR:70218.0,70222.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70236[15:MRR:70226.0,70231.0] || -> . % 3.61/3.84 70237[15:Spt:70236.0,70217.0,70220.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70238[15:Spt:70236.0,70217.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70239[15:MRR:60.1,70238.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 70240[15:MRR:70219.1,70239.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70243[15:MRR:141.0,70240.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70244[15:MRR:70218.0,70243.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70248[15:MRR:55.0,55.1,70238.0,70244.0] || -> . % 3.61/3.84 70249[14:Spt:70248.0,70210.0,70211.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70250[14:Spt:70248.0,70210.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70251[14:MRR:48.1,70250.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 70252[14:MRR:70166.2,70251.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.84 70253[14:MRR:45.1,70250.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70254[14:MRR:70167.2,70253.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 70255[14:MRR:46.1,70250.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 70256[14:MRR:70168.2,70255.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 70259[15:Spt:70252.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70260[15:MRR:144.0,70259.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70261[15:MRR:141.0,70259.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70264[15:MRR:70256.0,70260.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70268[15:MRR:111.0,70264.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70269[15:MRR:70254.0,70261.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70273[15:MRR:70268.0,70269.0] || -> . % 3.61/3.84 70274[15:Spt:70273.0,70252.0,70259.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70275[15:Spt:70273.0,70252.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 70276[15:MRR:116.0,70275.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70277[15:MRR:70256.1,70276.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 70280[15:MRR:139.0,70277.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70281[15:MRR:70254.0,70280.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70282[15:MRR:113.0,113.1,70275.0,70281.0] || -> . % 3.61/3.84 70285[9:Spt:70282.0,69721.0,69722.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 70286[9:Spt:70282.0,69721.1,69721.2,69721.3] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 70287[10:Spt:70286.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 70288[10:MRR:137.1,70287.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 70289[10:MRR:135.1,70287.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 70290[10:MRR:134.1,70287.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 70292[10:MRR:128.0,70287.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 70293[10:MRR:122.0,70287.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 70294[10:MRR:69153.1,70288.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 70295[10:MRR:69152.1,70289.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70296[10:MRR:69154.1,70290.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70297[10:MRR:69151.1,70292.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70298[10:MRR:69155.1,70293.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70299[11:Spt:70294.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 70300[11:MRR:116.0,70299.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70301[11:MRR:113.0,70299.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70304[11:MRR:104.0,70299.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70305[11:MRR:98.0,70299.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70306[11:MRR:70295.1,70300.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70307[11:MRR:70296.1,70301.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70308[11:MRR:70297.1,70304.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70309[11:MRR:70298.1,70305.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70310[12:Spt:70306.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70312[12:MRR:55.0,70310.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 70313[12:MRR:46.0,70310.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70316[12:MRR:40.0,70310.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 70317[12:MRR:70307.1,70312.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 70318[12:MRR:70308.1,70313.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.84 70319[12:MRR:70309.1,70316.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.84 70320[13:Spt:70317.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70323[13:MRR:17.0,70320.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70324[13:MRR:11.0,70320.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70327[13:MRR:70318.1,70323.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 70328[13:MRR:149.0,70327.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70333[13:MRR:70319.1,70324.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70338[13:MRR:70328.0,70333.0] || -> . % 3.61/3.84 70339[13:Spt:70338.0,70317.1,70320.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70340[13:Spt:70338.0,70317.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 70341[13:MRR:157.0,70340.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70342[13:MRR:70318.0,70341.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70345[13:MRR:9.0,70342.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70348[13:MRR:70319.1,70345.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70351[13:MRR:151.0,151.1,70340.0,70348.0] || -> . % 3.61/3.84 70353[12:Spt:70351.0,70306.1,70310.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 70354[12:Spt:70351.0,70306.0,70306.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.84 70355[13:Spt:70354.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 70356[13:MRR:158.0,70355.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70357[13:MRR:152.0,70355.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 70358[13:MRR:167.0,70355.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70361[13:MRR:70308.0,70356.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70362[13:MRR:70309.0,70357.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70363[13:MRR:70307.0,70358.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70364[14:Spt:70361.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70366[14:MRR:45.1,70364.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70369[14:MRR:37.0,70364.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70370[14:MRR:70363.0,70366.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70373[14:MRR:11.0,70370.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70377[14:MRR:70362.0,70369.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70383[14:MRR:70373.0,70377.0] || -> . % 3.61/3.84 70384[14:Spt:70383.0,70361.0,70364.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70385[14:Spt:70383.0,70361.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70386[14:MRR:17.1,70385.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70387[14:MRR:70363.1,70386.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70391[14:MRR:39.0,70387.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70392[14:MRR:70362.0,70391.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70397[14:MRR:9.0,9.1,70385.0,70392.0] || -> . % 3.61/3.84 70398[13:Spt:70397.0,70354.0,70355.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70399[13:Spt:70397.0,70354.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70400[13:MRR:27.0,70399.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 70401[13:MRR:70307.2,70400.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 70402[13:MRR:12.0,70399.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70403[13:MRR:70309.2,70402.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 70406[13:MRR:18.0,70399.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70407[13:MRR:70308.2,70406.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.84 70409[14:Spt:70401.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 70410[14:MRR:157.0,70409.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70411[14:MRR:151.0,70409.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70414[14:MRR:70407.0,70410.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70415[14:MRR:37.0,70414.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70420[14:MRR:70403.0,70411.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70425[14:MRR:70415.0,70420.0] || -> . % 3.61/3.84 70426[14:Spt:70425.0,70401.0,70409.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70427[14:Spt:70425.0,70401.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70428[14:MRR:45.0,70427.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70429[14:MRR:70407.1,70428.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 70432[14:MRR:149.0,70429.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70433[14:MRR:70403.0,70432.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70437[14:MRR:39.0,39.1,70427.0,70433.0] || -> . % 3.61/3.84 70438[11:Spt:70437.0,70294.1,70299.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 70439[11:Spt:70437.0,70294.0,70294.2,70294.3] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 70440[12:Spt:70439.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 70441[12:MRR:169.0,70440.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70442[12:MRR:160.0,70440.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70443[12:MRR:154.0,70440.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 70445[12:MRR:172.0,70440.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70446[12:MRR:70296.0,70441.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70447[12:MRR:70297.0,70442.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70448[12:MRR:70298.0,70443.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70449[12:MRR:70295.0,70445.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70450[13:Spt:70446.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70451[13:MRR:111.1,70450.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70454[13:MRR:101.0,70450.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70455[13:MRR:95.0,70450.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70456[13:MRR:70449.0,70451.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70457[13:MRR:70447.0,70454.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70458[13:MRR:70448.0,70455.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70459[14:Spt:70456.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70460[14:MRR:40.0,70459.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70463[14:MRR:46.0,70459.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70466[14:MRR:70458.0,70460.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70472[14:MRR:9.1,70466.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70473[14:MRR:70457.0,70463.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70479[14:MRR:70472.0,70473.0] || -> . % 3.61/3.84 70480[14:Spt:70479.0,70456.0,70459.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 70481[14:Spt:70479.0,70456.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70482[14:MRR:12.0,70481.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70483[14:MRR:70458.1,70482.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70484[14:MRR:37.1,70483.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70489[14:MRR:70457.0,70484.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70491[14:MRR:18.0,18.1,70481.0,70489.0] || -> . % 3.61/3.84 70495[13:Spt:70491.0,70446.0,70450.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70496[13:Spt:70491.0,70446.1,70446.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70497[14:Spt:70496.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70498[14:MRR:55.1,70497.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 70499[14:MRR:39.0,70497.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 70502[14:MRR:45.0,70497.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70504[14:MRR:70449.1,70498.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 70505[14:MRR:70448.1,70499.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 70506[14:MRR:70447.1,70502.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 70507[15:Spt:70504.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70510[15:MRR:102.0,70507.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70511[15:MRR:96.0,70507.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70512[15:MRR:70506.0,70510.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70513[15:MRR:9.0,70512.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70519[15:MRR:70505.0,70511.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70525[15:MRR:70513.0,70519.0] || -> . % 3.61/3.84 70526[15:Spt:70525.0,70504.0,70507.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70527[15:Spt:70525.0,70504.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70528[15:MRR:18.0,70527.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70529[15:MRR:70506.1,70528.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70532[15:MRR:93.0,70529.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70533[15:MRR:70505.0,70532.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70538[15:MRR:12.0,12.1,70527.0,70533.0] || -> . % 3.61/3.84 70539[14:Spt:70538.0,70496.0,70497.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 70540[14:Spt:70538.0,70496.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70541[14:MRR:17.0,70540.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 70542[14:MRR:70447.2,70541.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 70543[14:MRR:11.0,70540.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70544[14:MRR:70448.2,70543.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 70546[14:MRR:27.1,70540.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70547[14:MRR:70449.2,70546.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 70550[15:Spt:70542.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70551[15:MRR:102.1,70550.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 70552[15:MRR:93.0,70550.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70555[15:MRR:70547.0,70551.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70560[15:MRR:40.0,70555.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70561[15:MRR:70544.0,70552.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70566[15:MRR:70560.0,70561.0] || -> . % 3.61/3.84 70567[15:Spt:70566.0,70542.0,70550.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70568[15:Spt:70566.0,70542.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70569[15:MRR:46.1,70568.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 70570[15:MRR:70547.1,70569.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70571[15:MRR:96.0,70570.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70574[15:MRR:70544.0,70571.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70575[15:MRR:37.0,37.1,70568.0,70574.0] || -> . % 3.61/3.84 70579[12:Spt:70575.0,70439.0,70440.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 70580[12:Spt:70575.0,70439.1,70439.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 70581[13:Spt:70580.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 70582[13:MRR:60.0,70581.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 70583[13:MRR:42.0,70581.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 70586[13:MRR:48.0,70581.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70587[13:MRR:57.0,70581.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 70588[13:MRR:70295.2,70582.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 70589[13:MRR:70298.2,70583.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 70590[13:MRR:70297.2,70586.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 70591[13:MRR:70296.2,70587.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 70592[14:Spt:70588.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 70593[14:MRR:167.0,70592.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70594[14:MRR:158.0,70592.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70595[14:MRR:152.0,70592.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 70597[14:MRR:70591.0,70593.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 70598[14:MRR:70590.0,70594.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 70599[14:MRR:70589.0,70595.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 70600[15:Spt:70597.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70601[15:MRR:95.0,70600.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70602[15:MRR:101.0,70600.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70606[15:MRR:70599.0,70601.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70607[15:MRR:9.1,70606.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70613[15:MRR:70598.0,70602.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70619[15:MRR:70607.0,70613.0] || -> . % 3.61/3.84 70620[15:Spt:70619.0,70597.0,70600.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70621[15:Spt:70619.0,70597.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70622[15:MRR:11.0,70621.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70623[15:MRR:70599.1,70622.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 70624[15:MRR:93.1,70623.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70628[15:MRR:70598.0,70624.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70633[15:MRR:17.0,17.1,70621.0,70628.0] || -> . % 3.61/3.84 70634[14:Spt:70633.0,70588.0,70592.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70635[14:Spt:70633.0,70588.1,70588.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 70636[15:Spt:70635.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70637[15:MRR:111.0,70636.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70638[15:MRR:96.0,70636.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70639[15:MRR:102.0,70636.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70642[15:MRR:70591.1,70637.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 70643[15:MRR:70589.1,70638.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.84 70644[15:MRR:70590.1,70639.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.84 70645[16:Spt:70642.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 70647[16:MRR:151.0,70645.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70648[16:MRR:157.0,70645.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70649[16:MRR:70643.0,70647.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 70655[16:MRR:9.1,70649.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70656[16:MRR:70644.0,70648.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70662[16:MRR:70655.0,70656.0] || -> . % 3.61/3.84 70663[16:Spt:70662.0,70642.0,70645.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70664[16:Spt:70662.0,70642.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70665[16:MRR:11.0,70664.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 70666[16:MRR:70643.1,70665.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70668[16:MRR:149.1,70666.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70669[16:MRR:70644.0,70668.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70670[16:MRR:17.0,17.1,70664.0,70669.0] || -> . % 3.61/3.84 70675[15:Spt:70670.0,70635.0,70636.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70676[15:Spt:70670.0,70635.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70677[15:MRR:12.0,70676.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 70678[15:MRR:70589.2,70677.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.84 70679[15:MRR:18.0,70676.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 70680[15:MRR:70590.2,70679.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.84 70681[15:MRR:27.0,70676.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70682[15:MRR:70591.2,70681.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 70686[16:Spt:70678.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70687[16:MRR:151.1,70686.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70688[16:MRR:149.1,70686.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70690[16:MRR:70682.0,70687.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70693[16:MRR:101.0,70690.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70695[16:MRR:70680.0,70688.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70699[16:MRR:70693.0,70695.0] || -> . % 3.61/3.84 70700[16:Spt:70699.0,70678.0,70686.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70701[16:Spt:70699.0,70678.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 70702[16:MRR:95.1,70701.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70703[16:MRR:70682.1,70702.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 70704[16:MRR:157.0,70703.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70706[16:MRR:70680.0,70704.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70709[16:MRR:93.0,93.1,70706.0,70701.0] || -> . % 3.61/3.84 70710[13:Spt:70709.0,70580.0,70581.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 70711[13:Spt:70709.0,70580.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70712[13:MRR:14.0,70711.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 70713[13:MRR:20.0,70711.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 70714[13:MRR:29.0,70711.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 70715[13:MRR:32.0,70711.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 70718[13:MRR:70295.3,70715.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 70719[13:MRR:70298.3,70712.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 70720[13:MRR:70297.3,70713.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 70721[13:MRR:70296.3,70714.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 70722[14:Spt:70718.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 70724[14:MRR:152.0,70722.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 70725[14:MRR:158.0,70722.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70726[14:MRR:167.0,70722.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70727[14:MRR:70719.0,70724.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 70728[14:MRR:70720.0,70725.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 70729[14:MRR:70721.0,70726.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 70730[15:Spt:70727.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 70731[15:MRR:95.1,70730.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70732[15:MRR:93.1,70730.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70736[15:MRR:70729.0,70731.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70741[15:MRR:45.0,70736.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70742[15:MRR:70728.0,70732.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70747[15:MRR:70741.0,70742.0] || -> . % 3.61/3.84 70748[15:Spt:70747.0,70727.0,70730.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70749[15:Spt:70747.0,70727.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70750[15:MRR:39.1,70749.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70751[15:MRR:70729.1,70750.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70752[15:MRR:101.0,70751.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 70756[15:MRR:70728.0,70752.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70759[15:MRR:37.0,37.1,70756.0,70749.0] || -> . % 3.61/3.84 70761[14:Spt:70759.0,70718.0,70722.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70762[14:Spt:70759.0,70718.1,70718.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 70763[15:Spt:70762.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 70764[15:MRR:96.0,70763.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70765[15:MRR:111.0,70763.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70766[15:MRR:102.0,70763.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70769[15:MRR:70719.1,70764.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 70770[15:MRR:70721.1,70765.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 70771[15:MRR:70720.1,70766.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.84 70772[16:Spt:70769.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70774[16:MRR:149.1,70772.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70775[16:MRR:151.1,70772.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70776[16:MRR:70771.0,70774.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 70777[16:MRR:45.1,70776.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70782[16:MRR:70770.0,70775.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70787[16:MRR:70777.0,70782.0] || -> . % 3.61/3.84 70788[16:Spt:70787.0,70769.0,70772.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70789[16:Spt:70787.0,70769.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70790[16:MRR:37.1,70789.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 70791[16:MRR:70771.1,70790.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 70793[16:MRR:157.1,70791.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70794[16:MRR:70770.0,70793.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 70798[16:MRR:39.0,39.1,70794.0,70789.0] || -> . % 3.61/3.84 70799[15:Spt:70798.0,70762.0,70763.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70800[15:Spt:70798.0,70762.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 70801[15:MRR:46.0,70800.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70802[15:MRR:70720.2,70801.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.84 70803[15:MRR:55.0,70800.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 70804[15:MRR:70721.2,70803.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 70807[15:MRR:40.0,70800.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 70808[15:MRR:70719.2,70807.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.84 70809[16:Spt:70802.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 70810[16:MRR:149.0,70809.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 70811[16:MRR:157.1,70809.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70813[16:MRR:70808.0,70810.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 70817[16:MRR:95.1,70813.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 70818[16:MRR:70804.0,70811.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70822[16:MRR:70817.0,70818.0] || -> . % 3.61/3.84 70823[16:Spt:70822.0,70802.0,70809.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 70824[16:Spt:70822.0,70802.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 70825[16:MRR:93.0,70824.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 70826[16:MRR:70808.1,70825.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70827[16:MRR:151.1,70826.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70829[16:MRR:70804.0,70827.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 70830[16:MRR:101.0,101.1,70829.0,70824.0] || -> . % 3.61/3.84 70833[10:Spt:70830.0,70286.0,70287.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 70834[10:Spt:70830.0,70286.1,70286.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 70835[11:Spt:70834.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 70836[11:MRR:94.0,70835.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 70837[11:MRR:106.1,70835.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 70838[11:MRR:100.0,70835.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 70840[11:MRR:107.1,70835.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 70841[11:MRR:109.1,70835.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 70842[11:MRR:69155.2,70836.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 70843[11:MRR:69154.2,70837.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70844[11:MRR:69151.2,70838.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70845[11:MRR:69152.2,70840.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70846[11:MRR:69153.2,70841.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 70847[12:Spt:70842.2] || -> pigeon_1_in_hole_2*. % 3.61/3.84 70848[12:MRR:37.1,70847.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 70849[12:MRR:39.1,70847.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 70852[12:MRR:40.1,70847.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 70853[12:MRR:42.1,70847.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 70854[12:MRR:70844.2,70848.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 70855[12:MRR:70843.2,70849.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 70856[12:MRR:70845.2,70852.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 70857[12:MRR:70846.2,70853.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 70858[13:Spt:70854.2] || -> pigeon_2_in_hole_1*. % 3.61/3.84 70860[13:MRR:20.1,70858.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 70861[13:MRR:18.1,70858.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 70862[13:MRR:17.1,70858.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 70865[13:MRR:70857.2,70860.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.84 70866[13:MRR:70856.2,70861.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.84 70867[13:MRR:70855.2,70862.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.84 70868[14:Spt:70865.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 70869[14:MRR:172.0,70868.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 70873[14:MRR:169.0,70868.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70874[14:MRR:70866.0,70869.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 70876[14:MRR:139.0,70874.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70880[14:MRR:70867.0,70873.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 70885[14:MRR:70876.0,70880.0] || -> . % 3.61/3.84 70886[14:Spt:70885.0,70865.0,70868.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 70887[14:Spt:70885.0,70865.1] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70888[14:MRR:144.0,70887.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70889[14:MRR:70866.1,70888.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 70890[14:MRR:167.0,70889.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70894[14:MRR:70867.0,70890.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 70898[14:MRR:141.0,141.1,70887.0,70894.0] || -> . % 3.61/3.84 70899[13:Spt:70898.0,70854.2,70858.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 70900[13:Spt:70898.0,70854.0,70854.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 70901[14:Spt:70900.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 70902[14:MRR:160.1,70901.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 70903[14:MRR:158.1,70901.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70906[14:MRR:157.1,70901.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70907[14:MRR:70857.0,70902.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 70908[14:MRR:70856.0,70903.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 70909[14:MRR:70855.0,70906.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 70910[15:Spt:70907.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70911[15:MRR:144.0,70910.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70912[15:MRR:141.0,70910.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70916[15:MRR:70908.0,70911.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70919[15:MRR:27.0,70916.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70922[15:MRR:70909.0,70912.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70927[15:MRR:70919.0,70922.0] || -> . % 3.61/3.84 70928[15:Spt:70927.0,70907.0,70910.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 70929[15:Spt:70927.0,70907.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70930[15:MRR:32.0,70929.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70931[15:MRR:70908.1,70930.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 70935[15:MRR:139.0,70931.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70936[15:MRR:70909.0,70935.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70939[15:MRR:29.0,29.1,70929.0,70936.0] || -> . % 3.61/3.84 70941[14:Spt:70939.0,70900.0,70901.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70942[14:Spt:70939.0,70900.1] || -> pigeon_2_in_hole_5*. % 3.61/3.84 70943[14:MRR:132.1,70942.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 70944[14:MRR:70857.1,70943.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 70945[14:MRR:130.1,70942.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 70946[14:MRR:70856.1,70945.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.84 70947[14:MRR:129.1,70942.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 70948[14:MRR:70855.1,70947.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 70951[15:Spt:70944.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 70952[15:MRR:169.0,70951.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 70955[15:MRR:172.0,70951.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 70956[15:MRR:70948.0,70952.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 70957[15:MRR:27.1,70956.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 70962[15:MRR:70946.0,70955.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70967[15:MRR:70957.0,70962.0] || -> . % 3.61/3.84 70968[15:Spt:70967.0,70944.0,70951.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 70969[15:Spt:70967.0,70944.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 70970[15:MRR:29.0,70969.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 70971[15:MRR:70948.1,70970.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 70972[15:MRR:167.1,70971.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 70975[15:MRR:70946.0,70972.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 70979[15:MRR:32.0,32.1,70969.0,70975.0] || -> . % 3.61/3.84 70980[12:Spt:70979.0,70842.2,70847.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 70981[12:Spt:70979.0,70842.0,70842.1,70842.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 70982[13:Spt:70981.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 70983[13:MRR:154.1,70982.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 70984[13:MRR:151.1,70982.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 70985[13:MRR:152.1,70982.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 70987[13:MRR:149.1,70982.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 70988[13:MRR:70846.0,70983.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 70989[13:MRR:70843.0,70984.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 70990[13:MRR:70845.0,70985.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 70991[13:MRR:70844.0,70987.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70992[14:Spt:70988.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 70993[14:MRR:132.0,70992.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 70996[14:MRR:141.0,70992.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 70997[14:MRR:144.0,70992.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 70998[14:MRR:70991.0,70993.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 70999[14:MRR:70989.0,70996.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 71000[14:MRR:70990.0,70997.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 71001[15:Spt:70998.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71002[15:MRR:46.1,71001.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 71005[15:MRR:45.1,71001.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71007[15:MRR:71000.0,71002.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71008[15:MRR:27.0,71007.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71014[15:MRR:70999.0,71005.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71020[15:MRR:71008.0,71014.0] || -> . % 3.61/3.84 71021[15:Spt:71020.0,70998.0,71001.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71022[15:Spt:71020.0,70998.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71023[15:MRR:18.1,71022.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 71024[15:MRR:71000.1,71023.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 71025[15:MRR:55.0,71024.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71029[15:MRR:70999.0,71025.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71030[15:MRR:17.0,17.1,71029.0,71022.0] || -> . % 3.61/3.84 71035[14:Spt:71030.0,70988.0,70992.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71036[14:Spt:71030.0,70988.1,70988.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 71037[15:Spt:71036.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71038[15:MRR:48.0,71037.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 71039[15:MRR:60.0,71037.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 71042[15:MRR:57.0,71037.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 71043[15:MRR:70991.1,71038.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 71044[15:MRR:70990.1,71039.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 71045[15:MRR:70989.1,71042.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 71046[16:Spt:71043.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71047[16:MRR:130.1,71046.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71048[16:MRR:129.1,71046.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71051[16:MRR:71044.0,71047.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71057[16:MRR:27.0,71051.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71058[16:MRR:71045.0,71048.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71064[16:MRR:71057.0,71058.0] || -> . % 3.61/3.84 71065[16:Spt:71064.0,71043.0,71046.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71066[16:Spt:71064.0,71043.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71067[16:MRR:18.1,71066.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 71068[16:MRR:71044.1,71067.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71071[16:MRR:139.0,71068.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71072[16:MRR:71045.0,71071.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71077[16:MRR:17.0,17.1,71072.0,71066.0] || -> . % 3.61/3.84 71078[15:Spt:71077.0,71036.0,71037.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 71079[15:Spt:71077.0,71036.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71080[15:MRR:32.0,71079.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 71081[15:MRR:70990.2,71080.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 71082[15:MRR:29.0,71079.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71083[15:MRR:70989.2,71082.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 71084[15:MRR:20.0,71079.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71085[15:MRR:70991.2,71084.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 71089[16:Spt:71081.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71090[16:MRR:130.0,71089.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71091[16:MRR:139.0,71089.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71094[16:MRR:71085.0,71090.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71095[16:MRR:45.1,71094.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71099[16:MRR:71083.0,71091.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71103[16:MRR:71095.0,71099.0] || -> . % 3.61/3.84 71104[16:Spt:71103.0,71081.0,71089.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71105[16:Spt:71103.0,71081.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 71106[16:MRR:46.0,71105.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71107[16:MRR:71085.1,71106.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71110[16:MRR:129.1,71107.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71111[16:MRR:71083.0,71110.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71114[16:MRR:55.0,55.1,71105.0,71111.0] || -> . % 3.61/3.84 71115[13:Spt:71114.0,70981.0,70982.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 71116[13:Spt:71114.0,70981.1,70981.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 71117[14:Spt:71116.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 71118[14:MRR:124.1,71117.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71119[14:MRR:121.1,71117.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71120[14:MRR:123.1,71117.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71122[14:MRR:126.1,71117.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71123[14:MRR:70845.1,71118.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 71124[14:MRR:70844.1,71119.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 71125[14:MRR:70843.1,71120.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 71126[14:MRR:70846.1,71122.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 71127[15:Spt:71123.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 71128[15:MRR:172.1,71127.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71129[15:MRR:167.0,71127.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71131[15:MRR:158.0,71127.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71132[15:MRR:71126.0,71128.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 71133[15:MRR:71125.0,71129.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 71134[15:MRR:71124.0,71131.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 71135[16:Spt:71132.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71136[16:MRR:57.0,71135.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71140[16:MRR:48.0,71135.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71141[16:MRR:71133.0,71136.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71147[16:MRR:17.0,71141.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71148[16:MRR:71134.0,71140.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71154[16:MRR:71147.0,71148.0] || -> . % 3.61/3.84 71155[16:Spt:71154.0,71132.0,71135.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 71156[16:Spt:71154.0,71132.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71157[16:MRR:29.0,71156.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71158[16:MRR:71133.1,71157.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71159[16:MRR:45.0,71158.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71163[16:MRR:71134.0,71159.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71167[16:MRR:20.0,20.1,71156.0,71163.0] || -> . % 3.61/3.84 71169[15:Spt:71167.0,71123.0,71127.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71170[15:Spt:71167.0,71123.1,71123.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 71171[16:Spt:71170.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 71172[16:MRR:60.1,71171.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 71173[16:MRR:55.0,71171.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 71176[16:MRR:46.0,71171.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 71177[16:MRR:71126.1,71172.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 71178[16:MRR:71125.1,71173.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 71179[16:MRR:71124.1,71176.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.84 71180[17:Spt:71177.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71182[17:MRR:169.0,71180.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71183[17:MRR:160.0,71180.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71184[17:MRR:71178.0,71182.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71186[17:MRR:17.0,71184.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71191[17:MRR:71179.0,71183.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71197[17:MRR:71186.0,71191.0] || -> . % 3.61/3.84 71198[17:Spt:71197.0,71177.0,71180.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71199[17:Spt:71197.0,71177.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71200[17:MRR:29.0,71199.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71201[17:MRR:71178.1,71200.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71203[17:MRR:157.0,71201.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71204[17:MRR:71179.0,71203.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71206[17:MRR:20.0,20.1,71199.0,71204.0] || -> . % 3.61/3.84 71210[16:Spt:71206.0,71170.0,71171.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 71211[16:Spt:71206.0,71170.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71212[16:MRR:27.0,71211.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 71213[16:MRR:71125.2,71212.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 71214[16:MRR:18.0,71211.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71215[16:MRR:71124.2,71214.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.84 71216[16:MRR:32.1,71211.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71217[16:MRR:71126.2,71216.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 71221[17:Spt:71213.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71222[17:MRR:169.1,71221.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71223[17:MRR:157.0,71221.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71225[17:MRR:71217.0,71222.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71226[17:MRR:48.0,71225.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71230[17:MRR:71215.0,71223.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71234[17:MRR:71226.0,71230.0] || -> . % 3.61/3.84 71235[17:Spt:71234.0,71213.0,71221.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71236[17:Spt:71234.0,71213.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71237[17:MRR:57.1,71236.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 71238[17:MRR:71217.1,71237.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71239[17:MRR:160.0,71238.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71241[17:MRR:71215.0,71239.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71244[17:MRR:45.0,45.1,71236.0,71241.0] || -> . % 3.61/3.84 71245[14:Spt:71244.0,71116.0,71117.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 71246[14:Spt:71244.0,71116.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 71247[14:MRR:11.1,71246.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 71248[14:MRR:9.1,71246.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 71249[14:MRR:14.1,71246.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 71252[14:MRR:12.1,71246.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 71253[14:MRR:70845.3,71252.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 71254[14:MRR:70844.3,71248.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 71255[14:MRR:70843.3,71247.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 71256[14:MRR:70846.3,71249.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.84 71257[15:Spt:71253.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 71258[15:MRR:158.0,71257.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71260[15:MRR:167.0,71257.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71261[15:MRR:172.1,71257.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71262[15:MRR:71254.0,71258.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 71263[15:MRR:71255.0,71260.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 71264[15:MRR:71256.0,71261.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.84 71265[16:Spt:71262.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71267[16:MRR:129.1,71265.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71269[16:MRR:132.1,71265.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71270[16:MRR:71263.0,71267.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71271[16:MRR:57.1,71270.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 71276[16:MRR:71264.0,71269.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71281[16:MRR:71271.0,71276.0] || -> . % 3.61/3.84 71282[16:Spt:71281.0,71262.0,71265.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71283[16:Spt:71281.0,71262.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71284[16:MRR:45.1,71283.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71285[16:MRR:71263.1,71284.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 71288[16:MRR:141.1,71285.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71289[16:MRR:71264.0,71288.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71291[16:MRR:48.0,48.1,71289.0,71283.0] || -> . % 3.61/3.84 71294[15:Spt:71291.0,71253.0,71257.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71295[15:Spt:71291.0,71253.1,71253.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 71296[16:Spt:71295.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71297[16:MRR:130.0,71296.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71298[16:MRR:139.0,71296.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71300[16:MRR:144.1,71296.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71301[16:MRR:71254.1,71297.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.84 71302[16:MRR:71255.1,71298.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 71303[16:MRR:71256.1,71300.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 71304[17:Spt:71301.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71305[17:MRR:157.1,71304.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71306[17:MRR:160.1,71304.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71308[17:MRR:71302.0,71305.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71313[17:MRR:57.1,71308.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 71314[17:MRR:71303.0,71306.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71319[17:MRR:71313.0,71314.0] || -> . % 3.61/3.84 71320[17:Spt:71319.0,71301.0,71304.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71321[17:Spt:71319.0,71301.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71322[17:MRR:45.1,71321.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71323[17:MRR:71302.1,71322.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71325[17:MRR:169.1,71323.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71326[17:MRR:71303.0,71325.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 71329[17:MRR:48.0,48.1,71326.0,71321.0] || -> . % 3.61/3.84 71331[16:Spt:71329.0,71295.0,71296.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71332[16:Spt:71329.0,71295.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 71333[16:MRR:55.0,71332.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 71334[16:MRR:71255.2,71333.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.84 71335[16:MRR:60.1,71332.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 71336[16:MRR:71256.2,71335.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.84 71337[16:MRR:46.0,71332.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 71338[16:MRR:71254.2,71337.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 71341[17:Spt:71334.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71342[17:MRR:157.0,71341.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71343[17:MRR:169.1,71341.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71345[17:MRR:71338.0,71342.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71346[17:MRR:132.1,71345.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71349[17:MRR:71336.0,71343.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71352[17:MRR:71346.0,71349.0] || -> . % 3.61/3.84 71353[17:Spt:71352.0,71334.0,71341.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71354[17:Spt:71352.0,71334.1] || -> pigeon_4_in_hole_5*. % 3.61/3.84 71355[17:MRR:129.0,71354.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71356[17:MRR:71338.1,71355.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71358[17:MRR:160.1,71356.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71359[17:MRR:71336.0,71358.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71361[17:MRR:141.0,141.1,71359.0,71354.0] || -> . % 3.61/3.84 71362[11:Spt:71361.0,70834.0,70835.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 71363[11:Spt:71361.0,70834.1] || -> pigeon_3_in_hole_2*. % 3.61/3.84 71364[11:MRR:50.1,71363.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 71365[11:MRR:53.1,71363.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 71366[11:MRR:44.0,71363.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 71367[11:MRR:51.1,71363.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 71369[11:MRR:38.0,71363.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 71370[11:MRR:69155.3,71369.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 71371[11:MRR:69154.3,71364.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 71372[11:MRR:69151.3,71366.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 71373[11:MRR:69152.3,71367.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 71374[11:MRR:69153.3,71365.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 71375[12:Spt:71370.3] || -> pigeon_1_in_hole_1*. % 3.61/3.84 71376[12:MRR:11.1,71375.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 71377[12:MRR:9.1,71375.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 71378[12:MRR:14.1,71375.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 71381[12:MRR:12.1,71375.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 71382[12:MRR:71371.3,71376.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 71383[12:MRR:71372.3,71377.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 71384[12:MRR:71374.3,71378.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.84 71385[12:MRR:71373.3,71381.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 71386[13:Spt:71382.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71388[13:MRR:169.1,71386.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71389[13:MRR:157.0,71386.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71390[13:MRR:167.1,71386.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71392[13:MRR:71384.0,71388.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.84 71393[13:MRR:71383.0,71389.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 71394[13:MRR:71385.0,71390.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 71395[14:Spt:71392.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71396[14:MRR:132.0,71395.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71399[14:MRR:144.0,71395.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71401[14:MRR:71393.0,71396.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71405[14:MRR:102.1,71401.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 71407[14:MRR:71394.0,71399.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71412[14:MRR:71405.0,71407.0] || -> . % 3.61/3.84 71413[14:Spt:71412.0,71392.0,71395.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71414[14:Spt:71412.0,71392.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 71415[14:MRR:104.0,71414.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 71416[14:MRR:71393.1,71415.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71419[14:MRR:130.1,71416.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71421[14:MRR:71394.0,71419.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71422[14:MRR:116.0,116.1,71414.0,71421.0] || -> . % 3.61/3.84 71426[13:Spt:71422.0,71382.0,71386.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71427[13:Spt:71422.0,71382.1,71382.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 71428[14:Spt:71427.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 71429[14:MRR:141.1,71428.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71430[14:MRR:129.0,71428.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71432[14:MRR:139.1,71428.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71434[14:MRR:71384.1,71429.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 71435[14:MRR:71383.1,71430.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.84 71436[14:MRR:71385.1,71432.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.84 71437[15:Spt:71434.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71439[15:MRR:160.0,71437.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71440[15:MRR:172.0,71437.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 71442[15:MRR:71435.0,71439.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71444[15:MRR:102.1,71442.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 71448[15:MRR:71436.0,71440.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71453[15:MRR:71444.0,71448.0] || -> . % 3.61/3.84 71454[15:Spt:71453.0,71434.0,71437.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71455[15:Spt:71453.0,71434.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 71456[15:MRR:104.0,71455.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 71457[15:MRR:71435.1,71456.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71459[15:MRR:158.1,71457.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 71461[15:MRR:71436.0,71459.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71465[15:MRR:116.0,116.1,71455.0,71461.0] || -> . % 3.61/3.84 71466[14:Spt:71465.0,71427.0,71428.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71467[14:Spt:71465.0,71427.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71468[14:MRR:101.0,71467.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 71469[14:MRR:71383.2,71468.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 71470[14:MRR:111.1,71467.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 71471[14:MRR:71385.2,71470.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.84 71472[14:MRR:113.1,71467.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 71473[14:MRR:71384.2,71472.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.84 71476[15:Spt:71469.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71477[15:MRR:160.1,71476.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71479[15:MRR:158.1,71476.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 71481[15:MRR:71473.0,71477.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71483[15:MRR:144.0,71481.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71486[15:MRR:71471.0,71479.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71490[15:MRR:71483.0,71486.0] || -> . % 3.61/3.84 71491[15:Spt:71490.0,71469.0,71476.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71492[15:Spt:71490.0,71469.1] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71493[15:MRR:132.1,71492.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71494[15:MRR:71473.1,71493.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71496[15:MRR:172.0,71494.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 71498[15:MRR:71471.0,71496.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71501[15:MRR:130.0,130.1,71498.0,71492.0] || -> . % 3.61/3.84 71502[12:Spt:71501.0,71370.3,71375.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 71503[12:Spt:71501.0,71370.0,71370.1,71370.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 71504[13:Spt:71503.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 71505[13:MRR:149.1,71504.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71506[13:MRR:154.1,71504.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71508[13:MRR:152.1,71504.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71509[13:MRR:151.1,71504.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71510[13:MRR:71372.0,71505.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 71511[13:MRR:71374.0,71506.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 71512[13:MRR:71373.0,71508.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 71513[13:MRR:71371.0,71509.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 71514[14:Spt:71510.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71515[14:MRR:132.1,71514.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71516[14:MRR:130.1,71514.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71519[14:MRR:129.1,71514.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71520[14:MRR:71511.0,71515.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 71521[14:MRR:71512.0,71516.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 71522[14:MRR:71513.0,71519.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 71523[15:Spt:71520.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 71525[15:MRR:116.0,71523.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 71526[15:MRR:113.0,71523.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71529[15:MRR:71521.0,71525.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71530[15:MRR:27.0,71529.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71535[15:MRR:71522.0,71526.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71540[15:MRR:71530.0,71535.0] || -> . % 3.61/3.84 71541[15:Spt:71540.0,71520.0,71523.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 71542[15:Spt:71540.0,71520.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71543[15:MRR:32.0,71542.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 71544[15:MRR:71521.1,71543.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71546[15:MRR:111.0,71544.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71549[15:MRR:71522.0,71546.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71553[15:MRR:29.0,29.1,71542.0,71549.0] || -> . % 3.61/3.84 71554[14:Spt:71553.0,71510.0,71514.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71555[14:Spt:71553.0,71510.1,71510.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 71556[15:Spt:71555.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71557[15:MRR:104.1,71556.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 71558[15:MRR:102.1,71556.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 71559[15:MRR:101.1,71556.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 71562[15:MRR:71511.1,71557.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 71563[15:MRR:71512.1,71558.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 71564[15:MRR:71513.1,71559.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 71565[16:Spt:71562.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71567[16:MRR:144.0,71565.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71569[16:MRR:141.0,71565.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71570[16:MRR:71563.0,71567.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71575[16:MRR:27.0,71570.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71576[16:MRR:71564.0,71569.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71581[16:MRR:71575.0,71576.0] || -> . % 3.61/3.84 71582[16:Spt:71581.0,71562.0,71565.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71583[16:Spt:71581.0,71562.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71584[16:MRR:32.0,71583.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 71585[16:MRR:71563.1,71584.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71588[16:MRR:139.0,71585.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71589[16:MRR:71564.0,71588.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71590[16:MRR:29.0,29.1,71583.0,71589.0] || -> . % 3.61/3.84 71594[15:Spt:71590.0,71555.0,71556.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 71595[15:Spt:71590.0,71555.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71596[15:MRR:18.1,71595.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 71597[15:MRR:71512.2,71596.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 71598[15:MRR:17.1,71595.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71599[15:MRR:71513.2,71598.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 71600[15:MRR:20.1,71595.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71601[15:MRR:71511.2,71600.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.61/3.84 71604[16:Spt:71597.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71605[16:MRR:144.1,71604.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71606[16:MRR:139.0,71604.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71609[16:MRR:71601.0,71605.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 71612[16:MRR:113.0,71609.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71614[16:MRR:71599.0,71606.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71618[16:MRR:71612.0,71614.0] || -> . % 3.61/3.84 71619[16:Spt:71618.0,71597.0,71604.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 71620[16:Spt:71618.0,71597.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71621[16:MRR:116.1,71620.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 71622[16:MRR:71601.1,71621.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71623[16:MRR:141.0,71622.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71626[16:MRR:71599.0,71623.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71629[16:MRR:111.0,111.1,71620.0,71626.0] || -> . % 3.61/3.84 71630[13:Spt:71629.0,71503.0,71504.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 71631[13:Spt:71629.0,71503.1,71503.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 71632[14:Spt:71631.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 71633[14:MRR:124.1,71632.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71634[14:MRR:126.1,71632.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71635[14:MRR:123.1,71632.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71637[14:MRR:121.1,71632.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71638[14:MRR:71373.1,71633.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 71639[14:MRR:71374.1,71634.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 71640[14:MRR:71371.1,71635.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 71641[14:MRR:71372.1,71637.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 71642[15:Spt:71638.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 71643[15:MRR:158.0,71642.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71644[15:MRR:172.1,71642.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71646[15:MRR:167.0,71642.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71647[15:MRR:71641.0,71643.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 71648[15:MRR:71639.0,71644.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 71649[15:MRR:71640.0,71646.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 71650[16:Spt:71647.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71653[16:MRR:101.1,71650.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71655[16:MRR:104.1,71650.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 71656[16:MRR:71649.0,71653.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71659[16:MRR:29.1,71656.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71662[16:MRR:71648.0,71655.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71667[16:MRR:71659.0,71662.0] || -> . % 3.61/3.84 71668[16:Spt:71667.0,71647.0,71650.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 71669[16:Spt:71667.0,71647.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71670[16:MRR:17.1,71669.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71671[16:MRR:71649.1,71670.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71674[16:MRR:113.1,71671.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 71676[16:MRR:71648.0,71674.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71679[16:MRR:20.0,20.1,71676.0,71669.0] || -> . % 3.61/3.84 71681[15:Spt:71679.0,71638.0,71642.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71682[15:Spt:71679.0,71638.1,71638.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 71683[16:Spt:71682.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 71684[16:MRR:102.0,71683.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 71685[16:MRR:111.0,71683.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 71688[16:MRR:116.1,71683.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 71689[16:MRR:71641.1,71684.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.84 71690[16:MRR:71640.1,71685.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 71691[16:MRR:71639.1,71688.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 71692[17:Spt:71689.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71694[17:MRR:160.1,71692.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71695[17:MRR:157.1,71692.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71696[17:MRR:71691.0,71694.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71697[17:MRR:29.0,71696.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71702[17:MRR:71690.0,71695.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71707[17:MRR:71697.0,71702.0] || -> . % 3.61/3.84 71708[17:Spt:71707.0,71689.0,71692.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71709[17:Spt:71707.0,71689.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71710[17:MRR:20.1,71709.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71711[17:MRR:71691.1,71710.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71713[17:MRR:169.0,71711.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71714[17:MRR:71690.0,71713.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71718[17:MRR:17.0,17.1,71714.0,71709.0] || -> . % 3.61/3.84 71719[16:Spt:71718.0,71682.0,71683.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 71720[16:Spt:71718.0,71682.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71721[16:MRR:32.1,71720.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 71722[16:MRR:71639.2,71721.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 71723[16:MRR:27.0,71720.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71724[16:MRR:71640.2,71723.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 71727[16:MRR:18.0,71720.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71728[16:MRR:71641.2,71727.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.61/3.84 71729[17:Spt:71722.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71730[17:MRR:160.0,71729.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71731[17:MRR:169.0,71729.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71733[17:MRR:71728.0,71730.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71735[17:MRR:101.1,71733.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71738[17:MRR:71724.0,71731.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71742[17:MRR:71735.0,71738.0] || -> . % 3.61/3.84 71743[17:Spt:71742.0,71722.0,71729.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71744[17:Spt:71742.0,71722.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 71745[17:MRR:104.0,71744.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 71746[17:MRR:71728.1,71745.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 71747[17:MRR:157.1,71746.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71749[17:MRR:71724.0,71747.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 71752[17:MRR:113.0,113.1,71744.0,71749.0] || -> . % 3.61/3.84 71753[14:Spt:71752.0,71631.0,71632.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 71754[14:Spt:71752.0,71631.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 71755[14:MRR:93.1,71754.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 71756[14:MRR:95.1,71754.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 71757[14:MRR:98.1,71754.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 71759[14:MRR:96.1,71754.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 71760[14:MRR:71373.2,71759.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 71761[14:MRR:71374.2,71757.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 71762[14:MRR:71371.2,71756.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 71763[14:MRR:71372.2,71755.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 71764[15:Spt:71760.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 71765[15:MRR:167.0,71764.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71767[15:MRR:172.1,71764.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71768[15:MRR:158.0,71764.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71769[15:MRR:71762.0,71765.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 71770[15:MRR:71761.0,71767.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.84 71771[15:MRR:71763.0,71768.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 71772[16:Spt:71769.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 71774[16:MRR:141.1,71772.0] || pigeon_7_in_hole_5* -> . % 3.61/3.84 71776[16:MRR:129.0,71772.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71777[16:MRR:71770.0,71774.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71779[16:MRR:20.0,71777.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71783[16:MRR:71771.0,71776.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71788[16:MRR:71779.0,71783.0] || -> . % 3.61/3.84 71789[16:Spt:71788.0,71769.0,71772.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71790[16:Spt:71788.0,71769.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71791[16:MRR:29.1,71790.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71792[16:MRR:71770.1,71791.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71795[16:MRR:132.0,71792.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71796[16:MRR:71771.0,71795.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71800[16:MRR:17.0,17.1,71790.0,71796.0] || -> . % 3.61/3.84 71801[15:Spt:71800.0,71760.0,71764.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71802[15:Spt:71800.0,71760.1,71760.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 71803[16:Spt:71802.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71804[16:MRR:139.0,71803.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71805[16:MRR:144.1,71803.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 71807[16:MRR:130.0,71803.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71808[16:MRR:71762.1,71804.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 71809[16:MRR:71761.1,71805.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 71810[16:MRR:71763.1,71807.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.84 71811[17:Spt:71808.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71812[17:MRR:169.1,71811.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71813[17:MRR:157.0,71811.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71815[17:MRR:71809.0,71812.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71819[17:MRR:20.0,71815.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71821[17:MRR:71810.0,71813.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71826[17:MRR:71819.0,71821.0] || -> . % 3.61/3.84 71827[17:Spt:71826.0,71808.0,71811.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71828[17:Spt:71826.0,71808.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 71829[17:MRR:29.1,71828.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 71830[17:MRR:71809.1,71829.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71832[17:MRR:160.0,71830.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71833[17:MRR:71810.0,71832.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 71834[17:MRR:17.0,17.1,71828.0,71833.0] || -> . % 3.61/3.84 71838[16:Spt:71834.0,71802.0,71803.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 71839[16:Spt:71834.0,71802.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 71840[16:MRR:32.1,71839.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 71841[16:MRR:71761.2,71840.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.84 71842[16:MRR:18.0,71839.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 71843[16:MRR:71763.2,71842.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.84 71844[16:MRR:27.0,71839.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 71845[16:MRR:71762.2,71844.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.84 71848[17:Spt:71841.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 71849[17:MRR:169.0,71848.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 71850[17:MRR:160.0,71848.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71852[17:MRR:71845.0,71849.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 71853[17:MRR:129.0,71852.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 71856[17:MRR:71843.0,71850.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71859[17:MRR:71853.0,71856.0] || -> . % 3.61/3.84 71860[17:Spt:71859.0,71841.0,71848.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 71861[17:Spt:71859.0,71841.1] || -> pigeon_7_in_hole_5*. % 3.61/3.84 71862[17:MRR:141.0,71861.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 71863[17:MRR:71845.1,71862.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 71865[17:MRR:157.0,71863.0] || pigeon_2_in_hole_6* -> . % 3.61/3.84 71866[17:MRR:71843.0,71865.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 71868[17:MRR:132.0,132.1,71861.0,71866.0] || -> . % 3.61/3.84 71869[7:Spt:71868.0,69142.0,69143.0] || pigeon_6_in_hole_7*+ -> . % 3.61/3.84 71870[7:Spt:71868.0,69142.1,69142.2,69142.3,69142.4] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.61/3.84 71871[8:Spt:71870.0] || -> pigeon_6_in_hole_6*. % 3.61/3.84 71872[8:MRR:174.1,71871.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 71873[8:MRR:168.0,71871.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 71874[8:MRR:159.0,71871.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.84 71875[8:MRR:171.0,71871.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 71876[8:MRR:153.0,71871.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 71877[8:MRR:164.0,71871.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 71878[8:MRR:66408.1,71872.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 71879[8:MRR:66413.1,71873.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 71880[8:MRR:66409.1,71874.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 71881[8:MRR:66411.1,71875.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 71882[8:MRR:66412.1,71876.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 71883[8:MRR:66410.1,71877.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 71884[9:Spt:71878.4] || -> pigeon_7_in_hole_1*. % 3.61/3.84 71885[9:MRR:32.0,71884.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 71886[9:MRR:29.0,71884.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 71887[9:MRR:20.0,71884.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 71890[9:MRR:14.0,71884.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 71891[9:MRR:25.0,71884.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 71892[9:MRR:71881.4,71885.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 71893[9:MRR:71879.4,71886.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 71894[9:MRR:71880.4,71887.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 71895[9:MRR:71882.4,71890.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 71896[9:MRR:71883.4,71891.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 71897[10:Spt:71892.1] || -> pigeon_5_in_hole_5*. % 3.61/3.84 71898[10:MRR:130.0,71897.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 71901[10:MRR:139.0,71897.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 71902[10:MRR:124.0,71897.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 71903[10:MRR:135.0,71897.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 71904[10:MRR:71894.1,71898.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 71905[10:MRR:71893.1,71901.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 71906[10:MRR:71895.1,71902.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 71907[10:MRR:71896.1,71903.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 71908[11:Spt:71904.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 71909[11:MRR:93.0,71908.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 71912[11:MRR:101.1,71908.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 71914[11:MRR:100.1,71908.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 71915[11:MRR:71906.1,71909.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 71916[11:MRR:71905.1,71912.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 71917[11:MRR:71907.1,71914.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 71918[12:Spt:71915.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 71922[12:MRR:38.1,71918.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 71923[12:MRR:39.1,71918.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71925[12:MRR:71917.1,71922.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 71929[12:MRR:190.1,71925.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 71931[12:MRR:71916.1,71923.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 71936[12:MRR:71929.0,71931.0] || -> . % 3.61/3.84 71937[12:Spt:71936.0,71915.1,71918.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 71938[12:Spt:71936.0,71915.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 71939[12:MRR:178.1,71938.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 71940[12:MRR:71917.0,71939.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 71944[12:MRR:50.1,71940.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71946[12:MRR:71916.1,71944.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 71947[12:MRR:179.0,179.1,71946.0,71938.0] || -> . % 3.61/3.84 71951[11:Spt:71947.0,71904.1,71908.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 71952[11:Spt:71947.0,71904.0,71904.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.84 71953[12:Spt:71952.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 71954[12:MRR:184.1,71953.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 71955[12:MRR:185.1,71953.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 71958[12:MRR:177.0,71953.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 71959[12:MRR:71907.0,71954.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 71960[12:MRR:71905.0,71955.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 71961[12:MRR:71906.0,71958.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 71962[13:Spt:71959.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 71963[13:MRR:94.0,71962.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 71966[13:MRR:106.1,71962.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71968[13:MRR:71961.0,71963.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 71970[13:MRR:39.1,71968.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 71975[13:MRR:71960.0,71966.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71981[13:MRR:71970.0,71975.0] || -> . % 3.61/3.84 71982[13:Spt:71981.0,71959.0,71962.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 71983[13:Spt:71981.0,71959.1] || -> pigeon_3_in_hole_2*. % 3.61/3.84 71984[13:MRR:38.0,71983.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 71985[13:MRR:71961.1,71984.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 71986[13:MRR:95.1,71985.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 71990[13:MRR:71960.0,71986.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 71995[13:MRR:50.0,50.1,71990.0,71983.0] || -> . % 3.61/3.84 71996[12:Spt:71995.0,71952.0,71953.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 71997[12:Spt:71995.0,71952.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 71998[12:MRR:37.0,71997.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 71999[12:MRR:71906.2,71998.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 72000[12:MRR:45.1,71997.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72001[12:MRR:71905.2,72000.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 72002[12:MRR:44.1,71997.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72003[12:MRR:71907.2,72002.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 72007[13:Spt:71999.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 72008[13:MRR:178.1,72007.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72009[13:MRR:179.1,72007.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72012[13:MRR:72003.0,72008.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72014[13:MRR:106.1,72012.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 72018[13:MRR:72001.0,72009.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72023[13:MRR:72014.0,72018.0] || -> . % 3.61/3.84 72024[13:Spt:72023.0,71999.0,72007.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72025[13:Spt:72023.0,71999.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72026[13:MRR:94.1,72025.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 72027[13:MRR:72003.1,72026.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 72028[13:MRR:190.1,72027.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72031[13:MRR:72001.0,72028.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72035[13:MRR:95.0,95.1,72031.0,72025.0] || -> . % 3.61/3.84 72036[10:Spt:72035.0,71892.1,71897.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72037[10:Spt:72035.0,71892.0,71892.2,71892.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 72038[11:Spt:72037.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 72039[11:MRR:180.0,72038.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 72040[11:MRR:191.0,72038.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 72041[11:MRR:195.0,72038.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 72043[11:MRR:186.0,72038.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 72044[11:MRR:71895.0,72039.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 72045[11:MRR:71896.0,72040.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 72046[11:MRR:71893.0,72041.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 72047[11:MRR:71894.0,72043.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 72048[12:Spt:72044.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72049[12:MRR:121.1,72048.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72052[12:MRR:123.1,72048.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72053[12:MRR:122.1,72048.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 72054[12:MRR:72047.0,72049.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 72055[12:MRR:72046.0,72052.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 72056[12:MRR:72045.0,72053.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 72057[13:Spt:72054.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72058[13:MRR:100.1,72057.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 72060[13:MRR:101.1,72057.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 72064[13:MRR:72056.0,72058.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72066[13:MRR:50.1,72064.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72071[13:MRR:72055.0,72060.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72077[13:MRR:72066.0,72071.0] || -> . % 3.61/3.84 72078[13:Spt:72077.0,72054.0,72057.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72079[13:Spt:72077.0,72054.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72080[13:MRR:44.1,72079.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72081[13:MRR:72056.1,72080.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72085[13:MRR:106.1,72081.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 72087[13:MRR:72055.0,72085.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72091[13:MRR:45.0,45.1,72087.0,72079.0] || -> . % 3.61/3.84 72093[12:Spt:72091.0,72044.0,72048.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72094[12:Spt:72091.0,72044.1,72044.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 72095[13:Spt:72094.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72096[13:MRR:93.1,72095.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72097[13:MRR:94.1,72095.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 72099[13:MRR:95.1,72095.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72102[13:MRR:72047.1,72096.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 72103[13:MRR:72045.1,72097.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.84 72104[13:MRR:72046.1,72099.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 72105[14:Spt:72102.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72106[14:MRR:129.1,72105.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72109[14:MRR:128.1,72105.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72110[14:MRR:72104.0,72106.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72111[14:MRR:50.0,72110.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72117[14:MRR:72103.0,72109.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72123[14:MRR:72111.0,72117.0] || -> . % 3.61/3.84 72124[14:Spt:72123.0,72102.0,72105.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72125[14:Spt:72123.0,72102.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72126[14:MRR:45.1,72125.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72127[14:MRR:72104.1,72126.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72130[14:MRR:134.0,72127.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72131[14:MRR:72103.0,72130.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72136[14:MRR:44.0,44.1,72131.0,72125.0] || -> . % 3.61/3.84 72137[13:Spt:72136.0,72094.0,72095.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72138[13:Spt:72136.0,72094.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72139[13:MRR:39.1,72138.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72140[13:MRR:72046.2,72139.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 72141[13:MRR:38.1,72138.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72142[13:MRR:72045.2,72141.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.84 72146[13:MRR:37.1,72138.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 72147[13:MRR:72047.2,72146.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 72148[14:Spt:72140.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72149[14:MRR:129.0,72148.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72150[14:MRR:134.0,72148.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72153[14:MRR:72147.0,72149.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72158[14:MRR:100.1,72153.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 72159[14:MRR:72142.0,72150.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72164[14:MRR:72158.0,72159.0] || -> . % 3.61/3.84 72165[14:Spt:72164.0,72140.0,72148.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72166[14:Spt:72164.0,72140.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72167[14:MRR:101.0,72166.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72168[14:MRR:72147.1,72167.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72169[14:MRR:128.1,72168.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72172[14:MRR:72142.0,72169.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72175[14:MRR:106.0,106.1,72166.0,72172.0] || -> . % 3.61/3.84 72177[11:Spt:72175.0,72037.0,72038.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 72178[11:Spt:72175.0,72037.1,72037.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 72179[12:Spt:72178.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 72180[12:MRR:102.0,72179.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72181[12:MRR:107.0,72179.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 72184[12:MRR:111.0,72179.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72185[12:MRR:96.0,72179.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72186[12:MRR:71894.2,72180.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 72187[12:MRR:71896.2,72181.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.84 72188[12:MRR:71893.2,72184.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 72189[12:MRR:71895.2,72185.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 72190[13:Spt:72186.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 72191[13:MRR:177.0,72190.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 72192[13:MRR:184.1,72190.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 72193[13:MRR:185.1,72190.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 72195[13:MRR:72189.0,72191.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 72196[13:MRR:72187.0,72192.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.84 72197[13:MRR:72188.0,72193.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 72198[14:Spt:72195.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72199[14:MRR:122.1,72198.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72200[14:MRR:123.1,72198.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72204[14:MRR:72196.0,72199.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72205[14:MRR:50.1,72204.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72211[14:MRR:72197.0,72200.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72217[14:MRR:72205.0,72211.0] || -> . % 3.61/3.84 72218[14:Spt:72217.0,72195.0,72198.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72219[14:Spt:72217.0,72195.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72220[14:MRR:38.1,72219.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72221[14:MRR:72196.1,72220.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 72222[14:MRR:134.1,72221.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72226[14:MRR:72197.0,72222.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72231[14:MRR:39.0,39.1,72226.0,72219.0] || -> . % 3.61/3.84 72232[13:Spt:72231.0,72186.0,72190.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 72233[13:Spt:72231.0,72186.1,72186.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 72234[14:Spt:72233.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72235[14:MRR:121.0,72234.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72236[14:MRR:128.1,72234.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 72237[14:MRR:129.1,72234.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72240[14:MRR:72189.1,72235.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 72241[14:MRR:72187.1,72236.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 72242[14:MRR:72188.1,72237.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 72243[15:Spt:72240.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 72245[15:MRR:179.1,72243.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72246[15:MRR:178.1,72243.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72247[15:MRR:72242.0,72245.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72248[15:MRR:50.0,72247.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72254[15:MRR:72241.0,72246.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72260[15:MRR:72248.0,72254.0] || -> . % 3.61/3.84 72261[15:Spt:72260.0,72240.0,72243.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72262[15:Spt:72260.0,72240.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72263[15:MRR:39.1,72262.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72264[15:MRR:72242.1,72263.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 72266[15:MRR:190.0,72264.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72267[15:MRR:72241.0,72266.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72272[15:MRR:38.0,38.1,72267.0,72262.0] || -> . % 3.61/3.84 72273[14:Spt:72272.0,72233.0,72234.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72274[14:Spt:72272.0,72233.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72275[14:MRR:45.1,72274.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72276[14:MRR:72188.2,72275.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 72277[14:MRR:44.1,72274.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 72278[14:MRR:72187.2,72277.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.84 72282[14:MRR:37.0,72274.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72283[14:MRR:72189.2,72282.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 72284[15:Spt:72276.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 72285[15:MRR:179.0,72284.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72286[15:MRR:190.0,72284.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72288[15:MRR:72283.0,72285.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72292[15:MRR:122.1,72288.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72293[15:MRR:72278.0,72286.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 72297[15:MRR:72292.0,72293.0] || -> . % 3.61/3.84 72298[15:Spt:72297.0,72276.0,72284.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72299[15:Spt:72297.0,72276.1] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72300[15:MRR:123.0,72299.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72301[15:MRR:72283.1,72300.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 72302[15:MRR:178.1,72301.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72304[15:MRR:72278.0,72302.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 72305[15:MRR:134.0,134.1,72299.0,72304.0] || -> . % 3.61/3.84 72308[12:Spt:72305.0,72178.0,72179.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 72309[12:Spt:72305.0,72178.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72310[12:MRR:55.0,72309.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72311[12:MRR:51.0,72309.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 72313[12:MRR:46.0,72309.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 72314[12:MRR:40.0,72309.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 72316[12:MRR:71894.3,72313.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 72317[12:MRR:71896.3,72311.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.84 72318[12:MRR:71893.3,72310.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 72319[12:MRR:71895.3,72314.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 72320[13:Spt:72316.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 72322[13:MRR:185.1,72320.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 72323[13:MRR:184.1,72320.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 72324[13:MRR:177.0,72320.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 72325[13:MRR:72318.0,72322.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 72326[13:MRR:72317.0,72323.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.84 72327[13:MRR:72319.0,72324.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 72328[14:Spt:72325.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72329[14:MRR:123.0,72328.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72330[14:MRR:134.0,72328.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72334[14:MRR:72327.0,72329.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72336[14:MRR:94.1,72334.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 72340[14:MRR:72326.0,72330.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72345[14:MRR:72336.0,72340.0] || -> . % 3.61/3.84 72346[14:Spt:72345.0,72325.0,72328.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72347[14:Spt:72345.0,72325.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72348[14:MRR:95.0,72347.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72349[14:MRR:72327.1,72348.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72350[14:MRR:122.1,72349.0] || pigeon_3_in_hole_5* -> . % 3.61/3.84 72354[14:MRR:72326.0,72350.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72355[14:MRR:106.0,106.1,72347.0,72354.0] || -> . % 3.61/3.84 72359[13:Spt:72355.0,72316.0,72320.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 72360[13:Spt:72355.0,72316.1,72316.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 72361[14:Spt:72360.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72362[14:MRR:129.1,72361.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72363[14:MRR:121.0,72361.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72364[14:MRR:128.1,72361.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 72367[14:MRR:72318.1,72362.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 72368[14:MRR:72319.1,72363.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 72369[14:MRR:72317.1,72364.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 72370[15:Spt:72367.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 72372[15:MRR:190.0,72370.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72373[15:MRR:179.0,72370.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72374[15:MRR:72369.0,72372.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72375[15:MRR:94.0,72374.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72380[15:MRR:72368.0,72373.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72385[15:MRR:72375.0,72380.0] || -> . % 3.61/3.84 72386[15:Spt:72385.0,72367.0,72370.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72387[15:Spt:72385.0,72367.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72388[15:MRR:106.0,72387.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 72389[15:MRR:72369.1,72388.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 72391[15:MRR:178.0,72389.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72392[15:MRR:72368.0,72391.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72396[15:MRR:95.0,95.1,72387.0,72392.0] || -> . % 3.61/3.84 72397[14:Spt:72396.0,72360.0,72361.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72398[14:Spt:72396.0,72360.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72399[14:MRR:100.1,72398.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 72400[14:MRR:72317.2,72399.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.61/3.84 72401[14:MRR:93.0,72398.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72402[14:MRR:72319.2,72401.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 72403[14:MRR:101.1,72398.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 72404[14:MRR:72318.2,72403.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 72407[15:Spt:72400.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 72408[15:MRR:190.1,72407.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 72409[15:MRR:178.0,72407.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72411[15:MRR:72404.0,72408.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72415[15:MRR:123.0,72411.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72416[15:MRR:72402.0,72409.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72420[15:MRR:72415.0,72416.0] || -> . % 3.61/3.84 72421[15:Spt:72420.0,72400.0,72407.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 72422[15:Spt:72420.0,72400.1] || -> pigeon_3_in_hole_5*. % 3.61/3.84 72423[15:MRR:134.1,72422.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72424[15:MRR:72404.1,72423.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 72425[15:MRR:179.0,72424.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 72427[15:MRR:72402.0,72425.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72428[15:MRR:122.0,122.1,72422.0,72427.0] || -> . % 3.61/3.84 72431[9:Spt:72428.0,71878.4,71884.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 72432[9:Spt:72428.0,71878.0,71878.1,71878.2,71878.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 72433[10:Spt:72432.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 72434[10:MRR:193.0,72433.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 72435[10:MRR:197.0,72433.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 72436[10:MRR:182.0,72433.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 72437[10:MRR:188.0,72433.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 72438[10:MRR:200.0,72433.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 72439[10:MRR:71883.0,72434.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 72440[10:MRR:71879.0,72435.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 72441[10:MRR:71882.0,72436.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 72442[10:MRR:71880.0,72437.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 72443[10:MRR:71881.0,72438.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 72444[11:Spt:72439.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 72445[11:MRR:134.1,72444.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72446[11:MRR:122.0,72444.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72449[11:MRR:128.0,72444.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72450[11:MRR:135.1,72444.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72451[11:MRR:72440.0,72445.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 72452[11:MRR:72441.0,72446.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 72453[11:MRR:72442.0,72449.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 72454[11:MRR:72443.0,72450.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 72455[12:Spt:72451.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72457[12:MRR:95.0,72455.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72458[12:MRR:101.0,72455.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72461[12:MRR:111.1,72455.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 72462[12:MRR:72452.0,72457.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 72463[12:MRR:72453.0,72458.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 72464[12:MRR:72454.0,72461.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 72465[13:Spt:72462.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72469[13:MRR:40.1,72465.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72471[13:MRR:37.1,72465.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 72472[13:MRR:72464.0,72469.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72473[13:MRR:18.0,72472.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 72479[13:MRR:72463.0,72471.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72485[13:MRR:72473.0,72479.0] || -> . % 3.61/3.84 72486[13:Spt:72485.0,72462.0,72465.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72487[13:Spt:72485.0,72462.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72488[13:MRR:12.1,72487.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72489[13:MRR:72464.1,72488.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72493[13:MRR:46.0,72489.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 72495[13:MRR:72463.0,72493.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72497[13:MRR:9.0,9.1,72495.0,72487.0] || -> . % 3.61/3.84 72501[12:Spt:72497.0,72451.0,72455.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72502[12:Spt:72497.0,72451.1,72451.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 72503[13:Spt:72502.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72504[13:MRR:39.0,72503.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 72505[13:MRR:55.1,72503.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 72506[13:MRR:45.0,72503.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 72510[13:MRR:72452.1,72504.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 72511[13:MRR:72454.1,72505.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 72512[13:MRR:72453.1,72506.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 72513[14:Spt:72510.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72515[14:MRR:93.1,72513.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72518[14:MRR:96.1,72513.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72519[14:MRR:72512.0,72515.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72520[14:MRR:18.1,72519.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72526[14:MRR:72511.0,72518.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72532[14:MRR:72520.0,72526.0] || -> . % 3.61/3.84 72533[14:Spt:72532.0,72510.0,72513.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72534[14:Spt:72532.0,72510.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72535[14:MRR:9.1,72534.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 72536[14:MRR:72512.1,72535.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72540[14:MRR:102.1,72536.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72541[14:MRR:72511.0,72540.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72546[14:MRR:12.0,12.1,72541.0,72534.0] || -> . % 3.61/3.84 72547[13:Spt:72546.0,72502.0,72503.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72548[13:Spt:72546.0,72502.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 72549[13:MRR:17.0,72548.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 72550[13:MRR:72453.2,72549.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 72551[13:MRR:27.1,72548.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72552[13:MRR:72454.2,72551.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 72554[13:MRR:11.0,72548.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 72555[13:MRR:72452.2,72554.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 72558[14:Spt:72550.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72559[14:MRR:93.0,72558.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72560[14:MRR:102.1,72558.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72564[14:MRR:72555.0,72559.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72567[14:MRR:40.1,72564.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72570[14:MRR:72552.0,72560.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72575[14:MRR:72567.0,72570.0] || -> . % 3.61/3.84 72576[14:Spt:72575.0,72550.0,72558.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72577[14:Spt:72575.0,72550.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72578[14:MRR:37.0,72577.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72579[14:MRR:72555.1,72578.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72580[14:MRR:96.1,72579.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72584[14:MRR:72552.0,72580.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72587[14:MRR:46.0,46.1,72584.0,72577.0] || -> . % 3.61/3.84 72589[11:Spt:72587.0,72439.0,72444.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 72590[11:Spt:72587.0,72439.1,72439.2,72439.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 72591[12:Spt:72590.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 72592[12:MRR:100.0,72591.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72593[12:MRR:94.0,72591.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72594[12:MRR:107.1,72591.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 72597[12:MRR:106.1,72591.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72598[12:MRR:72442.1,72592.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 72599[12:MRR:72441.1,72593.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 72600[12:MRR:72443.1,72594.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 72601[12:MRR:72440.1,72597.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 72602[13:Spt:72598.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72603[13:MRR:129.1,72602.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72604[13:MRR:121.0,72602.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72607[13:MRR:130.1,72602.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72608[13:MRR:72601.0,72603.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 72609[13:MRR:72599.0,72604.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 72610[13:MRR:72600.0,72607.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 72611[14:Spt:72608.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72616[14:MRR:55.1,72611.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72617[14:MRR:39.0,72611.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72618[14:MRR:72610.0,72616.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72624[14:MRR:12.0,72618.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 72625[14:MRR:72609.0,72617.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72631[14:MRR:72624.0,72625.0] || -> . % 3.61/3.84 72632[14:Spt:72631.0,72608.0,72611.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72633[14:Spt:72631.0,72608.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 72634[14:MRR:27.1,72633.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72635[14:MRR:72610.1,72634.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72640[14:MRR:40.0,72635.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72641[14:MRR:72609.0,72640.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72644[14:MRR:11.0,11.1,72633.0,72641.0] || -> . % 3.61/3.84 72647[13:Spt:72644.0,72598.0,72602.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72648[13:Spt:72644.0,72598.1,72598.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 72649[14:Spt:72648.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72650[14:MRR:45.1,72649.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72651[14:MRR:46.1,72649.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 72655[14:MRR:37.0,72649.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 72656[14:MRR:72601.1,72650.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 72657[14:MRR:72600.1,72651.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 72658[14:MRR:72599.1,72655.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 72659[15:Spt:72656.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72660[15:MRR:123.0,72659.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72663[15:MRR:139.1,72659.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72664[15:MRR:72658.0,72660.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72665[15:MRR:12.1,72664.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72671[15:MRR:72657.0,72663.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72677[15:MRR:72665.0,72671.0] || -> . % 3.61/3.84 72678[15:Spt:72677.0,72656.0,72659.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72679[15:Spt:72677.0,72656.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 72680[15:MRR:11.0,72679.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 72681[15:MRR:72658.1,72680.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72684[15:MRR:124.1,72681.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72685[15:MRR:72657.0,72684.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72690[15:MRR:27.0,27.1,72685.0,72679.0] || -> . % 3.61/3.84 72691[14:Spt:72690.0,72648.0,72649.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 72692[14:Spt:72690.0,72648.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72693[14:MRR:9.0,72692.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 72694[14:MRR:72599.2,72693.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 72695[14:MRR:18.1,72692.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72696[14:MRR:72600.2,72695.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 72699[14:MRR:17.1,72692.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 72700[14:MRR:72601.2,72699.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 72702[15:Spt:72694.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72703[15:MRR:123.1,72702.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 72704[15:MRR:124.1,72702.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72707[15:MRR:72700.0,72703.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72709[15:MRR:55.1,72707.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72713[15:MRR:72696.0,72704.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72718[15:MRR:72709.0,72713.0] || -> . % 3.61/3.84 72719[15:Spt:72718.0,72694.0,72702.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72720[15:Spt:72718.0,72694.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72721[15:MRR:39.1,72720.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 72722[15:MRR:72700.1,72721.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72723[15:MRR:139.1,72722.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72726[15:MRR:72696.0,72723.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72730[15:MRR:40.0,40.1,72726.0,72720.0] || -> . % 3.61/3.84 72731[12:Spt:72730.0,72590.0,72591.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 72732[12:Spt:72730.0,72590.1,72590.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 72733[13:Spt:72732.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 72734[13:MRR:50.1,72733.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 72735[13:MRR:51.1,72733.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 72736[13:MRR:38.0,72733.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 72739[13:MRR:44.0,72733.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 72740[13:MRR:72440.2,72734.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 72741[13:MRR:72443.2,72735.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 72742[13:MRR:72441.2,72736.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 72743[13:MRR:72442.2,72739.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 72744[14:Spt:72740.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72745[14:MRR:123.0,72744.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72748[14:MRR:139.1,72744.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72749[14:MRR:129.0,72744.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72750[14:MRR:72742.0,72745.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 72751[14:MRR:72741.0,72748.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 72752[14:MRR:72743.0,72749.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 72753[15:Spt:72750.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72754[15:MRR:93.1,72753.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72757[15:MRR:96.1,72753.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72759[15:MRR:72752.0,72754.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72761[15:MRR:18.1,72759.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72766[15:MRR:72751.0,72757.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72772[15:MRR:72761.0,72766.0] || -> . % 3.61/3.84 72773[15:Spt:72772.0,72750.0,72753.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72774[15:Spt:72772.0,72750.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72775[15:MRR:9.1,72774.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 72776[15:MRR:72752.1,72775.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72779[15:MRR:102.1,72776.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72781[15:MRR:72751.0,72779.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72786[15:MRR:12.0,12.1,72781.0,72774.0] || -> . % 3.61/3.84 72787[14:Spt:72786.0,72740.0,72744.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72788[14:Spt:72786.0,72740.1,72740.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 72789[15:Spt:72788.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72790[15:MRR:95.0,72789.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72791[15:MRR:101.0,72789.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72794[15:MRR:111.1,72789.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 72795[15:MRR:72742.1,72790.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 72796[15:MRR:72743.1,72791.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 72797[15:MRR:72741.1,72794.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 72798[16:Spt:72795.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72801[16:MRR:124.1,72798.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72802[16:MRR:121.1,72798.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72803[16:MRR:72797.0,72801.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 72804[16:MRR:18.0,72803.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 72810[16:MRR:72796.0,72802.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72816[16:MRR:72804.0,72810.0] || -> . % 3.61/3.84 72817[16:Spt:72816.0,72795.0,72798.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72818[16:Spt:72816.0,72795.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 72819[16:MRR:12.1,72818.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 72820[16:MRR:72797.1,72819.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 72823[16:MRR:130.0,72820.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72824[16:MRR:72796.0,72823.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 72829[16:MRR:9.0,9.1,72824.0,72818.0] || -> . % 3.61/3.84 72830[15:Spt:72829.0,72788.0,72789.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72831[15:Spt:72829.0,72788.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 72832[15:MRR:27.1,72831.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 72833[15:MRR:72741.2,72832.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 72834[15:MRR:17.0,72831.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 72835[15:MRR:72743.2,72834.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 72836[15:MRR:11.0,72831.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 72837[15:MRR:72742.2,72836.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 72841[16:Spt:72833.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 72842[16:MRR:124.0,72841.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72843[16:MRR:130.0,72841.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72846[16:MRR:72837.0,72842.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72850[16:MRR:93.1,72846.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72851[16:MRR:72835.0,72843.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72855[16:MRR:72850.0,72851.0] || -> . % 3.61/3.84 72856[16:Spt:72855.0,72833.0,72841.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72857[16:Spt:72855.0,72833.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 72858[16:MRR:96.0,72857.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72859[16:MRR:72837.1,72858.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 72860[16:MRR:121.1,72859.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72863[16:MRR:72835.0,72860.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72866[16:MRR:102.0,102.1,72857.0,72863.0] || -> . % 3.61/3.84 72867[13:Spt:72866.0,72732.0,72733.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 72868[13:Spt:72866.0,72732.1] || -> pigeon_3_in_hole_1*. % 3.61/3.84 72869[13:MRR:23.1,72868.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 72870[13:MRR:16.0,72868.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 72871[13:MRR:22.1,72868.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 72872[13:MRR:10.0,72868.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 72875[13:MRR:72440.3,72871.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 72876[13:MRR:72443.3,72869.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 72877[13:MRR:72441.3,72872.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 72878[13:MRR:72442.3,72870.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 72879[14:Spt:72875.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 72880[14:MRR:129.0,72879.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 72881[14:MRR:139.1,72879.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72884[14:MRR:123.0,72879.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 72885[14:MRR:72878.0,72880.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 72886[14:MRR:72876.0,72881.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 72887[14:MRR:72877.0,72884.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 72888[15:Spt:72885.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72889[15:MRR:93.0,72888.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72892[15:MRR:102.1,72888.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72894[15:MRR:72887.0,72889.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72896[15:MRR:40.1,72894.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72900[15:MRR:72886.0,72892.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72905[15:MRR:72896.0,72900.0] || -> . % 3.61/3.84 72906[15:Spt:72905.0,72885.0,72888.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72907[15:Spt:72905.0,72885.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72908[15:MRR:37.0,72907.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72909[15:MRR:72887.1,72908.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72910[15:MRR:96.1,72909.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 72914[15:MRR:72886.0,72910.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72915[15:MRR:46.0,46.1,72914.0,72907.0] || -> . % 3.61/3.84 72919[14:Spt:72915.0,72875.0,72879.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 72920[14:Spt:72915.0,72875.1,72875.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 72921[15:Spt:72920.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 72922[15:MRR:101.0,72921.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 72923[15:MRR:95.0,72921.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 72926[15:MRR:111.1,72921.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 72927[15:MRR:72878.1,72922.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 72928[15:MRR:72877.1,72923.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 72929[15:MRR:72876.1,72926.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 72930[16:Spt:72927.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72931[16:MRR:130.1,72930.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72932[16:MRR:121.0,72930.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72935[16:MRR:72929.0,72931.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 72936[16:MRR:40.0,72935.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72941[16:MRR:72928.0,72932.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72946[16:MRR:72936.0,72941.0] || -> . % 3.61/3.84 72947[16:Spt:72946.0,72927.0,72930.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72948[16:Spt:72946.0,72927.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 72949[16:MRR:46.1,72948.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 72950[16:MRR:72929.1,72949.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 72953[16:MRR:124.0,72950.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72954[16:MRR:72928.0,72953.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 72958[16:MRR:37.0,37.1,72948.0,72954.0] || -> . % 3.61/3.84 72959[15:Spt:72958.0,72920.0,72921.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 72960[15:Spt:72958.0,72920.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 72961[15:MRR:55.1,72960.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 72962[15:MRR:72876.2,72961.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 72963[15:MRR:39.0,72960.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 72964[15:MRR:72877.2,72963.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 72965[15:MRR:45.0,72960.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 72966[15:MRR:72878.2,72965.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 72969[16:Spt:72962.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 72970[16:MRR:130.0,72969.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 72971[16:MRR:124.0,72969.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72974[16:MRR:72966.0,72970.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 72978[16:MRR:93.0,72974.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 72979[16:MRR:72964.0,72971.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72983[16:MRR:72978.0,72979.0] || -> . % 3.61/3.84 72984[16:Spt:72983.0,72962.0,72969.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 72985[16:Spt:72983.0,72962.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 72986[16:MRR:102.0,72985.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 72987[16:MRR:72966.1,72986.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 72990[16:MRR:121.0,72987.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 72991[16:MRR:72964.0,72990.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 72992[16:MRR:96.0,96.1,72985.0,72991.0] || -> . % 3.61/3.84 72995[10:Spt:72992.0,72432.0,72433.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 72996[10:Spt:72992.0,72432.1,72432.2,72432.3] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 72997[11:Spt:72996.0] || -> pigeon_7_in_hole_5*. % 3.61/3.84 72998[11:MRR:144.0,72997.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 72999[11:MRR:132.0,72997.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 73000[11:MRR:126.0,72997.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 73002[11:MRR:141.0,72997.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 73003[11:MRR:137.0,72997.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 73004[11:MRR:71881.1,72998.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73005[11:MRR:71880.1,72999.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73006[11:MRR:71882.1,73000.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73007[11:MRR:71879.1,73002.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73008[11:MRR:71883.1,73003.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73009[12:Spt:73004.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 73010[12:MRR:102.0,73009.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 73011[12:MRR:96.0,73009.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 73014[12:MRR:111.0,73009.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 73015[12:MRR:107.0,73009.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 73016[12:MRR:73005.1,73010.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73017[12:MRR:73006.1,73011.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73018[12:MRR:73007.1,73014.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73019[12:MRR:73008.1,73015.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73020[13:Spt:73016.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73022[13:MRR:37.0,73020.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73023[13:MRR:45.1,73020.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73026[13:MRR:44.1,73020.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 73027[13:MRR:73017.1,73022.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 73028[13:MRR:73018.1,73023.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 73029[13:MRR:73019.1,73026.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.84 73030[14:Spt:73027.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73033[14:MRR:11.1,73030.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73034[14:MRR:10.1,73030.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73037[14:MRR:73028.1,73033.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73038[14:MRR:190.0,73037.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73042[14:MRR:73029.1,73034.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73046[14:MRR:73038.0,73042.0] || -> . % 3.61/3.84 73047[14:Spt:73046.0,73027.1,73030.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 73048[14:Spt:73046.0,73027.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73049[14:MRR:179.1,73048.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73050[14:MRR:73028.0,73049.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73053[14:MRR:22.0,73050.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73056[14:MRR:73029.1,73053.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73059[14:MRR:178.0,178.1,73056.0,73048.0] || -> . % 3.61/3.84 73060[13:Spt:73059.0,73016.1,73020.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73061[13:Spt:73059.0,73016.0,73016.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.84 73062[14:Spt:73061.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73063[14:MRR:185.1,73062.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73064[14:MRR:184.1,73062.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 73065[14:MRR:177.0,73062.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73067[14:MRR:73018.0,73063.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73068[14:MRR:73019.0,73064.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73069[14:MRR:73017.0,73065.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73070[15:Spt:73067.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73072[15:MRR:39.0,73070.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73075[15:MRR:50.0,73070.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73076[15:MRR:73069.0,73072.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73079[15:MRR:10.1,73076.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73083[15:MRR:73068.0,73075.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73089[15:MRR:73079.0,73083.0] || -> . % 3.61/3.84 73090[15:Spt:73089.0,73067.0,73070.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73091[15:Spt:73089.0,73067.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73092[15:MRR:11.0,73091.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 73093[15:MRR:73069.1,73092.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73097[15:MRR:38.1,73093.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73098[15:MRR:73068.0,73097.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73103[15:MRR:22.0,22.1,73091.0,73098.0] || -> . % 3.61/3.84 73104[14:Spt:73103.0,73061.0,73062.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73105[14:Spt:73103.0,73061.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73106[14:MRR:9.0,73105.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 73107[14:MRR:73017.2,73106.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 73108[14:MRR:16.1,73105.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73109[14:MRR:73019.2,73108.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 73112[14:MRR:17.1,73105.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73113[14:MRR:73018.2,73112.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 73115[15:Spt:73107.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73116[15:MRR:179.1,73115.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73117[15:MRR:178.1,73115.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73119[15:MRR:73113.0,73116.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73120[15:MRR:50.0,73119.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73125[15:MRR:73109.0,73117.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73130[15:MRR:73120.0,73125.0] || -> . % 3.61/3.84 73131[15:Spt:73130.0,73107.0,73115.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73132[15:Spt:73130.0,73107.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73133[15:MRR:39.1,73132.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73134[15:MRR:73113.1,73133.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73136[15:MRR:190.0,73134.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73137[15:MRR:73109.0,73136.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73141[15:MRR:38.0,38.1,73137.0,73132.0] || -> . % 3.61/3.84 73142[12:Spt:73141.0,73004.1,73009.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 73143[12:Spt:73141.0,73004.0,73004.2,73004.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73144[13:Spt:73143.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 73145[13:MRR:180.0,73144.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73146[13:MRR:195.0,73144.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73147[13:MRR:191.0,73144.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 73148[13:MRR:186.0,73144.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73149[13:MRR:73006.0,73145.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73150[13:MRR:73007.0,73146.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73151[13:MRR:73008.0,73147.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73152[13:MRR:73005.0,73148.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73153[14:Spt:73149.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73154[14:MRR:93.1,73153.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 73157[14:MRR:95.1,73153.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 73158[14:MRR:94.1,73153.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 73159[14:MRR:73152.0,73154.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73160[14:MRR:73150.0,73157.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73161[14:MRR:73151.0,73158.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73162[15:Spt:73159.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73163[15:MRR:44.1,73162.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73166[15:MRR:45.1,73162.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73169[15:MRR:73161.0,73163.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73175[15:MRR:22.1,73169.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73176[15:MRR:73160.0,73166.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73182[15:MRR:73175.0,73176.0] || -> . % 3.61/3.84 73183[15:Spt:73182.0,73159.0,73162.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73184[15:Spt:73182.0,73159.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73185[15:MRR:16.1,73184.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73186[15:MRR:73161.1,73185.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73187[15:MRR:50.1,73186.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73192[15:MRR:73160.0,73187.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73194[15:MRR:17.0,17.1,73192.0,73184.0] || -> . % 3.61/3.84 73198[14:Spt:73194.0,73149.0,73153.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 73199[14:Spt:73194.0,73149.1,73149.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73200[15:Spt:73199.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73201[15:MRR:37.1,73200.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73202[15:MRR:38.1,73200.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 73205[15:MRR:39.1,73200.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73207[15:MRR:73152.1,73201.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 73208[15:MRR:73151.1,73202.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 73209[15:MRR:73150.1,73205.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 73210[16:Spt:73207.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 73213[16:MRR:101.1,73210.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73214[16:MRR:100.1,73210.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73215[16:MRR:73209.0,73213.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73216[16:MRR:22.0,73215.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73222[16:MRR:73208.0,73214.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73228[16:MRR:73216.0,73222.0] || -> . % 3.61/3.84 73229[16:Spt:73228.0,73207.0,73210.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 73230[16:Spt:73228.0,73207.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73231[16:MRR:17.1,73230.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73232[16:MRR:73209.1,73231.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 73235[16:MRR:106.0,73232.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73236[16:MRR:73208.0,73235.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73241[16:MRR:16.0,16.1,73236.0,73230.0] || -> . % 3.61/3.84 73242[15:Spt:73241.0,73199.0,73200.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73243[15:Spt:73241.0,73199.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73244[15:MRR:11.1,73243.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 73245[15:MRR:73150.2,73244.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 73246[15:MRR:10.1,73243.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73247[15:MRR:73151.2,73246.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 73249[15:MRR:9.1,73243.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73250[15:MRR:73152.2,73249.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 73253[16:Spt:73245.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 73254[16:MRR:101.0,73253.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 73255[16:MRR:106.0,73253.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73258[16:MRR:73250.0,73254.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73263[16:MRR:44.1,73258.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73264[16:MRR:73247.0,73255.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73269[16:MRR:73263.0,73264.0] || -> . % 3.61/3.84 73270[16:Spt:73269.0,73245.0,73253.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73271[16:Spt:73269.0,73245.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73272[16:MRR:45.0,73271.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73273[16:MRR:73250.1,73272.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 73274[16:MRR:100.1,73273.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73277[16:MRR:73247.0,73274.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73278[16:MRR:50.0,50.1,73271.0,73277.0] || -> . % 3.61/3.84 73282[13:Spt:73278.0,73143.0,73144.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 73283[13:Spt:73278.0,73143.1,73143.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73284[14:Spt:73283.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 73285[14:MRR:46.0,73284.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73286[14:MRR:51.0,73284.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 73289[14:MRR:55.0,73284.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73290[14:MRR:40.0,73284.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73291[14:MRR:73005.2,73285.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 73292[14:MRR:73008.2,73286.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 73293[14:MRR:73007.2,73289.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 73294[14:MRR:73006.2,73290.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 73295[15:Spt:73291.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73296[15:MRR:177.0,73295.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73297[15:MRR:185.1,73295.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73298[15:MRR:184.1,73295.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 73299[15:MRR:73294.0,73296.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 73300[15:MRR:73293.0,73297.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 73301[15:MRR:73292.0,73298.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 73302[16:Spt:73299.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73303[16:MRR:94.1,73302.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73304[16:MRR:95.1,73302.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73308[16:MRR:73301.0,73303.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73309[16:MRR:22.1,73308.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73315[16:MRR:73300.0,73304.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73321[16:MRR:73309.0,73315.0] || -> . % 3.61/3.84 73322[16:Spt:73321.0,73299.0,73302.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 73323[16:Spt:73321.0,73299.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73324[16:MRR:10.1,73323.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73325[16:MRR:73301.1,73324.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 73326[16:MRR:106.1,73325.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73330[16:MRR:73300.0,73326.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73335[16:MRR:11.0,11.1,73330.0,73323.0] || -> . % 3.61/3.84 73336[15:Spt:73335.0,73291.0,73295.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73337[15:Spt:73335.0,73291.1,73291.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 73338[16:Spt:73337.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 73339[16:MRR:93.0,73338.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 73340[16:MRR:100.1,73338.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 73341[16:MRR:101.1,73338.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 73344[16:MRR:73294.1,73339.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 73345[16:MRR:73292.1,73340.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.84 73346[16:MRR:73293.1,73341.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 73347[17:Spt:73344.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73348[17:MRR:178.1,73347.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73349[17:MRR:179.1,73347.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73350[17:MRR:73345.0,73348.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73356[17:MRR:22.1,73350.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73357[17:MRR:73346.0,73349.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73363[17:MRR:73356.0,73357.0] || -> . % 3.61/3.84 73364[17:Spt:73363.0,73344.0,73347.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73365[17:Spt:73363.0,73344.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73366[17:MRR:10.1,73365.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 73367[17:MRR:73345.1,73366.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73368[17:MRR:190.1,73367.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73369[17:MRR:73346.0,73368.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73370[17:MRR:11.0,11.1,73369.0,73365.0] || -> . % 3.61/3.84 73375[16:Spt:73370.0,73337.0,73338.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 73376[16:Spt:73370.0,73337.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73377[16:MRR:16.1,73376.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 73378[16:MRR:73292.2,73377.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 73379[16:MRR:17.1,73376.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73380[16:MRR:73293.2,73379.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 73381[16:MRR:9.0,73376.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 73382[16:MRR:73294.2,73381.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 73386[17:Spt:73378.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73387[17:MRR:178.0,73386.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73388[17:MRR:190.1,73386.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73389[17:MRR:73382.0,73387.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73392[17:MRR:95.1,73389.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73394[17:MRR:73380.0,73388.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 73398[17:MRR:73392.0,73394.0] || -> . % 3.61/3.84 73399[17:Spt:73398.0,73378.0,73386.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73400[17:Spt:73398.0,73378.1] || -> pigeon_3_in_hole_4*. % 3.61/3.84 73401[17:MRR:94.0,73400.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 73402[17:MRR:73382.1,73401.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73403[17:MRR:179.1,73402.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73404[17:MRR:73380.0,73403.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 73407[17:MRR:106.0,106.1,73404.0,73400.0] || -> . % 3.61/3.84 73408[14:Spt:73407.0,73283.0,73284.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 73409[14:Spt:73407.0,73283.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73410[14:MRR:23.0,73409.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 73411[14:MRR:27.0,73409.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 73412[14:MRR:12.0,73409.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 73413[14:MRR:18.0,73409.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 73416[14:MRR:73005.3,73413.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 73417[14:MRR:73008.3,73410.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 73418[14:MRR:73007.3,73411.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 73419[14:MRR:73006.3,73412.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 73420[15:Spt:73416.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73421[15:MRR:184.1,73420.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 73422[15:MRR:185.1,73420.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73423[15:MRR:177.0,73420.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73424[15:MRR:73417.0,73421.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 73425[15:MRR:73418.0,73422.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 73426[15:MRR:73419.0,73423.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 73427[16:Spt:73424.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 73428[16:MRR:94.0,73427.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 73429[16:MRR:106.1,73427.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73433[16:MRR:73426.0,73428.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73438[16:MRR:39.1,73433.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73439[16:MRR:73425.0,73429.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73444[16:MRR:73438.0,73439.0] || -> . % 3.61/3.84 73445[16:Spt:73444.0,73424.0,73427.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73446[16:Spt:73444.0,73424.1] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73447[16:MRR:38.0,73446.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73448[16:MRR:73426.1,73447.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73449[16:MRR:95.1,73448.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 73453[16:MRR:73425.0,73449.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73456[16:MRR:50.0,50.1,73453.0,73446.0] || -> . % 3.61/3.84 73458[15:Spt:73456.0,73416.0,73420.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73459[15:Spt:73456.0,73416.1,73416.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 73460[16:Spt:73459.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 73461[16:MRR:100.1,73460.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 73462[16:MRR:93.0,73460.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 73463[16:MRR:101.1,73460.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 73466[16:MRR:73417.1,73461.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 73467[16:MRR:73419.1,73462.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 73468[16:MRR:73418.1,73463.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 73469[17:Spt:73466.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73470[17:MRR:190.1,73469.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73471[17:MRR:178.0,73469.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73472[17:MRR:73468.0,73470.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73473[17:MRR:39.0,73472.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73478[17:MRR:73467.0,73471.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73483[17:MRR:73473.0,73478.0] || -> . % 3.61/3.84 73484[17:Spt:73483.0,73466.0,73469.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73485[17:Spt:73483.0,73466.1] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73486[17:MRR:50.1,73485.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73487[17:MRR:73468.1,73486.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73488[17:MRR:179.0,73487.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73489[17:MRR:73467.0,73488.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73493[17:MRR:38.0,38.1,73485.0,73489.0] || -> . % 3.61/3.84 73494[16:Spt:73493.0,73459.0,73460.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 73495[16:Spt:73493.0,73459.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73496[16:MRR:45.1,73495.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73497[16:MRR:73418.2,73496.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 73498[16:MRR:37.0,73495.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73499[16:MRR:73419.2,73498.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 73502[16:MRR:44.1,73495.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 73503[16:MRR:73417.2,73502.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 73504[17:Spt:73497.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73505[17:MRR:190.0,73504.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 73506[17:MRR:179.0,73504.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73507[17:MRR:73503.0,73505.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 73511[17:MRR:94.0,73507.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 73512[17:MRR:73499.0,73506.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73516[17:MRR:73511.0,73512.0] || -> . % 3.61/3.84 73517[17:Spt:73516.0,73497.0,73504.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73518[17:Spt:73516.0,73497.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 73519[17:MRR:106.0,73518.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 73520[17:MRR:73503.1,73519.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73521[17:MRR:178.0,73520.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73522[17:MRR:73499.0,73521.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 73523[17:MRR:95.0,95.1,73518.0,73522.0] || -> . % 3.61/3.84 73526[11:Spt:73523.0,72996.0,72997.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 73527[11:Spt:73523.0,72996.1,72996.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 73528[12:Spt:73527.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 73529[12:MRR:109.0,73528.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 73530[12:MRR:98.0,73528.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 73532[12:MRR:113.0,73528.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 73533[12:MRR:104.0,73528.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 73534[12:MRR:116.0,73528.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 73535[12:MRR:71883.2,73529.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 73536[12:MRR:71882.2,73530.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73537[12:MRR:71879.2,73532.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73538[12:MRR:71880.2,73533.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73539[12:MRR:71881.2,73534.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73540[13:Spt:73535.2] || -> pigeon_3_in_hole_2*. % 3.61/3.84 73541[13:MRR:50.1,73540.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73542[13:MRR:38.0,73540.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73545[13:MRR:44.0,73540.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73546[13:MRR:51.1,73540.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 73547[13:MRR:73537.2,73541.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 73548[13:MRR:73536.2,73542.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 73549[13:MRR:73538.2,73545.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 73550[13:MRR:73539.2,73546.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 73551[14:Spt:73547.2] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73553[14:MRR:27.1,73551.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 73554[14:MRR:17.0,73551.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 73555[14:MRR:11.0,73551.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 73558[14:MRR:73550.2,73553.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.84 73559[14:MRR:73549.2,73554.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.84 73560[14:MRR:73548.2,73555.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 73561[15:Spt:73558.1] || -> pigeon_5_in_hole_5*. % 3.61/3.84 73563[15:MRR:124.0,73561.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 73564[15:MRR:130.0,73561.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73567[15:MRR:73560.1,73563.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73570[15:MRR:177.1,73567.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73572[15:MRR:73559.1,73564.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73576[15:MRR:73570.0,73572.0] || -> . % 3.61/3.84 73577[15:Spt:73576.0,73558.1,73561.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 73578[15:Spt:73576.0,73558.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 73579[15:MRR:180.0,73578.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73580[15:MRR:73560.0,73579.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 73582[15:MRR:121.1,73580.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73585[15:MRR:73559.1,73582.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73586[15:MRR:186.0,186.1,73578.0,73585.0] || -> . % 3.61/3.84 73589[14:Spt:73586.0,73547.2,73551.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 73590[14:Spt:73586.0,73547.0,73547.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 73591[15:Spt:73590.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73592[15:MRR:179.0,73591.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73593[15:MRR:185.0,73591.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73595[15:MRR:195.1,73591.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 73596[15:MRR:73548.0,73592.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 73597[15:MRR:73549.0,73593.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 73598[15:MRR:73550.0,73595.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 73599[16:Spt:73596.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 73600[16:MRR:124.1,73599.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 73603[16:MRR:121.1,73599.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73605[16:MRR:73598.0,73600.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73608[16:MRR:18.0,73605.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73611[16:MRR:73597.0,73603.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73616[16:MRR:73608.0,73611.0] || -> . % 3.61/3.84 73617[16:Spt:73616.0,73596.0,73599.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 73618[16:Spt:73616.0,73596.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73619[16:MRR:12.1,73618.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 73620[16:MRR:73598.1,73619.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 73623[16:MRR:130.0,73620.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73625[16:MRR:73597.0,73623.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73628[16:MRR:9.0,9.1,73625.0,73618.0] || -> . % 3.61/3.84 73630[15:Spt:73628.0,73590.0,73591.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73631[15:Spt:73628.0,73590.1] || -> pigeon_4_in_hole_5*. % 3.61/3.84 73632[15:MRR:123.0,73631.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 73633[15:MRR:73548.1,73632.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 73634[15:MRR:139.1,73631.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 73635[15:MRR:73550.1,73634.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.84 73638[15:MRR:129.0,73631.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73639[15:MRR:73549.1,73638.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.84 73640[16:Spt:73633.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73641[16:MRR:180.1,73640.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 73642[16:MRR:177.1,73640.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73644[16:MRR:73635.0,73641.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73648[16:MRR:18.0,73644.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73650[16:MRR:73639.0,73642.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73655[16:MRR:73648.0,73650.0] || -> . % 3.61/3.84 73656[16:Spt:73655.0,73633.0,73640.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73657[16:Spt:73655.0,73633.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73658[16:MRR:12.1,73657.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 73659[16:MRR:73635.1,73658.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 73660[16:MRR:186.0,73659.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73662[16:MRR:73639.0,73660.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73664[16:MRR:9.0,9.1,73662.0,73657.0] || -> . % 3.61/3.84 73667[13:Spt:73664.0,73535.2,73540.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 73668[13:Spt:73664.0,73535.0,73535.1,73535.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.84 73669[14:Spt:73668.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 73670[14:MRR:178.0,73669.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73671[14:MRR:191.1,73669.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 73672[14:MRR:184.0,73669.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73673[14:MRR:190.1,73669.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73674[14:MRR:73536.0,73670.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73675[14:MRR:73539.0,73671.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73676[14:MRR:73538.0,73672.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73677[14:MRR:73537.0,73673.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73678[15:Spt:73674.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 73679[15:MRR:123.1,73678.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 73681[15:MRR:121.1,73678.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 73683[15:MRR:124.1,73678.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 73684[15:MRR:73677.0,73679.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73685[15:MRR:73676.0,73681.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73686[15:MRR:73675.0,73683.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73687[16:Spt:73684.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73688[16:MRR:45.0,73687.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73692[16:MRR:55.1,73687.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 73693[16:MRR:73685.0,73688.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73694[16:MRR:18.1,73693.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 73700[16:MRR:73686.0,73692.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73706[16:MRR:73694.0,73700.0] || -> . % 3.61/3.84 73707[16:Spt:73706.0,73684.0,73687.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73708[16:Spt:73706.0,73684.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73709[16:MRR:17.0,73708.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73710[16:MRR:73685.1,73709.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73714[16:MRR:46.1,73710.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 73715[16:MRR:73686.0,73714.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73716[16:MRR:27.0,27.1,73715.0,73708.0] || -> . % 3.61/3.84 73721[15:Spt:73716.0,73674.0,73678.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 73722[15:Spt:73716.0,73674.1,73674.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73723[16:Spt:73722.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73724[16:MRR:39.1,73723.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73725[16:MRR:37.1,73723.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73728[16:MRR:40.1,73723.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 73729[16:MRR:73677.1,73724.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 73730[16:MRR:73676.1,73725.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 73731[16:MRR:73675.1,73728.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 73732[17:Spt:73729.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 73733[17:MRR:139.1,73732.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 73736[17:MRR:129.0,73732.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73737[17:MRR:73731.0,73733.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73738[17:MRR:18.0,73737.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73744[17:MRR:73730.0,73736.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73750[17:MRR:73738.0,73744.0] || -> . % 3.61/3.84 73751[17:Spt:73750.0,73729.0,73732.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 73752[17:Spt:73750.0,73729.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73753[17:MRR:27.1,73752.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 73754[17:MRR:73731.1,73753.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 73756[17:MRR:130.0,73754.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73758[17:MRR:73730.0,73756.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73763[17:MRR:17.0,17.1,73752.0,73758.0] || -> . % 3.61/3.84 73764[16:Spt:73763.0,73722.0,73723.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73765[16:Spt:73763.0,73722.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73766[16:MRR:12.1,73765.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 73767[16:MRR:73675.2,73766.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 73768[16:MRR:9.1,73765.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73769[16:MRR:73676.2,73768.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 73770[16:MRR:11.1,73765.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73771[16:MRR:73677.2,73770.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 73775[17:Spt:73767.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 73776[17:MRR:139.0,73775.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 73778[17:MRR:130.0,73775.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73780[17:MRR:73771.0,73776.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73784[17:MRR:45.0,73780.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73785[17:MRR:73769.0,73778.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73789[17:MRR:73784.0,73785.0] || -> . % 3.61/3.84 73790[17:Spt:73789.0,73767.0,73775.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 73791[17:Spt:73789.0,73767.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 73792[17:MRR:55.0,73791.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73793[17:MRR:73771.1,73792.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 73794[17:MRR:129.0,73793.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73797[17:MRR:73769.0,73794.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73800[17:MRR:46.0,46.1,73791.0,73797.0] || -> . % 3.61/3.84 73801[14:Spt:73800.0,73668.0,73669.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 73802[14:Spt:73800.0,73668.1,73668.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.61/3.84 73803[15:Spt:73802.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 73804[15:MRR:135.1,73803.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 73805[15:MRR:134.1,73803.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 73807[15:MRR:128.0,73803.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 73808[15:MRR:122.0,73803.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 73809[15:MRR:73539.1,73804.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73810[15:MRR:73537.1,73805.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73811[15:MRR:73538.1,73807.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73812[15:MRR:73536.1,73808.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73813[16:Spt:73809.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 73814[16:MRR:180.0,73813.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73815[16:MRR:186.0,73813.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73816[16:MRR:195.0,73813.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73817[16:MRR:73812.0,73814.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 73818[16:MRR:73811.0,73815.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 73819[16:MRR:73810.0,73816.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 73820[17:Spt:73817.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73824[17:MRR:37.1,73820.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73825[17:MRR:39.1,73820.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73826[17:MRR:73818.0,73824.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73832[17:MRR:17.1,73826.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73833[17:MRR:73819.0,73825.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73839[17:MRR:73832.0,73833.0] || -> . % 3.61/3.84 73840[17:Spt:73839.0,73817.0,73820.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73841[17:Spt:73839.0,73817.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73842[17:MRR:9.1,73841.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73843[17:MRR:73818.1,73842.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73847[17:MRR:45.1,73843.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73848[17:MRR:73819.0,73847.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73852[17:MRR:11.0,11.1,73848.0,73841.0] || -> . % 3.61/3.84 73854[16:Spt:73852.0,73809.0,73813.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 73855[16:Spt:73852.0,73809.1,73809.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 73856[17:Spt:73855.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 73857[17:MRR:40.0,73856.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 73858[17:MRR:46.0,73856.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 73859[17:MRR:55.0,73856.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 73862[17:MRR:73812.1,73857.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 73863[17:MRR:73811.1,73858.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.84 73864[17:MRR:73810.1,73859.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 73865[18:Spt:73862.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73866[18:MRR:177.1,73865.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73867[18:MRR:179.1,73865.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73868[18:MRR:73863.0,73866.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 73870[18:MRR:17.1,73868.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73875[18:MRR:73864.0,73867.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73881[18:MRR:73870.0,73875.0] || -> . % 3.61/3.84 73882[18:Spt:73881.0,73862.0,73865.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73883[18:Spt:73881.0,73862.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 73884[18:MRR:9.1,73883.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 73885[18:MRR:73863.1,73884.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73886[18:MRR:185.1,73885.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73887[18:MRR:73864.0,73886.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 73889[18:MRR:11.0,11.1,73887.0,73883.0] || -> . % 3.61/3.84 73893[17:Spt:73889.0,73855.0,73856.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 73894[17:Spt:73889.0,73855.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 73895[17:MRR:18.0,73894.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 73896[17:MRR:73811.2,73895.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.84 73897[17:MRR:27.0,73894.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 73898[17:MRR:73810.2,73897.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 73899[17:MRR:12.0,73894.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 73900[17:MRR:73812.2,73899.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 73904[18:Spt:73896.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 73905[18:MRR:177.0,73904.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73906[18:MRR:185.1,73904.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73907[18:MRR:73900.0,73905.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73908[18:MRR:39.1,73907.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 73912[18:MRR:73898.0,73906.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73916[18:MRR:73908.0,73912.0] || -> . % 3.61/3.84 73917[18:Spt:73916.0,73896.0,73904.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73918[18:Spt:73916.0,73896.1] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73919[18:MRR:37.0,73918.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73920[18:MRR:73900.1,73919.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 73921[18:MRR:179.1,73920.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 73922[18:MRR:73898.0,73921.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73925[18:MRR:45.0,45.1,73922.0,73918.0] || -> . % 3.61/3.84 73926[15:Spt:73925.0,73802.0,73803.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 73927[15:Spt:73925.0,73802.1] || -> pigeon_3_in_hole_1*. % 3.61/3.84 73928[15:MRR:16.0,73927.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 73929[15:MRR:22.1,73927.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 73930[15:MRR:10.0,73927.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 73933[15:MRR:23.1,73927.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 73934[15:MRR:73539.3,73933.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 73935[15:MRR:73537.3,73929.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 73936[15:MRR:73538.3,73928.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 73937[15:MRR:73536.3,73930.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 73938[16:Spt:73934.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 73939[16:MRR:195.0,73938.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 73940[16:MRR:186.0,73938.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 73941[16:MRR:180.0,73938.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 73942[16:MRR:73935.0,73939.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.84 73943[16:MRR:73936.0,73940.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.84 73944[16:MRR:73937.0,73941.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.84 73945[17:Spt:73942.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 73948[17:MRR:129.0,73945.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 73949[17:MRR:123.0,73945.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 73950[17:MRR:73943.0,73948.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73951[17:MRR:37.0,73950.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73956[17:MRR:73944.0,73949.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73961[17:MRR:73951.0,73956.0] || -> . % 3.61/3.84 73962[17:Spt:73961.0,73942.0,73945.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 73963[17:Spt:73961.0,73942.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 73964[17:MRR:45.0,73963.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 73965[17:MRR:73943.1,73964.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 73968[17:MRR:121.0,73965.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 73969[17:MRR:73944.0,73968.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73971[17:MRR:39.0,39.1,73963.0,73969.0] || -> . % 3.61/3.84 73974[16:Spt:73971.0,73934.0,73938.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 73975[16:Spt:73971.0,73934.1,73934.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.84 73976[17:Spt:73975.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 73977[17:MRR:139.0,73976.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 73978[17:MRR:130.0,73976.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 73980[17:MRR:124.0,73976.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 73981[17:MRR:73935.1,73977.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 73982[17:MRR:73936.1,73978.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.61/3.84 73983[17:MRR:73937.1,73980.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.84 73984[18:Spt:73981.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 73985[18:MRR:185.0,73984.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 73986[18:MRR:179.0,73984.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 73987[18:MRR:73982.0,73985.0] || -> pigeon_2_in_hole_2*. % 3.61/3.84 73992[18:MRR:37.0,73987.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 73993[18:MRR:73983.0,73986.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 73998[18:MRR:73992.0,73993.0] || -> . % 3.61/3.84 73999[18:Spt:73998.0,73981.0,73984.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74000[18:Spt:73998.0,73981.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74001[18:MRR:45.0,74000.0] || pigeon_2_in_hole_2* -> . % 3.61/3.84 74002[18:MRR:73982.1,74001.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 74003[18:MRR:177.0,74002.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74004[18:MRR:73983.0,74003.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 74007[18:MRR:39.0,39.1,74000.0,74004.0] || -> . % 3.61/3.84 74009[17:Spt:74007.0,73975.0,73976.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74010[17:Spt:74007.0,73975.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74011[17:MRR:46.0,74010.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 74012[17:MRR:73936.2,74011.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.84 74013[17:MRR:40.0,74010.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 74014[17:MRR:73937.2,74013.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 74015[17:MRR:55.0,74010.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 74016[17:MRR:73935.2,74015.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 74019[18:Spt:74012.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 74020[18:MRR:185.1,74019.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74021[18:MRR:177.0,74019.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74022[18:MRR:74016.0,74020.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74023[18:MRR:123.0,74022.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74026[18:MRR:74014.0,74021.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74029[18:MRR:74023.0,74026.0] || -> . % 3.61/3.84 74030[18:Spt:74029.0,74012.0,74019.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74031[18:Spt:74029.0,74012.1] || -> pigeon_2_in_hole_5*. % 3.61/3.84 74032[18:MRR:129.1,74031.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 74033[18:MRR:74016.1,74032.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74034[18:MRR:179.0,74033.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74035[18:MRR:74014.0,74034.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74037[18:MRR:121.0,121.1,74031.0,74035.0] || -> . % 3.61/3.84 74038[12:Spt:74037.0,73527.0,73528.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 74039[12:Spt:74037.0,73527.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74040[12:MRR:48.0,74039.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.84 74041[12:MRR:42.0,74039.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 74042[12:MRR:57.0,74039.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 74043[12:MRR:60.0,74039.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 74045[12:MRR:53.0,74039.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 74046[12:MRR:71883.3,74045.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 74047[12:MRR:71882.3,74041.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 74048[12:MRR:71879.3,74042.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 74049[12:MRR:71880.3,74040.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 74050[12:MRR:71881.3,74043.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 74051[13:Spt:74046.3] || -> pigeon_3_in_hole_1*. % 3.61/3.84 74052[13:MRR:16.0,74051.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 74053[13:MRR:22.1,74051.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 74054[13:MRR:10.0,74051.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 74057[13:MRR:23.1,74051.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 74058[13:MRR:74049.3,74052.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 74059[13:MRR:74048.3,74053.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 74060[13:MRR:74047.3,74054.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 74061[13:MRR:74050.3,74057.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 74062[14:Spt:74058.1] || -> pigeon_2_in_hole_5*. % 3.61/3.84 74063[14:MRR:129.1,74062.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 74064[14:MRR:121.0,74062.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 74066[14:MRR:130.1,74062.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74068[14:MRR:74059.1,74063.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 74069[14:MRR:74060.1,74064.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 74070[14:MRR:74061.1,74066.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.84 74071[15:Spt:74068.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74073[15:MRR:95.0,74071.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74076[15:MRR:111.1,74071.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74077[15:MRR:74069.1,74073.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74080[15:MRR:180.1,74077.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74082[15:MRR:74070.1,74076.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74086[15:MRR:74080.0,74082.0] || -> . % 3.61/3.84 74087[15:Spt:74086.0,74068.1,74071.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74088[15:Spt:74086.0,74068.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74089[15:MRR:179.0,74088.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74090[15:MRR:74069.0,74089.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74094[15:MRR:96.1,74090.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74095[15:MRR:74070.1,74094.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74097[15:MRR:195.0,195.1,74095.0,74088.0] || -> . % 3.61/3.84 74099[14:Spt:74097.0,74058.1,74062.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 74100[14:Spt:74097.0,74058.0,74058.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.84 74101[15:Spt:74100.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 74102[15:MRR:177.0,74101.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 74103[15:MRR:186.1,74101.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74104[15:MRR:185.1,74101.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74106[15:MRR:74060.0,74102.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 74107[15:MRR:74061.0,74103.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 74108[15:MRR:74059.0,74104.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.61/3.84 74109[16:Spt:74106.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74110[16:MRR:123.1,74109.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 74112[16:MRR:124.1,74109.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 74114[16:MRR:74108.0,74110.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74115[16:MRR:111.1,74114.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74120[16:MRR:74107.0,74112.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74125[16:MRR:74115.0,74120.0] || -> . % 3.61/3.84 74126[16:Spt:74125.0,74106.0,74109.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74127[16:Spt:74125.0,74106.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74128[16:MRR:95.1,74127.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74129[16:MRR:74108.1,74128.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74131[16:MRR:139.1,74129.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 74133[16:MRR:74107.0,74131.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74137[16:MRR:96.0,96.1,74133.0,74127.0] || -> . % 3.61/3.84 74138[15:Spt:74137.0,74100.0,74101.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 74139[15:Spt:74137.0,74100.1] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74140[15:MRR:101.1,74139.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74141[15:MRR:74059.2,74140.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 74142[15:MRR:102.1,74139.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74143[15:MRR:74061.2,74142.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.84 74144[15:MRR:93.0,74139.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74145[15:MRR:74060.2,74144.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 74148[16:Spt:74141.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74149[16:MRR:179.0,74148.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74150[16:MRR:195.1,74148.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74152[16:MRR:74145.0,74149.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74154[16:MRR:124.1,74152.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 74157[16:MRR:74143.0,74150.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 74161[16:MRR:74154.0,74157.0] || -> . % 3.61/3.84 74162[16:Spt:74161.0,74141.0,74148.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74163[16:Spt:74161.0,74141.1] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74164[16:MRR:123.0,74163.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74165[16:MRR:74145.1,74164.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74167[16:MRR:180.1,74165.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74168[16:MRR:74143.0,74167.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 74171[16:MRR:139.0,139.1,74168.0,74163.0] || -> . % 3.61/3.84 74172[13:Spt:74171.0,74046.3,74051.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 74173[13:Spt:74171.0,74046.0,74046.1,74046.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.84 74174[14:Spt:74173.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 74175[14:MRR:190.1,74174.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74176[14:MRR:178.0,74174.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 74177[14:MRR:191.1,74174.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74178[14:MRR:184.0,74174.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 74179[14:MRR:74048.0,74175.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 74180[14:MRR:74047.0,74176.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 74181[14:MRR:74050.0,74177.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 74182[14:MRR:74049.0,74178.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 74183[15:Spt:74179.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74184[15:MRR:123.0,74183.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 74185[15:MRR:139.1,74183.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74188[15:MRR:129.0,74183.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 74189[15:MRR:74180.0,74184.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 74190[15:MRR:74181.0,74185.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 74191[15:MRR:74182.0,74188.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 74192[16:Spt:74189.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74194[16:MRR:96.1,74192.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74195[16:MRR:93.1,74192.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 74198[16:MRR:74190.0,74194.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 74199[16:MRR:18.0,74198.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74204[16:MRR:74191.0,74195.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74209[16:MRR:74199.0,74204.0] || -> . % 3.61/3.84 74210[16:Spt:74209.0,74189.0,74192.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74211[16:Spt:74209.0,74189.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74212[16:MRR:12.1,74211.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 74213[16:MRR:74190.1,74212.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74215[16:MRR:102.0,74213.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 74218[16:MRR:74191.0,74215.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74222[16:MRR:9.0,9.1,74218.0,74211.0] || -> . % 3.61/3.84 74223[15:Spt:74222.0,74179.0,74183.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 74224[15:Spt:74222.0,74179.1,74179.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 74225[16:Spt:74224.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74226[16:MRR:95.0,74225.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 74227[16:MRR:111.1,74225.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74228[16:MRR:101.0,74225.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 74231[16:MRR:74180.1,74226.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 74232[16:MRR:74181.1,74227.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 74233[16:MRR:74182.1,74228.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 74234[17:Spt:74231.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74236[17:MRR:124.1,74234.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 74238[17:MRR:121.1,74234.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74239[17:MRR:74232.0,74236.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 74244[17:MRR:18.0,74239.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74245[17:MRR:74233.0,74238.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74250[17:MRR:74244.0,74245.0] || -> . % 3.61/3.84 74251[17:Spt:74250.0,74231.0,74234.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74252[17:Spt:74250.0,74231.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74253[17:MRR:12.1,74252.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 74254[17:MRR:74232.1,74253.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 74257[17:MRR:130.0,74254.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74258[17:MRR:74233.0,74257.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74259[17:MRR:9.0,9.1,74258.0,74252.0] || -> . % 3.61/3.84 74263[16:Spt:74259.0,74224.0,74225.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74264[16:Spt:74259.0,74224.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74265[16:MRR:27.1,74264.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 74266[16:MRR:74181.2,74265.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.61/3.84 74267[16:MRR:17.0,74264.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74268[16:MRR:74182.2,74267.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.61/3.84 74269[16:MRR:11.0,74264.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 74270[16:MRR:74180.2,74269.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.61/3.84 74273[17:Spt:74266.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 74274[17:MRR:124.0,74273.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74275[17:MRR:130.0,74273.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74278[17:MRR:74270.0,74274.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74281[17:MRR:93.1,74278.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 74283[17:MRR:74268.0,74275.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74287[17:MRR:74281.0,74283.0] || -> . % 3.61/3.84 74288[17:Spt:74287.0,74266.0,74273.0] || pigeon_5_in_hole_5* -> . % 3.61/3.84 74289[17:Spt:74287.0,74266.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74290[17:MRR:96.0,74289.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74291[17:MRR:74270.1,74290.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74292[17:MRR:121.1,74291.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74295[17:MRR:74268.0,74292.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74298[17:MRR:102.0,102.1,74289.0,74295.0] || -> . % 3.61/3.84 74299[14:Spt:74298.0,74173.0,74174.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 74300[14:Spt:74298.0,74173.1,74173.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.61/3.84 74301[15:Spt:74300.0] || -> pigeon_3_in_hole_5*. % 3.61/3.84 74302[15:MRR:135.1,74301.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74303[15:MRR:122.0,74301.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 74304[15:MRR:128.0,74301.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 74306[15:MRR:134.1,74301.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 74307[15:MRR:74050.1,74302.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 74308[15:MRR:74047.1,74303.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 74309[15:MRR:74049.1,74304.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 74310[15:MRR:74048.1,74306.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 74311[16:Spt:74307.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74312[16:MRR:195.0,74311.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74313[16:MRR:180.0,74311.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 74314[16:MRR:186.0,74311.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 74315[16:MRR:74310.0,74312.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 74316[16:MRR:74308.0,74313.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 74317[16:MRR:74309.0,74314.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.61/3.84 74318[17:Spt:74315.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74321[17:MRR:101.0,74318.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 74323[17:MRR:95.0,74318.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74324[17:MRR:74317.0,74321.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74327[17:MRR:9.0,74324.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 74330[17:MRR:74316.0,74323.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74335[17:MRR:74327.0,74330.0] || -> . % 3.61/3.84 74336[17:Spt:74335.0,74315.0,74318.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74337[17:Spt:74335.0,74315.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74338[17:MRR:17.0,74337.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74339[17:MRR:74317.1,74338.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74342[17:MRR:93.0,74339.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 74344[17:MRR:74316.0,74342.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74347[17:MRR:11.0,11.1,74337.0,74344.0] || -> . % 3.61/3.84 74349[16:Spt:74347.0,74307.0,74311.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74350[16:Spt:74347.0,74307.1,74307.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 74351[17:Spt:74350.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74352[17:MRR:111.0,74351.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74353[17:MRR:102.0,74351.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 74356[17:MRR:96.0,74351.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 74357[17:MRR:74310.1,74352.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 74358[17:MRR:74309.1,74353.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.84 74359[17:MRR:74308.1,74356.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 74360[18:Spt:74357.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74361[18:MRR:179.0,74360.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74362[18:MRR:185.0,74360.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74363[18:MRR:74359.0,74361.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74364[18:MRR:9.1,74363.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74369[18:MRR:74358.0,74362.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74374[18:MRR:74364.0,74369.0] || -> . % 3.61/3.84 74375[18:Spt:74374.0,74357.0,74360.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74376[18:Spt:74374.0,74357.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74377[18:MRR:11.0,74376.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 74378[18:MRR:74359.1,74377.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74379[18:MRR:177.1,74378.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74380[18:MRR:74358.0,74379.0] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74384[18:MRR:17.0,17.1,74376.0,74380.0] || -> . % 3.61/3.84 74385[17:Spt:74384.0,74350.0,74351.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74386[17:Spt:74384.0,74350.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 74387[17:MRR:12.0,74386.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 74388[17:MRR:74308.2,74387.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.84 74389[17:MRR:18.0,74386.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74390[17:MRR:74309.2,74389.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.61/3.84 74393[17:MRR:27.0,74386.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 74394[17:MRR:74310.2,74393.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 74395[18:Spt:74388.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74396[18:MRR:179.1,74395.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74397[18:MRR:177.1,74395.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74398[18:MRR:74394.0,74396.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74400[18:MRR:101.0,74398.0] || pigeon_2_in_hole_4* -> . % 3.61/3.84 74403[18:MRR:74390.0,74397.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74407[18:MRR:74400.0,74403.0] || -> . % 3.61/3.84 74408[18:Spt:74407.0,74388.0,74395.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74409[18:Spt:74407.0,74388.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74410[18:MRR:95.1,74409.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74411[18:MRR:74394.1,74410.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74412[18:MRR:185.0,74411.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74413[18:MRR:74390.0,74412.0] || -> pigeon_2_in_hole_4*. % 3.61/3.84 74416[18:MRR:93.0,93.1,74413.0,74409.0] || -> . % 3.61/3.84 74417[15:Spt:74416.0,74300.0,74301.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 74418[15:Spt:74416.0,74300.1] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74419[15:MRR:106.1,74418.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74420[15:MRR:100.0,74418.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.84 74421[15:MRR:94.0,74418.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 74423[15:MRR:107.1,74418.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74424[15:MRR:74050.2,74423.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 74425[15:MRR:74047.2,74421.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 74426[15:MRR:74049.2,74420.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 74427[15:MRR:74048.2,74419.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 74428[16:Spt:74424.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74429[16:MRR:186.0,74428.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 74430[16:MRR:180.0,74428.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 74431[16:MRR:195.0,74428.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74432[16:MRR:74426.0,74429.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.84 74433[16:MRR:74425.0,74430.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.84 74434[16:MRR:74427.0,74431.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.84 74435[17:Spt:74432.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 74437[17:MRR:121.0,74435.0] || pigeon_1_in_hole_5* -> . % 3.61/3.84 74439[17:MRR:129.1,74435.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 74440[17:MRR:74433.0,74437.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74442[17:MRR:11.1,74440.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 74446[17:MRR:74434.0,74439.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74451[17:MRR:74442.0,74446.0] || -> . % 3.61/3.84 74452[17:Spt:74451.0,74432.0,74435.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74453[17:Spt:74451.0,74432.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74454[17:MRR:9.0,74453.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 74455[17:MRR:74433.1,74454.0] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74458[17:MRR:123.1,74455.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 74459[17:MRR:74434.0,74458.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74463[17:MRR:17.0,17.1,74459.0,74453.0] || -> . % 3.61/3.84 74464[16:Spt:74463.0,74424.0,74428.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74465[16:Spt:74463.0,74424.1,74424.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.84 74466[17:Spt:74465.0] || -> pigeon_5_in_hole_5*. % 3.61/3.84 74467[17:MRR:130.0,74466.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 74468[17:MRR:124.0,74466.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 74470[17:MRR:139.0,74466.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 74471[17:MRR:74426.1,74467.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.84 74472[17:MRR:74425.1,74468.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.84 74473[17:MRR:74427.1,74470.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 74474[18:Spt:74471.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 74475[18:MRR:177.0,74474.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74476[18:MRR:185.1,74474.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74477[18:MRR:74472.0,74475.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 74481[18:MRR:11.1,74477.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 74483[18:MRR:74473.0,74476.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74488[18:MRR:74481.0,74483.0] || -> . % 3.61/3.84 74489[18:Spt:74488.0,74471.0,74474.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74490[18:Spt:74488.0,74471.1] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74491[18:MRR:9.0,74490.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 74492[18:MRR:74472.1,74491.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74493[18:MRR:179.1,74492.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74494[18:MRR:74473.0,74493.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 74495[18:MRR:17.0,17.1,74494.0,74490.0] || -> . % 3.61/3.84 74499[17:Spt:74495.0,74465.0,74466.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74500[17:Spt:74495.0,74465.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 74501[17:MRR:12.0,74500.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 74502[17:MRR:74425.2,74501.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.84 74503[17:MRR:27.0,74500.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 74504[17:MRR:74427.2,74503.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.84 74505[17:MRR:18.0,74500.0] || pigeon_2_in_hole_1* -> . % 3.61/3.84 74506[17:MRR:74426.2,74505.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.84 74509[18:Spt:74502.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74510[18:MRR:177.1,74509.0] || pigeon_2_in_hole_7* -> . % 3.61/3.84 74511[18:MRR:179.1,74509.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74512[18:MRR:74506.0,74510.0] || -> pigeon_2_in_hole_5*. % 3.61/3.84 74513[18:MRR:129.1,74512.0] || pigeon_4_in_hole_5* -> . % 3.61/3.84 74516[18:MRR:74504.0,74511.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74519[18:MRR:74513.0,74516.0] || -> . % 3.61/3.84 74520[18:Spt:74519.0,74502.0,74509.0] || pigeon_1_in_hole_7* -> . % 3.61/3.84 74521[18:Spt:74519.0,74502.1] || -> pigeon_1_in_hole_5*. % 3.61/3.84 74522[18:MRR:121.1,74521.0] || pigeon_2_in_hole_5* -> . % 3.61/3.84 74523[18:MRR:74506.1,74522.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 74524[18:MRR:185.1,74523.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74525[18:MRR:74504.0,74524.0] || -> pigeon_4_in_hole_5*. % 3.61/3.84 74527[18:MRR:123.0,123.1,74525.0,74521.0] || -> . % 3.61/3.84 74528[8:Spt:74527.0,71870.0,71871.0] || pigeon_6_in_hole_6*+ -> . % 3.61/3.84 74529[8:Spt:74527.0,71870.1,71870.2,71870.3] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.61/3.84 74530[9:Spt:74529.0] || -> pigeon_6_in_hole_5*. % 3.61/3.84 74531[9:MRR:131.0,74530.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.84 74532[9:MRR:140.0,74530.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.84 74533[9:MRR:125.0,74530.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.84 74534[9:MRR:143.0,74530.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.84 74535[9:MRR:136.0,74530.0] || pigeon_3_in_hole_5*+ -> . % 3.61/3.84 74536[9:MRR:146.1,74530.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.84 74537[9:MRR:66409.2,74531.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.84 74538[9:MRR:66413.2,74532.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 74539[9:MRR:66412.2,74533.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 74540[9:MRR:66411.2,74534.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 74541[9:MRR:66410.2,74535.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 74542[9:MRR:66408.2,74536.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 74543[10:Spt:74537.4] || -> pigeon_2_in_hole_1*. % 3.61/3.84 74544[10:MRR:9.0,74543.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 74545[10:MRR:17.1,74543.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 74546[10:MRR:18.1,74543.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 74549[10:MRR:16.1,74543.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.84 74550[10:MRR:20.1,74543.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 74551[10:MRR:74539.4,74544.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 74552[10:MRR:74538.4,74545.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 74553[10:MRR:74540.4,74546.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 74554[10:MRR:74541.4,74549.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 74555[10:MRR:74542.4,74550.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 74556[11:Spt:74551.2] || -> pigeon_1_in_hole_4*. % 3.61/3.84 74557[11:MRR:95.1,74556.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74559[11:MRR:94.1,74556.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 74561[11:MRR:96.1,74556.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74562[11:MRR:98.1,74556.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 74563[11:MRR:74552.2,74557.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 74564[11:MRR:74554.2,74559.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.84 74565[11:MRR:74553.2,74561.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.84 74566[11:MRR:74555.2,74562.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 74567[12:Spt:74563.2] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74570[12:MRR:57.1,74567.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 74571[12:MRR:55.1,74567.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 74573[12:MRR:50.0,74567.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 74574[12:MRR:74566.2,74570.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.84 74575[12:MRR:74565.2,74571.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.84 74576[12:MRR:74564.2,74573.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.84 74577[13:Spt:74574.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 74578[13:MRR:200.0,74577.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74582[13:MRR:193.0,74577.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 74583[13:MRR:74575.0,74578.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 74588[13:MRR:163.0,74583.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74589[13:MRR:74576.0,74582.0] || -> pigeon_3_in_hole_6*. % 3.61/3.84 74594[13:MRR:74588.0,74589.0] || -> . % 3.61/3.84 74595[13:Spt:74594.0,74574.0,74577.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 74596[13:Spt:74594.0,74574.1] || -> pigeon_7_in_hole_6*. % 3.61/3.84 74597[13:MRR:172.0,74596.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 74598[13:MRR:74575.1,74597.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74602[13:MRR:191.0,74598.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 74603[13:MRR:74576.0,74602.0] || -> pigeon_3_in_hole_6*. % 3.61/3.84 74607[13:MRR:165.0,165.1,74596.0,74603.0] || -> . % 3.61/3.84 74608[12:Spt:74607.0,74563.2,74567.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 74609[12:Spt:74607.0,74563.0,74563.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.84 74610[13:Spt:74609.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 74611[13:MRR:197.1,74610.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 74612[13:MRR:195.1,74610.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74615[13:MRR:190.0,74610.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 74616[13:MRR:74566.0,74611.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 74617[13:MRR:74565.0,74612.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.84 74618[13:MRR:74564.0,74615.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.84 74619[14:Spt:74616.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 74620[14:MRR:172.0,74619.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 74621[14:MRR:165.0,74619.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74625[14:MRR:74617.0,74620.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74630[14:MRR:51.0,74625.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74631[14:MRR:74618.0,74621.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74636[14:MRR:74630.0,74631.0] || -> . % 3.61/3.84 74637[14:Spt:74636.0,74616.0,74619.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 74638[14:Spt:74636.0,74616.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74639[14:MRR:60.0,74638.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 74640[14:MRR:74617.1,74639.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 74641[14:MRR:163.0,74640.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74645[14:MRR:74618.0,74641.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74647[14:MRR:53.0,53.1,74638.0,74645.0] || -> . % 3.61/3.84 74650[13:Spt:74647.0,74609.0,74610.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74651[13:Spt:74647.0,74609.1] || -> pigeon_4_in_hole_6*. % 3.61/3.84 74652[13:MRR:169.1,74651.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 74653[13:MRR:74566.1,74652.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.84 74654[13:MRR:167.1,74651.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 74655[13:MRR:74565.1,74654.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.84 74656[13:MRR:162.0,74651.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74657[13:MRR:74564.1,74656.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 74660[14:Spt:74653.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 74661[14:MRR:193.0,74660.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 74664[14:MRR:200.0,74660.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74665[14:MRR:74657.0,74661.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74666[14:MRR:51.1,74665.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 74671[14:MRR:74655.0,74664.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74676[14:MRR:74666.0,74671.0] || -> . % 3.61/3.84 74677[14:Spt:74676.0,74653.0,74660.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 74678[14:Spt:74676.0,74653.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74679[14:MRR:53.0,74678.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74680[14:MRR:74657.1,74679.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 74681[14:MRR:191.1,74680.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 74684[14:MRR:74655.0,74681.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74688[14:MRR:60.0,60.1,74678.0,74684.0] || -> . % 3.61/3.84 74689[11:Spt:74688.0,74551.2,74556.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 74690[11:Spt:74688.0,74551.0,74551.1,74551.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 74691[12:Spt:74690.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 74692[12:MRR:182.1,74691.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 74693[12:MRR:178.1,74691.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 74694[12:MRR:180.1,74691.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74696[12:MRR:179.1,74691.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74697[12:MRR:74555.0,74692.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 74698[12:MRR:74554.0,74693.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 74699[12:MRR:74553.0,74694.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 74700[12:MRR:74552.0,74696.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 74701[13:Spt:74697.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 74702[13:MRR:169.0,74701.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 74705[13:MRR:165.0,74701.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 74706[13:MRR:172.0,74701.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 74707[13:MRR:74700.0,74702.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 74708[13:MRR:74698.0,74705.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 74709[13:MRR:74699.0,74706.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 74710[14:Spt:74707.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74711[14:MRR:106.0,74710.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 74714[14:MRR:111.1,74710.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74716[14:MRR:74708.0,74711.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74721[14:MRR:51.1,74716.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 74723[14:MRR:74709.0,74714.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74729[14:MRR:74721.0,74723.0] || -> . % 3.61/3.84 74730[14:Spt:74729.0,74707.0,74710.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74731[14:Spt:74729.0,74707.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74732[14:MRR:50.0,74731.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74733[14:MRR:74708.1,74732.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74736[14:MRR:107.1,74733.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 74738[14:MRR:74709.0,74736.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74739[14:MRR:55.0,55.1,74738.0,74731.0] || -> . % 3.61/3.84 74744[13:Spt:74739.0,74697.0,74701.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 74745[13:Spt:74739.0,74697.1,74697.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 74746[14:Spt:74745.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 74747[14:MRR:113.0,74746.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74748[14:MRR:109.0,74746.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 74751[14:MRR:116.0,74746.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74752[14:MRR:74700.1,74747.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 74753[14:MRR:74698.1,74748.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.84 74754[14:MRR:74699.1,74751.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.84 74755[15:Spt:74752.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 74756[15:MRR:167.1,74755.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 74757[15:MRR:162.0,74755.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74760[15:MRR:74754.0,74756.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74761[15:MRR:51.0,74760.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74767[15:MRR:74753.0,74757.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74773[15:MRR:74761.0,74767.0] || -> . % 3.61/3.84 74774[15:Spt:74773.0,74752.0,74755.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 74775[15:Spt:74773.0,74752.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74776[15:MRR:55.1,74775.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 74777[15:MRR:74754.1,74776.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 74780[15:MRR:163.0,74777.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74781[15:MRR:74753.0,74780.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74786[15:MRR:50.0,50.1,74775.0,74781.0] || -> . % 3.61/3.84 74787[14:Spt:74786.0,74745.0,74746.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 74788[14:Spt:74786.0,74745.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74789[14:MRR:60.0,74788.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 74790[14:MRR:74699.2,74789.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.84 74791[14:MRR:53.0,74788.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74792[14:MRR:74698.2,74791.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.84 74793[14:MRR:57.0,74788.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 74794[14:MRR:74700.2,74793.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 74798[15:Spt:74790.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 74799[15:MRR:167.0,74798.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 74800[15:MRR:163.0,74798.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74803[15:MRR:74794.0,74799.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74807[15:MRR:106.0,74803.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 74808[15:MRR:74792.0,74800.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74812[15:MRR:74807.0,74808.0] || -> . % 3.61/3.84 74813[15:Spt:74812.0,74790.0,74798.0] || pigeon_5_in_hole_6* -> . % 3.61/3.84 74814[15:Spt:74812.0,74790.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74815[15:MRR:111.0,74814.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74816[15:MRR:74794.1,74815.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 74819[15:MRR:162.0,74816.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74820[15:MRR:74792.0,74819.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74823[15:MRR:107.0,107.1,74814.0,74820.0] || -> . % 3.61/3.84 74824[12:Spt:74823.0,74690.0,74691.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 74825[12:Spt:74823.0,74690.1,74690.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 74826[13:Spt:74825.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 74827[13:MRR:152.1,74826.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 74828[13:MRR:151.1,74826.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 74829[13:MRR:150.1,74826.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 74831[13:MRR:154.1,74826.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 74832[13:MRR:74553.1,74827.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 74833[13:MRR:74552.1,74828.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 74834[13:MRR:74554.1,74829.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 74835[13:MRR:74555.1,74831.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 74836[14:Spt:74832.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74837[14:MRR:200.1,74836.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 74838[14:MRR:191.0,74836.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 74840[14:MRR:195.0,74836.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74841[14:MRR:74835.0,74837.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 74842[14:MRR:74834.0,74838.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 74843[14:MRR:74833.0,74840.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 74844[15:Spt:74841.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 74848[15:MRR:109.0,74844.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 74849[15:MRR:113.0,74844.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74850[15:MRR:74842.0,74848.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74856[15:MRR:50.1,74850.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 74857[15:MRR:74843.0,74849.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74863[15:MRR:74856.0,74857.0] || -> . % 3.61/3.84 74864[15:Spt:74863.0,74841.0,74844.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 74865[15:Spt:74863.0,74841.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74866[15:MRR:53.0,74865.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74867[15:MRR:74842.1,74866.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74871[15:MRR:106.1,74867.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74872[15:MRR:74843.0,74871.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74876[15:MRR:57.0,57.1,74865.0,74872.0] || -> . % 3.61/3.84 74878[14:Spt:74876.0,74832.0,74836.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 74879[14:Spt:74876.0,74832.1,74832.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 74880[15:Spt:74879.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 74881[15:MRR:116.1,74880.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 74882[15:MRR:107.0,74880.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 74883[15:MRR:111.0,74880.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 74886[15:MRR:74835.1,74881.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.84 74887[15:MRR:74834.1,74882.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 74888[15:MRR:74833.1,74883.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 74889[16:Spt:74886.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 74891[16:MRR:193.0,74889.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 74892[16:MRR:197.0,74889.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74893[16:MRR:74887.0,74891.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 74895[16:MRR:50.1,74893.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 74900[16:MRR:74888.0,74892.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74906[16:MRR:74895.0,74900.0] || -> . % 3.61/3.84 74907[16:Spt:74906.0,74886.0,74889.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 74908[16:Spt:74906.0,74886.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 74909[16:MRR:53.0,74908.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 74910[16:MRR:74887.1,74909.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 74912[16:MRR:190.1,74910.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74913[16:MRR:74888.0,74912.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 74915[16:MRR:57.0,57.1,74908.0,74913.0] || -> . % 3.61/3.84 74919[15:Spt:74915.0,74879.0,74880.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 74920[15:Spt:74915.0,74879.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 74921[15:MRR:51.0,74920.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 74922[15:MRR:74834.2,74921.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 74923[15:MRR:55.0,74920.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 74924[15:MRR:74833.2,74923.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 74925[15:MRR:60.1,74920.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 74926[15:MRR:74835.2,74925.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.61/3.84 74930[16:Spt:74922.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 74931[16:MRR:193.1,74930.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 74932[16:MRR:190.1,74930.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74934[16:MRR:74926.0,74931.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 74935[16:MRR:113.0,74934.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 74939[16:MRR:74924.0,74932.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74943[16:MRR:74935.0,74939.0] || -> . % 3.61/3.84 74944[16:Spt:74943.0,74922.0,74930.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 74945[16:Spt:74943.0,74922.1] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74946[16:MRR:109.1,74945.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 74947[16:MRR:74926.1,74946.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 74948[16:MRR:197.0,74947.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 74950[16:MRR:74924.0,74948.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74953[16:MRR:106.0,106.1,74950.0,74945.0] || -> . % 3.61/3.84 74954[13:Spt:74953.0,74825.0,74826.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 74955[13:Spt:74953.0,74825.1] || -> pigeon_1_in_hole_2*. % 3.61/3.84 74956[13:MRR:38.1,74955.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 74957[13:MRR:39.1,74955.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 74958[13:MRR:42.1,74955.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 74960[13:MRR:40.1,74955.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 74962[13:MRR:74553.3,74960.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.84 74963[13:MRR:74552.3,74957.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 74964[13:MRR:74554.3,74956.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.84 74965[13:MRR:74555.3,74958.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 74966[14:Spt:74962.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 74967[14:MRR:195.0,74966.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 74969[14:MRR:191.0,74966.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 74970[14:MRR:200.1,74966.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 74971[14:MRR:74963.0,74967.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 74972[14:MRR:74964.0,74969.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.84 74973[14:MRR:74965.0,74970.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 74974[15:Spt:74971.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 74976[15:MRR:162.0,74974.0] || pigeon_3_in_hole_6* -> . % 3.61/3.84 74978[15:MRR:169.1,74974.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 74979[15:MRR:74972.0,74976.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 74980[15:MRR:109.1,74979.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 74985[15:MRR:74973.0,74978.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 74990[15:MRR:74980.0,74985.0] || -> . % 3.61/3.84 74991[15:Spt:74990.0,74971.0,74974.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 74992[15:Spt:74990.0,74971.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 74993[15:MRR:106.0,74992.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 74994[15:MRR:74972.1,74993.0] || -> pigeon_3_in_hole_6*. % 3.61/3.84 74997[15:MRR:165.1,74994.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 74998[15:MRR:74973.0,74997.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75000[15:MRR:113.0,113.1,74998.0,74992.0] || -> . % 3.61/3.84 75003[14:Spt:75000.0,74962.0,74966.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 75004[14:Spt:75000.0,74962.1,74962.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.84 75005[15:Spt:75004.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 75006[15:MRR:167.0,75005.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75007[15:MRR:163.0,75005.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 75009[15:MRR:172.1,75005.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75010[15:MRR:74963.1,75006.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.84 75011[15:MRR:74964.1,75007.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.84 75012[15:MRR:74965.1,75009.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.61/3.84 75013[16:Spt:75010.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 75014[16:MRR:190.0,75013.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 75015[16:MRR:197.1,75013.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 75017[16:MRR:75011.0,75014.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 75022[16:MRR:109.1,75017.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75023[16:MRR:75012.0,75015.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75028[16:MRR:75022.0,75023.0] || -> . % 3.61/3.84 75029[16:Spt:75028.0,75010.0,75013.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 75030[16:Spt:75028.0,75010.1] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75031[16:MRR:106.0,75030.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75032[16:MRR:75011.1,75031.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 75034[16:MRR:193.1,75032.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 75035[16:MRR:75012.0,75034.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75038[16:MRR:113.0,113.1,75035.0,75030.0] || -> . % 3.61/3.84 75040[15:Spt:75038.0,75004.0,75005.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75041[15:Spt:75038.0,75004.1] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75042[15:MRR:107.0,75041.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 75043[15:MRR:74964.2,75042.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.84 75044[15:MRR:116.1,75041.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75045[15:MRR:74965.2,75044.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.84 75046[15:MRR:111.0,75041.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75047[15:MRR:74963.2,75046.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.84 75050[16:Spt:75043.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 75051[16:MRR:190.1,75050.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 75052[16:MRR:193.1,75050.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 75054[16:MRR:75047.0,75051.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 75055[16:MRR:169.1,75054.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75058[16:MRR:75045.0,75052.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75061[16:MRR:75055.0,75058.0] || -> . % 3.61/3.84 75062[16:Spt:75061.0,75043.0,75050.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 75063[16:Spt:75061.0,75043.1] || -> pigeon_3_in_hole_6*. % 3.61/3.84 75064[16:MRR:162.1,75063.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75065[16:MRR:75047.1,75064.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 75067[16:MRR:197.1,75065.0] || pigeon_7_in_hole_7* -> . % 3.61/3.84 75068[16:MRR:75045.0,75067.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75070[16:MRR:165.0,165.1,75068.0,75063.0] || -> . % 3.61/3.84 75071[10:Spt:75070.0,74537.4,74543.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.84 75072[10:Spt:75070.0,74537.0,74537.1,74537.2,74537.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 75073[11:Spt:75072.0] || -> pigeon_2_in_hole_7*. % 3.61/3.84 75074[11:MRR:184.1,75073.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 75075[11:MRR:185.1,75073.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 75076[11:MRR:188.1,75073.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 75077[11:MRR:186.1,75073.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 75078[11:MRR:177.0,75073.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 75079[11:MRR:74541.0,75074.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75080[11:MRR:74538.0,75075.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75081[11:MRR:74542.0,75076.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75082[11:MRR:74540.0,75077.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75083[11:MRR:74539.0,75078.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75084[12:Spt:75079.1] || -> pigeon_3_in_hole_4*. % 3.61/3.84 75085[12:MRR:107.1,75084.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75086[12:MRR:106.1,75084.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75087[12:MRR:109.1,75084.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75090[12:MRR:94.0,75084.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 75091[12:MRR:75082.1,75085.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75092[12:MRR:75080.1,75086.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75093[12:MRR:75081.1,75087.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75094[12:MRR:75083.1,75090.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75095[13:Spt:75091.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75097[13:MRR:55.0,75095.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75098[13:MRR:60.1,75095.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75100[13:MRR:40.0,75095.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 75102[13:MRR:75092.1,75097.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 75103[13:MRR:75093.1,75098.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 75104[13:MRR:75094.1,75100.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.84 75105[14:Spt:75102.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75106[14:MRR:11.0,75105.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75111[14:MRR:29.1,75105.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75112[14:MRR:75104.1,75106.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 75113[14:MRR:154.1,75112.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75118[14:MRR:75103.1,75111.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75123[14:MRR:75113.0,75118.0] || -> . % 3.61/3.84 75124[14:Spt:75123.0,75102.1,75105.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 75125[14:Spt:75123.0,75102.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 75126[14:MRR:151.0,75125.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75127[14:MRR:75104.0,75126.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75132[14:MRR:14.1,75127.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75133[14:MRR:75103.1,75132.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75137[14:MRR:169.0,169.1,75133.0,75125.0] || -> . % 3.61/3.84 75138[13:Spt:75137.0,75091.1,75095.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75139[13:Spt:75137.0,75091.0,75091.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.84 75140[14:Spt:75139.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 75141[14:MRR:152.0,75140.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 75142[14:MRR:172.1,75140.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75145[14:MRR:167.0,75140.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75146[14:MRR:75094.0,75141.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75147[14:MRR:75093.0,75142.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75148[14:MRR:75092.0,75145.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75149[15:Spt:75146.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75151[15:MRR:39.1,75149.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 75152[15:MRR:42.1,75149.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75155[15:MRR:75148.0,75151.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75156[15:MRR:29.1,75155.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75162[15:MRR:75147.0,75152.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75168[15:MRR:75156.0,75162.0] || -> . % 3.61/3.84 75169[15:Spt:75168.0,75146.0,75149.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75170[15:Spt:75168.0,75146.1] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75171[15:MRR:11.1,75170.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 75172[15:MRR:75148.1,75171.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75174[15:MRR:57.1,75172.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75177[15:MRR:75147.0,75174.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75182[15:MRR:14.0,14.1,75177.0,75170.0] || -> . % 3.61/3.84 75183[14:Spt:75182.0,75139.0,75140.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75184[14:Spt:75182.0,75139.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75185[14:MRR:27.0,75184.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 75186[14:MRR:75092.2,75185.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 75187[14:MRR:32.1,75184.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75188[14:MRR:75093.2,75187.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 75192[14:MRR:12.0,75184.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75193[14:MRR:75094.2,75192.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 75194[15:Spt:75186.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 75195[15:MRR:151.0,75194.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75196[15:MRR:169.1,75194.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75199[15:MRR:75193.0,75195.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75202[15:MRR:42.1,75199.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75205[15:MRR:75188.0,75196.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75210[15:MRR:75202.0,75205.0] || -> . % 3.61/3.84 75211[15:Spt:75210.0,75186.0,75194.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75212[15:Spt:75210.0,75186.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75213[15:MRR:39.0,75212.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75214[15:MRR:75193.1,75213.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 75217[15:MRR:154.1,75214.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75218[15:MRR:75188.0,75217.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75222[15:MRR:57.0,57.1,75218.0,75212.0] || -> . % 3.61/3.84 75223[12:Spt:75222.0,75079.1,75084.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 75224[12:Spt:75222.0,75079.0,75079.2,75079.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75225[13:Spt:75224.0] || -> pigeon_3_in_hole_6*. % 3.61/3.84 75226[13:MRR:162.1,75225.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75227[13:MRR:150.0,75225.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 75228[13:MRR:165.1,75225.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75230[13:MRR:163.1,75225.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75231[13:MRR:75080.0,75226.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75232[13:MRR:75083.0,75227.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75233[13:MRR:75081.0,75228.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75234[13:MRR:75082.0,75230.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75235[14:Spt:75231.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75236[14:MRR:111.1,75235.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75237[14:MRR:113.1,75235.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75240[14:MRR:95.0,75235.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 75241[14:MRR:75234.0,75236.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75242[14:MRR:75233.0,75237.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75243[14:MRR:75232.0,75240.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75244[15:Spt:75241.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75246[15:MRR:40.0,75244.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75248[15:MRR:60.1,75244.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75251[15:MRR:75243.0,75246.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75253[15:MRR:14.1,75251.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75258[15:MRR:75242.0,75248.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75264[15:MRR:75253.0,75258.0] || -> . % 3.61/3.84 75265[15:Spt:75264.0,75241.0,75244.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75266[15:Spt:75264.0,75241.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75267[15:MRR:12.0,75266.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75268[15:MRR:75243.1,75267.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75272[15:MRR:42.1,75268.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75274[15:MRR:75242.0,75272.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75278[15:MRR:32.0,32.1,75274.0,75266.0] || -> . % 3.61/3.84 75280[14:Spt:75278.0,75231.0,75235.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75281[14:Spt:75278.0,75231.1,75231.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75282[15:Spt:75281.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75283[15:MRR:55.1,75282.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75284[15:MRR:39.0,75282.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 75287[15:MRR:57.1,75282.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75289[15:MRR:75234.1,75283.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75290[15:MRR:75232.1,75284.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 75291[15:MRR:75233.1,75287.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75292[16:Spt:75289.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75293[16:MRR:116.1,75292.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75296[16:MRR:96.0,75292.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75297[16:MRR:75291.0,75293.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75298[16:MRR:14.0,75297.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75304[16:MRR:75290.0,75296.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75310[16:MRR:75298.0,75304.0] || -> . % 3.61/3.84 75311[16:Spt:75310.0,75289.0,75292.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75312[16:Spt:75310.0,75289.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75313[16:MRR:32.1,75312.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75314[16:MRR:75291.1,75313.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75317[16:MRR:98.0,75314.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75318[16:MRR:75290.0,75317.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75323[16:MRR:12.0,12.1,75312.0,75318.0] || -> . % 3.61/3.84 75324[15:Spt:75323.0,75281.0,75282.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75325[15:Spt:75323.0,75281.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75326[15:MRR:29.1,75325.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 75327[15:MRR:75233.2,75326.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 75328[15:MRR:11.0,75325.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75329[15:MRR:75232.2,75328.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 75333[15:MRR:27.1,75325.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75334[15:MRR:75234.2,75333.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 75335[16:Spt:75327.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75336[16:MRR:116.0,75335.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75337[16:MRR:98.0,75335.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75340[16:MRR:75334.0,75336.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75344[16:MRR:40.0,75340.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75346[16:MRR:75329.0,75337.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75351[16:MRR:75344.0,75346.0] || -> . % 3.61/3.84 75352[16:Spt:75351.0,75327.0,75335.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75353[16:Spt:75351.0,75327.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75354[16:MRR:60.0,75353.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75355[16:MRR:75334.1,75354.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75356[16:MRR:96.0,75355.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75359[16:MRR:75329.0,75356.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75362[16:MRR:42.0,42.1,75353.0,75359.0] || -> . % 3.61/3.84 75364[13:Spt:75362.0,75224.0,75225.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 75365[13:Spt:75362.0,75224.1,75224.2] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75366[14:Spt:75365.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75367[14:MRR:51.1,75366.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75368[14:MRR:38.0,75366.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 75371[14:MRR:53.1,75366.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75372[14:MRR:50.1,75366.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75373[14:MRR:75082.2,75367.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75374[14:MRR:75083.2,75368.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 75375[14:MRR:75081.2,75371.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75376[14:MRR:75080.2,75372.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 75377[15:Spt:75373.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 75378[15:MRR:167.0,75377.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75379[15:MRR:152.0,75377.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 75380[15:MRR:172.1,75377.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75382[15:MRR:75376.0,75378.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 75383[15:MRR:75374.0,75379.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.84 75384[15:MRR:75375.0,75380.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75385[16:Spt:75382.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75386[16:MRR:95.0,75385.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75389[16:MRR:113.1,75385.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75391[16:MRR:75383.0,75386.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75392[16:MRR:14.1,75391.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75398[16:MRR:75384.0,75389.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75404[16:MRR:75392.0,75398.0] || -> . % 3.61/3.84 75405[16:Spt:75404.0,75382.0,75385.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75406[16:Spt:75404.0,75382.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75407[16:MRR:11.0,75406.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75408[16:MRR:75383.1,75407.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 75409[16:MRR:98.1,75408.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75413[16:MRR:75384.0,75409.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75418[16:MRR:29.0,29.1,75413.0,75406.0] || -> . % 3.61/3.84 75419[15:Spt:75418.0,75373.0,75377.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75420[15:Spt:75418.0,75373.1,75373.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75421[16:Spt:75420.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75422[16:MRR:111.0,75421.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75423[16:MRR:96.0,75421.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 75426[16:MRR:116.1,75421.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75427[16:MRR:75376.1,75422.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.84 75428[16:MRR:75374.1,75423.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.84 75429[16:MRR:75375.1,75426.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.84 75430[17:Spt:75427.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 75432[17:MRR:169.1,75430.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75433[17:MRR:151.0,75430.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75434[17:MRR:75429.0,75432.0] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75435[17:MRR:14.0,75434.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75441[17:MRR:75428.0,75433.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75447[17:MRR:75435.0,75441.0] || -> . % 3.61/3.84 75448[17:Spt:75447.0,75427.0,75430.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75449[17:Spt:75447.0,75427.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75450[17:MRR:29.1,75449.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75451[17:MRR:75429.1,75450.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75453[17:MRR:154.0,75451.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75454[17:MRR:75428.0,75453.0] || -> pigeon_1_in_hole_1*. % 3.61/3.84 75459[17:MRR:11.0,11.1,75449.0,75454.0] || -> . % 3.61/3.84 75460[16:Spt:75459.0,75420.0,75421.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75461[16:Spt:75459.0,75420.1] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75462[16:MRR:32.1,75461.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 75463[16:MRR:75375.2,75462.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 75464[16:MRR:12.0,75461.0] || pigeon_1_in_hole_1* -> . % 3.61/3.84 75465[16:MRR:75374.2,75464.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.84 75469[16:MRR:27.0,75461.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 75470[16:MRR:75376.2,75469.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 75471[17:Spt:75463.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75472[17:MRR:169.0,75471.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75473[17:MRR:154.0,75471.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75475[17:MRR:75470.0,75472.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75479[17:MRR:95.0,75475.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75480[17:MRR:75465.0,75473.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 75484[17:MRR:75479.0,75480.0] || -> . % 3.61/3.84 75485[17:Spt:75484.0,75463.0,75471.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75486[17:Spt:75484.0,75463.1] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75487[17:MRR:113.0,75486.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75488[17:MRR:75470.1,75487.0] || -> pigeon_4_in_hole_6*. % 3.61/3.84 75489[17:MRR:151.0,75488.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75491[17:MRR:75465.0,75489.0] || -> pigeon_1_in_hole_4*. % 3.61/3.84 75492[17:MRR:98.0,98.1,75486.0,75491.0] || -> . % 3.61/3.84 75495[14:Spt:75492.0,75365.0,75366.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 75496[14:Spt:75492.0,75365.1] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75497[14:MRR:25.1,75496.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.84 75498[14:MRR:10.0,75496.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.84 75501[14:MRR:23.1,75496.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 75502[14:MRR:22.1,75496.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 75503[14:MRR:75082.3,75501.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 75504[14:MRR:75083.3,75498.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 75505[14:MRR:75081.3,75497.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 75506[14:MRR:75080.3,75502.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 75507[15:Spt:75503.0] || -> pigeon_5_in_hole_6*. % 3.61/3.84 75509[15:MRR:172.1,75507.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75510[15:MRR:152.0,75507.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 75511[15:MRR:167.0,75507.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75512[15:MRR:75505.0,75509.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 75513[15:MRR:75504.0,75510.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.61/3.84 75514[15:MRR:75506.0,75511.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.84 75515[16:Spt:75512.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75516[16:MRR:113.0,75515.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75517[16:MRR:98.0,75515.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75521[16:MRR:75514.0,75516.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75523[16:MRR:39.0,75521.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75527[16:MRR:75513.0,75517.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75532[16:MRR:75523.0,75527.0] || -> . % 3.61/3.84 75533[16:Spt:75532.0,75512.0,75515.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75534[16:Spt:75532.0,75512.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75535[16:MRR:57.0,75534.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 75536[16:MRR:75514.1,75535.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75537[16:MRR:95.0,75536.0] || pigeon_1_in_hole_4* -> . % 3.61/3.84 75541[16:MRR:75513.0,75537.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75543[16:MRR:42.0,42.1,75534.0,75541.0] || -> . % 3.61/3.84 75546[15:Spt:75543.0,75503.0,75507.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75547[15:Spt:75543.0,75503.1,75503.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 75548[16:Spt:75547.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75549[16:MRR:116.1,75548.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75550[16:MRR:111.0,75548.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75551[16:MRR:96.0,75548.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 75554[16:MRR:75505.1,75549.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.84 75555[16:MRR:75506.1,75550.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.84 75556[16:MRR:75504.1,75551.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.84 75557[17:Spt:75554.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75559[17:MRR:154.0,75557.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75560[17:MRR:169.0,75557.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75561[17:MRR:75556.0,75559.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75562[17:MRR:39.1,75561.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 75567[17:MRR:75555.0,75560.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75572[17:MRR:75562.0,75567.0] || -> . % 3.61/3.84 75573[17:Spt:75572.0,75554.0,75557.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75574[17:Spt:75572.0,75554.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75575[17:MRR:42.0,75574.0] || pigeon_1_in_hole_2* -> . % 3.61/3.84 75576[17:MRR:75556.1,75575.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 75578[17:MRR:151.1,75576.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75579[17:MRR:75555.0,75578.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75583[17:MRR:57.0,57.1,75574.0,75579.0] || -> . % 3.61/3.84 75584[16:Spt:75583.0,75547.0,75548.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75585[16:Spt:75583.0,75547.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75586[16:MRR:40.0,75585.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.84 75587[16:MRR:75504.2,75586.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.84 75588[16:MRR:55.0,75585.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 75589[16:MRR:75506.2,75588.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.84 75591[16:MRR:60.1,75585.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75592[16:MRR:75505.2,75591.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.84 75594[17:Spt:75587.0] || -> pigeon_1_in_hole_6*. % 3.61/3.84 75595[17:MRR:154.1,75594.0] || pigeon_7_in_hole_6* -> . % 3.61/3.84 75596[17:MRR:151.1,75594.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75598[17:MRR:75592.0,75595.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75602[17:MRR:113.0,75598.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75603[17:MRR:75589.0,75596.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75607[17:MRR:75602.0,75603.0] || -> . % 3.61/3.84 75608[17:Spt:75607.0,75587.0,75594.0] || pigeon_1_in_hole_6* -> . % 3.61/3.84 75609[17:Spt:75607.0,75587.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 75610[17:MRR:98.1,75609.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75611[17:MRR:75592.1,75610.0] || -> pigeon_7_in_hole_6*. % 3.61/3.84 75612[17:MRR:169.0,75611.0] || pigeon_4_in_hole_6* -> . % 3.61/3.84 75614[17:MRR:75589.0,75612.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75615[17:MRR:95.0,95.1,75614.0,75609.0] || -> . % 3.61/3.84 75618[11:Spt:75615.0,75072.0,75073.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.84 75619[11:Spt:75615.0,75072.1,75072.2,75072.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.84 75620[12:Spt:75619.0] || -> pigeon_2_in_hole_6*. % 3.61/3.84 75621[12:MRR:149.0,75620.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.84 75622[12:MRR:160.1,75620.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.84 75623[12:MRR:157.1,75620.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.84 75624[12:MRR:158.1,75620.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.84 75625[12:MRR:156.1,75620.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.84 75626[12:MRR:74539.1,75621.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75627[12:MRR:74542.1,75622.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75628[12:MRR:74538.1,75623.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75629[12:MRR:74540.1,75624.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75630[12:MRR:74541.1,75625.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75631[13:Spt:75626.1] || -> pigeon_1_in_hole_4*. % 3.61/3.84 75632[13:MRR:98.1,75631.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75633[13:MRR:95.1,75631.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75636[13:MRR:96.1,75631.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75637[13:MRR:94.1,75631.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 75638[13:MRR:75627.1,75632.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75639[13:MRR:75628.1,75633.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75640[13:MRR:75629.1,75636.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75641[13:MRR:75630.1,75637.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75642[14:Spt:75638.1] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75644[14:MRR:57.0,75642.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75646[14:MRR:60.0,75642.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75648[14:MRR:53.0,75642.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 75649[14:MRR:75639.1,75644.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 75650[14:MRR:75640.1,75646.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.84 75651[14:MRR:75641.1,75648.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.84 75652[15:Spt:75649.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75657[15:MRR:22.0,75652.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75658[15:MRR:27.1,75652.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75659[15:MRR:75651.1,75657.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 75662[15:MRR:191.1,75659.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 75664[15:MRR:75650.1,75658.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 75668[15:MRR:75662.0,75664.0] || -> . % 3.61/3.84 75669[15:Spt:75668.0,75649.1,75652.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 75670[15:Spt:75668.0,75649.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 75671[15:MRR:190.0,75670.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 75672[15:MRR:75651.0,75671.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75677[15:MRR:23.1,75672.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75678[15:MRR:75650.1,75677.0] || -> pigeon_5_in_hole_7*. % 3.61/3.84 75681[15:MRR:195.0,195.1,75678.0,75670.0] || -> . % 3.61/3.84 75682[14:Spt:75681.0,75638.1,75642.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75683[14:Spt:75681.0,75638.0,75638.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.84 75684[15:Spt:75683.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 75685[15:MRR:193.0,75684.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 75686[15:MRR:200.0,75684.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 75687[15:MRR:197.0,75684.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 75689[15:MRR:75641.0,75685.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75690[15:MRR:75640.0,75686.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75691[15:MRR:75639.0,75687.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75692[16:Spt:75689.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75694[16:MRR:50.1,75692.0] || pigeon_4_in_hole_2* -> . % 3.61/3.84 75696[16:MRR:51.1,75692.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75698[16:MRR:75691.0,75694.0] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75699[16:MRR:27.1,75698.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75705[16:MRR:75690.0,75696.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75711[16:MRR:75699.0,75705.0] || -> . % 3.61/3.84 75712[16:Spt:75711.0,75689.0,75692.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 75713[16:Spt:75711.0,75689.1] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75714[16:MRR:22.1,75713.0] || pigeon_4_in_hole_1* -> . % 3.61/3.84 75715[16:MRR:75691.1,75714.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75717[16:MRR:55.1,75715.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75720[16:MRR:75690.0,75717.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75725[16:MRR:23.0,23.1,75720.0,75713.0] || -> . % 3.61/3.84 75726[15:Spt:75725.0,75683.0,75684.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 75727[15:Spt:75725.0,75683.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75728[15:MRR:29.0,75727.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.84 75729[15:MRR:75639.2,75728.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.84 75730[15:MRR:32.0,75727.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75731[15:MRR:75640.2,75730.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.84 75732[15:MRR:25.0,75727.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75733[15:MRR:75641.2,75732.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.84 75737[16:Spt:75729.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 75738[16:MRR:190.0,75737.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 75739[16:MRR:195.1,75737.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 75741[16:MRR:75733.0,75738.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75743[16:MRR:51.1,75741.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75747[16:MRR:75731.0,75739.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75752[16:MRR:75743.0,75747.0] || -> . % 3.61/3.84 75753[16:Spt:75752.0,75729.0,75737.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 75754[16:Spt:75752.0,75729.1] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75755[16:MRR:50.0,75754.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 75756[16:MRR:75733.1,75755.0] || -> pigeon_3_in_hole_7*. % 3.61/3.84 75758[16:MRR:191.1,75756.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 75759[16:MRR:75731.0,75758.0] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75763[16:MRR:55.0,55.1,75759.0,75754.0] || -> . % 3.61/3.84 75764[13:Spt:75763.0,75626.1,75631.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.84 75765[13:Spt:75763.0,75626.0,75626.2,75626.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75766[14:Spt:75765.0] || -> pigeon_1_in_hole_7*. % 3.61/3.84 75767[14:MRR:179.1,75766.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 75768[14:MRR:178.1,75766.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 75769[14:MRR:180.1,75766.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 75770[14:MRR:182.1,75766.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 75771[14:MRR:75628.0,75767.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75772[14:MRR:75630.0,75768.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75773[14:MRR:75629.0,75769.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75774[14:MRR:75627.0,75770.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75775[15:Spt:75771.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75776[15:MRR:113.1,75775.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.84 75779[15:MRR:111.1,75775.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75780[15:MRR:106.0,75775.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 75781[15:MRR:75774.0,75776.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.84 75782[15:MRR:75773.0,75779.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.84 75783[15:MRR:75772.0,75780.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.84 75784[16:Spt:75781.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75785[16:MRR:53.0,75784.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 75787[16:MRR:60.0,75784.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75791[16:MRR:75783.0,75785.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75793[16:MRR:23.1,75791.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75798[16:MRR:75782.0,75787.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75804[16:MRR:75793.0,75798.0] || -> . % 3.61/3.84 75805[16:Spt:75804.0,75781.0,75784.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75806[16:Spt:75804.0,75781.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75807[16:MRR:25.0,75806.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75808[16:MRR:75783.1,75807.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75812[16:MRR:51.1,75808.0] || pigeon_5_in_hole_2* -> . % 3.61/3.84 75814[16:MRR:75782.0,75812.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75818[16:MRR:32.0,32.1,75806.0,75814.0] || -> . % 3.61/3.84 75820[15:Spt:75818.0,75771.0,75775.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75821[15:Spt:75818.0,75771.1,75771.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.84 75822[16:Spt:75821.0] || -> pigeon_4_in_hole_2*. % 3.61/3.84 75823[16:MRR:57.1,75822.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75824[16:MRR:50.0,75822.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 75826[16:MRR:55.1,75822.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75829[16:MRR:75774.1,75823.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75830[16:MRR:75772.1,75824.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 75831[16:MRR:75773.1,75826.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75832[17:Spt:75829.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75835[17:MRR:116.0,75832.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75836[17:MRR:109.0,75832.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75837[17:MRR:75831.0,75835.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75838[17:MRR:23.0,75837.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75844[17:MRR:75830.0,75836.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75850[17:MRR:75838.0,75844.0] || -> . % 3.61/3.84 75851[17:Spt:75850.0,75829.0,75832.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75852[17:Spt:75850.0,75829.1] || -> pigeon_7_in_hole_1*. % 3.61/3.84 75853[17:MRR:32.0,75852.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75854[17:MRR:75831.1,75853.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75857[17:MRR:107.0,75854.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75858[17:MRR:75830.0,75857.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75863[17:MRR:25.0,25.1,75852.0,75858.0] || -> . % 3.61/3.84 75864[16:Spt:75863.0,75821.0,75822.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75865[16:Spt:75863.0,75821.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75866[16:MRR:27.1,75865.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.84 75867[16:MRR:75773.2,75866.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.84 75868[16:MRR:22.0,75865.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75869[16:MRR:75772.2,75868.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.84 75873[16:MRR:29.1,75865.0] || pigeon_7_in_hole_1* -> . % 3.61/3.84 75874[16:MRR:75774.2,75873.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.84 75875[17:Spt:75867.0] || -> pigeon_5_in_hole_4*. % 3.61/3.84 75876[17:MRR:116.1,75875.0] || pigeon_7_in_hole_4* -> . % 3.61/3.84 75877[17:MRR:107.0,75875.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75880[17:MRR:75874.0,75876.0] || -> pigeon_7_in_hole_2*. % 3.61/3.84 75885[17:MRR:53.0,75880.0] || pigeon_3_in_hole_2* -> . % 3.61/3.84 75886[17:MRR:75869.0,75877.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75891[17:MRR:75885.0,75886.0] || -> . % 3.61/3.84 75892[17:Spt:75891.0,75867.0,75875.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75893[17:Spt:75891.0,75867.1] || -> pigeon_5_in_hole_2*. % 3.61/3.84 75894[17:MRR:60.1,75893.0] || pigeon_7_in_hole_2* -> . % 3.61/3.84 75895[17:MRR:75874.1,75894.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75896[17:MRR:109.0,75895.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75899[17:MRR:75869.0,75896.0] || -> pigeon_3_in_hole_2*. % 3.61/3.84 75902[17:MRR:51.0,51.1,75893.0,75899.0] || -> . % 3.61/3.84 75904[14:Spt:75902.0,75765.0,75766.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.84 75905[14:Spt:75902.0,75765.1,75765.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.84 75906[15:Spt:75905.0] || -> pigeon_1_in_hole_2*. % 3.61/3.84 75907[15:MRR:42.1,75906.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.84 75908[15:MRR:38.1,75906.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.84 75910[15:MRR:40.1,75906.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.84 75912[15:MRR:39.1,75906.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.84 75913[15:MRR:75627.2,75907.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75914[15:MRR:75630.2,75908.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 75915[15:MRR:75629.2,75910.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75916[15:MRR:75628.2,75912.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 75917[16:Spt:75913.0] || -> pigeon_7_in_hole_7*. % 3.61/3.84 75918[16:MRR:197.0,75917.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.84 75919[16:MRR:193.0,75917.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.84 75920[16:MRR:200.0,75917.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.84 75921[16:MRR:75916.0,75918.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.84 75922[16:MRR:75914.0,75919.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.84 75923[16:MRR:75915.0,75920.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.84 75924[17:Spt:75921.0] || -> pigeon_4_in_hole_4*. % 3.61/3.84 75925[17:MRR:106.0,75924.0] || pigeon_3_in_hole_4* -> . % 3.61/3.84 75926[17:MRR:111.1,75924.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75930[17:MRR:75922.0,75925.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75931[17:MRR:23.1,75930.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75937[17:MRR:75923.0,75926.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75943[17:MRR:75931.0,75937.0] || -> . % 3.61/3.84 75944[17:Spt:75943.0,75921.0,75924.0] || pigeon_4_in_hole_4* -> . % 3.61/3.84 75945[17:Spt:75943.0,75921.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75946[17:MRR:22.0,75945.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75947[17:MRR:75922.1,75946.0] || -> pigeon_3_in_hole_4*. % 3.61/3.84 75948[17:MRR:107.1,75947.0] || pigeon_5_in_hole_4* -> . % 3.61/3.84 75952[17:MRR:75923.0,75948.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75957[17:MRR:27.0,27.1,75952.0,75945.0] || -> . % 3.61/3.84 75958[16:Spt:75957.0,75913.0,75917.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.84 75959[16:Spt:75957.0,75913.1,75913.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.84 75960[17:Spt:75959.0] || -> pigeon_7_in_hole_4*. % 3.61/3.84 75961[17:MRR:113.0,75960.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.84 75962[17:MRR:109.0,75960.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.84 75963[17:MRR:116.0,75960.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.84 75966[17:MRR:75916.1,75961.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.84 75967[17:MRR:75914.1,75962.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.84 75968[17:MRR:75915.1,75963.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.84 75969[18:Spt:75966.0] || -> pigeon_4_in_hole_7*. % 3.61/3.84 75970[18:MRR:195.1,75969.0] || pigeon_5_in_hole_7* -> . % 3.61/3.84 75971[18:MRR:190.0,75969.0] || pigeon_3_in_hole_7* -> . % 3.61/3.84 75972[18:MRR:75968.0,75970.0] || -> pigeon_5_in_hole_1*. % 3.61/3.84 75973[18:MRR:23.0,75972.0] || pigeon_3_in_hole_1* -> . % 3.61/3.84 75979[18:MRR:75967.0,75971.0] || -> pigeon_3_in_hole_1*. % 3.61/3.84 75985[18:MRR:75973.0,75979.0] || -> . % 3.61/3.84 75986[18:Spt:75985.0,75966.0,75969.0] || pigeon_4_in_hole_7* -> . % 3.61/3.84 75987[18:Spt:75985.0,75966.1] || -> pigeon_4_in_hole_1*. % 3.61/3.84 75988[18:MRR:27.1,75987.0] || pigeon_5_in_hole_1* -> . % 3.61/3.84 75989[18:MRR:75968.1,75988.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 75990[18:MRR:191.0,75989.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 75991[18:MRR:75967.0,75990.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 75996[18:MRR:22.0,22.1,75987.0,75991.0] || -> . % 3.61/3.85 75997[17:Spt:75996.0,75959.0,75960.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 75998[17:Spt:75996.0,75959.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 75999[17:MRR:32.0,75998.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 76000[17:MRR:75915.2,75999.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.85 76001[17:MRR:25.0,75998.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76002[17:MRR:75914.2,76001.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.85 76006[17:MRR:29.0,75998.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76007[17:MRR:75916.2,76006.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.85 76008[18:Spt:76000.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 76009[18:MRR:195.0,76008.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76010[18:MRR:191.0,76008.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76011[18:MRR:76007.0,76009.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76015[18:MRR:106.0,76011.0] || pigeon_3_in_hole_4* -> . % 3.61/3.85 76016[18:MRR:76002.0,76010.0] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76020[18:MRR:76015.0,76016.0] || -> . % 3.61/3.85 76021[18:Spt:76020.0,76000.0,76008.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 76022[18:Spt:76020.0,76000.1] || -> pigeon_5_in_hole_4*. % 3.61/3.85 76023[18:MRR:111.0,76022.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76024[18:MRR:76007.1,76023.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76025[18:MRR:190.0,76024.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76026[18:MRR:76002.0,76025.0] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76027[18:MRR:107.0,107.1,76022.0,76026.0] || -> . % 3.61/3.85 76030[15:Spt:76027.0,75905.0,75906.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 76031[15:Spt:76027.0,75905.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76032[15:MRR:12.1,76031.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 76033[15:MRR:10.1,76031.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.85 76034[15:MRR:14.1,76031.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76035[15:MRR:11.1,76031.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 76038[15:MRR:75627.3,76034.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.85 76039[15:MRR:75630.3,76033.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.85 76040[15:MRR:75629.3,76032.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.85 76041[15:MRR:75628.3,76035.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.85 76042[16:Spt:76038.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76043[16:MRR:200.0,76042.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 76044[16:MRR:193.0,76042.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76045[16:MRR:197.0,76042.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76046[16:MRR:76040.0,76043.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.61/3.85 76047[16:MRR:76039.0,76044.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.61/3.85 76048[16:MRR:76041.0,76045.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.61/3.85 76049[17:Spt:76046.0] || -> pigeon_5_in_hole_4*. % 3.61/3.85 76050[17:MRR:111.0,76049.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76051[17:MRR:107.0,76049.0] || pigeon_3_in_hole_4* -> . % 3.61/3.85 76055[17:MRR:76048.0,76050.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76057[17:MRR:50.0,76055.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76061[17:MRR:76047.0,76051.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76066[17:MRR:76057.0,76061.0] || -> . % 3.61/3.85 76067[17:Spt:76066.0,76046.0,76049.0] || pigeon_5_in_hole_4* -> . % 3.61/3.85 76068[17:Spt:76066.0,76046.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 76069[17:MRR:55.0,76068.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76070[17:MRR:76048.1,76069.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76071[17:MRR:106.0,76070.0] || pigeon_3_in_hole_4* -> . % 3.61/3.85 76075[17:MRR:76047.0,76071.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76077[17:MRR:51.0,51.1,76068.0,76075.0] || -> . % 3.61/3.85 76080[16:Spt:76077.0,76038.0,76042.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76081[16:Spt:76077.0,76038.1,76038.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.61/3.85 76082[17:Spt:76081.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76083[17:MRR:116.0,76082.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.85 76084[17:MRR:113.0,76082.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 76085[17:MRR:109.0,76082.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 76088[17:MRR:76040.1,76083.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.85 76089[17:MRR:76041.1,76084.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.85 76090[17:MRR:76039.1,76085.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.85 76091[18:Spt:76088.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 76092[18:MRR:191.0,76091.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76093[18:MRR:195.0,76091.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76094[18:MRR:76090.0,76092.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76095[18:MRR:50.1,76094.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76100[18:MRR:76089.0,76093.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76105[18:MRR:76095.0,76100.0] || -> . % 3.61/3.85 76106[18:Spt:76105.0,76088.0,76091.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 76107[18:Spt:76105.0,76088.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 76108[18:MRR:51.0,76107.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76109[18:MRR:76090.1,76108.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76110[18:MRR:190.1,76109.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76111[18:MRR:76089.0,76110.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76115[18:MRR:55.0,55.1,76107.0,76111.0] || -> . % 3.61/3.85 76116[17:Spt:76115.0,76081.0,76082.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 76117[17:Spt:76115.0,76081.1] || -> pigeon_7_in_hole_2*. % 3.61/3.85 76118[17:MRR:53.0,76117.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.85 76119[17:MRR:76039.2,76118.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.85 76120[17:MRR:57.0,76117.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76121[17:MRR:76041.2,76120.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.85 76123[17:MRR:60.0,76117.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 76124[17:MRR:76040.2,76123.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.61/3.85 76126[18:Spt:76119.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76127[18:MRR:191.1,76126.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 76128[18:MRR:190.1,76126.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76129[18:MRR:76124.0,76127.0] || -> pigeon_5_in_hole_4*. % 3.61/3.85 76133[18:MRR:111.0,76129.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76134[18:MRR:76121.0,76128.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76138[18:MRR:76133.0,76134.0] || -> . % 3.61/3.85 76139[18:Spt:76138.0,76119.0,76126.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76140[18:Spt:76138.0,76119.1] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76141[18:MRR:107.1,76140.0] || pigeon_5_in_hole_4* -> . % 3.61/3.85 76142[18:MRR:76124.1,76141.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 76143[18:MRR:195.0,76142.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76144[18:MRR:76121.0,76143.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76145[18:MRR:106.0,106.1,76144.0,76140.0] || -> . % 3.61/3.85 76148[12:Spt:76145.0,75619.0,75620.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 76149[12:Spt:76145.0,75619.1,75619.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.61/3.85 76150[13:Spt:76149.0] || -> pigeon_2_in_hole_4*. % 3.61/3.85 76151[13:MRR:102.1,76150.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.85 76152[13:MRR:101.1,76150.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 76154[13:MRR:100.1,76150.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 76155[13:MRR:104.1,76150.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 76156[13:MRR:93.0,76150.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 76157[13:MRR:74540.2,76151.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 76158[13:MRR:74538.2,76152.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 76159[13:MRR:74541.2,76154.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 76160[13:MRR:74542.2,76155.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 76161[13:MRR:74539.2,76156.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 76162[14:Spt:76157.2] || -> pigeon_5_in_hole_2*. % 3.61/3.85 76163[14:MRR:51.0,76162.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.85 76164[14:MRR:55.0,76162.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 76166[14:MRR:60.1,76162.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 76168[14:MRR:40.0,76162.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 76169[14:MRR:76159.2,76163.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.85 76170[14:MRR:76158.2,76164.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 76171[14:MRR:76160.2,76166.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 76172[14:MRR:76161.2,76168.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 76173[15:Spt:76169.2] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76175[15:MRR:10.0,76173.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 76176[15:MRR:25.1,76173.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76179[15:MRR:22.1,76173.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 76180[15:MRR:76172.2,76175.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 76181[15:MRR:76171.2,76176.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.85 76182[15:MRR:76170.2,76179.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 76183[16:Spt:76180.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76184[16:MRR:182.1,76183.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76187[16:MRR:179.1,76183.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76188[16:MRR:76181.0,76184.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76190[16:MRR:169.0,76188.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76193[16:MRR:76182.0,76187.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76197[16:MRR:76190.0,76193.0] || -> . % 3.61/3.85 76198[16:Spt:76197.0,76180.0,76183.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76199[16:Spt:76197.0,76180.1] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76200[16:MRR:154.1,76199.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76201[16:MRR:76181.1,76200.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76202[16:MRR:197.0,76201.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76205[16:MRR:76182.0,76202.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76208[16:MRR:151.0,151.1,76205.0,76199.0] || -> . % 3.61/3.85 76209[15:Spt:76208.0,76169.2,76173.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.85 76210[15:Spt:76208.0,76169.0,76169.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.85 76211[16:Spt:76210.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76212[16:MRR:178.0,76211.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76213[16:MRR:193.1,76211.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76215[16:MRR:190.1,76211.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76216[16:MRR:76172.0,76212.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 76217[16:MRR:76171.0,76213.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 76218[16:MRR:76170.0,76215.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 76219[17:Spt:76216.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76220[17:MRR:154.1,76219.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76221[17:MRR:151.1,76219.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76224[17:MRR:76217.0,76220.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76229[17:MRR:29.0,76224.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76230[17:MRR:76218.0,76221.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76235[17:MRR:76229.0,76230.0] || -> . % 3.61/3.85 76236[17:Spt:76235.0,76216.0,76219.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76237[17:Spt:76235.0,76216.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76238[17:MRR:14.1,76237.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76239[17:MRR:76217.1,76238.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76242[17:MRR:169.0,76239.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76243[17:MRR:76218.0,76242.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76246[17:MRR:11.0,11.1,76243.0,76237.0] || -> . % 3.61/3.85 76248[16:Spt:76246.0,76210.0,76211.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76249[16:Spt:76246.0,76210.1] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76250[16:MRR:150.0,76249.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76251[16:MRR:76172.1,76250.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.85 76252[16:MRR:165.1,76249.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76253[16:MRR:76171.1,76252.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 76254[16:MRR:162.1,76249.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76255[16:MRR:76170.1,76254.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.85 76257[17:Spt:76251.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76258[17:MRR:179.1,76257.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76260[17:MRR:182.1,76257.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76261[17:MRR:76255.0,76258.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76262[17:MRR:29.1,76261.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76267[17:MRR:76253.0,76260.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76272[17:MRR:76262.0,76267.0] || -> . % 3.61/3.85 76273[17:Spt:76272.0,76251.0,76257.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76274[17:Spt:76272.0,76251.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76275[17:MRR:11.1,76274.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76276[17:MRR:76255.1,76275.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76277[17:MRR:197.1,76276.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76279[17:MRR:76253.0,76277.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76283[17:MRR:14.0,14.1,76279.0,76274.0] || -> . % 3.61/3.85 76284[14:Spt:76283.0,76157.2,76162.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 76285[14:Spt:76283.0,76157.0,76157.1,76157.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.85 76286[15:Spt:76285.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 76287[15:MRR:180.0,76286.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76288[15:MRR:195.0,76286.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76289[15:MRR:200.1,76286.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76290[15:MRR:191.0,76286.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76291[15:MRR:76161.0,76287.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 76292[15:MRR:76158.0,76288.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 76293[15:MRR:76160.0,76289.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 76294[15:MRR:76159.0,76290.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 76295[16:Spt:76291.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76296[16:MRR:150.1,76295.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76298[16:MRR:151.1,76295.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 76299[16:MRR:154.1,76295.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 76300[16:MRR:76294.0,76296.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 76301[16:MRR:76292.0,76298.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 76302[16:MRR:76293.0,76299.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 76303[17:Spt:76300.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76304[17:MRR:53.1,76303.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 76307[17:MRR:50.1,76303.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76309[17:MRR:76302.0,76304.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76310[17:MRR:29.0,76309.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76316[17:MRR:76301.0,76307.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76322[17:MRR:76310.0,76316.0] || -> . % 3.61/3.85 76323[17:Spt:76322.0,76300.0,76303.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76324[17:Spt:76322.0,76300.1] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76325[17:MRR:25.1,76324.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76326[17:MRR:76302.1,76325.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 76327[17:MRR:57.0,76326.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76331[17:MRR:76301.0,76327.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76332[17:MRR:22.0,22.1,76331.0,76324.0] || -> . % 3.61/3.85 76337[16:Spt:76332.0,76291.0,76295.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76338[16:Spt:76332.0,76291.1,76291.2] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 76339[17:Spt:76338.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76340[17:MRR:38.1,76339.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.85 76341[17:MRR:42.1,76339.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 76344[17:MRR:39.1,76339.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 76345[17:MRR:76294.1,76340.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.85 76346[17:MRR:76293.1,76341.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 76347[17:MRR:76292.1,76344.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 76348[18:Spt:76345.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76349[18:MRR:165.1,76348.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76350[18:MRR:162.1,76348.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76352[18:MRR:76346.0,76349.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76358[18:MRR:29.0,76352.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76359[18:MRR:76347.0,76350.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76365[18:MRR:76358.0,76359.0] || -> . % 3.61/3.85 76366[18:Spt:76365.0,76345.0,76348.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 76367[18:Spt:76365.0,76345.1] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76368[18:MRR:25.1,76367.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76369[18:MRR:76346.1,76368.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76371[18:MRR:169.0,76369.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76372[18:MRR:76347.0,76371.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76377[18:MRR:22.0,22.1,76372.0,76367.0] || -> . % 3.61/3.85 76378[17:Spt:76377.0,76338.0,76339.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 76379[17:Spt:76377.0,76338.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76380[17:MRR:14.1,76379.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76381[17:MRR:76293.2,76380.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 76382[17:MRR:11.1,76379.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76383[17:MRR:76292.2,76382.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 76384[17:MRR:10.1,76379.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76385[17:MRR:76294.2,76384.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.85 76389[18:Spt:76381.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76390[18:MRR:165.0,76389.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 76391[18:MRR:169.0,76389.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76393[18:MRR:76385.0,76390.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76394[18:MRR:50.1,76393.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76398[18:MRR:76383.0,76391.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76402[18:MRR:76394.0,76398.0] || -> . % 3.61/3.85 76403[18:Spt:76402.0,76381.0,76389.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76404[18:Spt:76402.0,76381.1] || -> pigeon_7_in_hole_2*. % 3.61/3.85 76405[18:MRR:53.0,76404.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76406[18:MRR:76385.1,76405.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76408[18:MRR:162.1,76406.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76409[18:MRR:76383.0,76408.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76412[18:MRR:57.0,57.1,76404.0,76409.0] || -> . % 3.61/3.85 76413[15:Spt:76412.0,76285.0,76286.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 76414[15:Spt:76412.0,76285.1,76285.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.85 76415[16:Spt:76414.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 76416[16:MRR:172.1,76415.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 76417[16:MRR:163.0,76415.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76418[16:MRR:167.0,76415.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 76419[16:MRR:152.0,76415.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76420[16:MRR:76160.1,76416.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 76421[16:MRR:76159.1,76417.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 76422[16:MRR:76158.1,76418.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 76423[16:MRR:76161.1,76419.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 76424[17:Spt:76420.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76425[17:MRR:182.0,76424.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76426[17:MRR:197.0,76424.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76427[17:MRR:193.0,76424.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76428[17:MRR:76423.0,76425.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 76429[17:MRR:76422.0,76426.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 76430[17:MRR:76421.0,76427.0] || -> pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 76431[18:Spt:76428.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76432[18:MRR:39.1,76431.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76436[18:MRR:38.1,76431.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76437[18:MRR:76429.0,76432.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76443[18:MRR:22.0,76437.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76444[18:MRR:76430.0,76436.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76450[18:MRR:76443.0,76444.0] || -> . % 3.61/3.85 76451[18:Spt:76450.0,76428.0,76431.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 76452[18:Spt:76450.0,76428.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76453[18:MRR:11.1,76452.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76454[18:MRR:76429.1,76453.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76455[18:MRR:50.0,76454.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76459[18:MRR:76430.0,76455.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76463[18:MRR:10.0,10.1,76459.0,76452.0] || -> . % 3.61/3.85 76465[17:Spt:76463.0,76420.0,76424.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76466[17:Spt:76463.0,76420.1,76420.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 76467[18:Spt:76466.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 76468[18:MRR:42.0,76467.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 76469[18:MRR:57.0,76467.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 76472[18:MRR:53.0,76467.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.85 76473[18:MRR:76423.1,76468.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.85 76474[18:MRR:76422.1,76469.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.85 76475[18:MRR:76421.1,76472.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.85 76476[19:Spt:76473.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76477[19:MRR:179.1,76476.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76478[19:MRR:178.1,76476.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76479[19:MRR:76474.0,76477.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76481[19:MRR:22.0,76479.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76486[19:MRR:76475.0,76478.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76492[19:MRR:76481.0,76486.0] || -> . % 3.61/3.85 76493[19:Spt:76492.0,76473.0,76476.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76494[19:Spt:76492.0,76473.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76495[19:MRR:11.1,76494.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76496[19:MRR:76474.1,76495.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76497[19:MRR:190.0,76496.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76498[19:MRR:76475.0,76497.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76500[19:MRR:10.0,10.1,76498.0,76494.0] || -> . % 3.61/3.85 76504[18:Spt:76500.0,76466.0,76467.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 76505[18:Spt:76500.0,76466.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76506[18:MRR:29.0,76505.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 76507[18:MRR:76422.2,76506.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.85 76508[18:MRR:25.0,76505.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76509[18:MRR:76421.2,76508.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.85 76510[18:MRR:14.0,76505.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 76511[18:MRR:76423.2,76510.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 76515[19:Spt:76507.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76516[19:MRR:179.0,76515.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76517[19:MRR:190.0,76515.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76518[19:MRR:76511.0,76516.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76519[19:MRR:38.1,76518.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76523[19:MRR:76509.0,76517.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76527[19:MRR:76519.0,76523.0] || -> . % 3.61/3.85 76528[19:Spt:76527.0,76507.0,76515.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76529[19:Spt:76527.0,76507.1] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76530[19:MRR:39.0,76529.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 76531[19:MRR:76511.1,76530.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76532[19:MRR:178.1,76531.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76533[19:MRR:76509.0,76532.0] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76536[19:MRR:50.0,50.1,76529.0,76533.0] || -> . % 3.61/3.85 76537[16:Spt:76536.0,76414.0,76415.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 76538[16:Spt:76536.0,76414.1] || -> pigeon_5_in_hole_1*. % 3.61/3.85 76539[16:MRR:27.0,76538.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 76540[16:MRR:23.0,76538.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.85 76541[16:MRR:12.0,76538.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 76544[16:MRR:32.1,76538.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76545[16:MRR:76160.3,76544.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 76546[16:MRR:76159.3,76540.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.85 76547[16:MRR:76158.3,76539.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 76548[16:MRR:76161.3,76541.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 76549[17:Spt:76545.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76550[17:MRR:193.0,76549.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76551[17:MRR:197.0,76549.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76552[17:MRR:182.0,76549.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76553[17:MRR:76546.0,76550.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.61/3.85 76554[17:MRR:76547.0,76551.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 76555[17:MRR:76548.0,76552.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 76556[18:Spt:76553.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76558[18:MRR:162.1,76556.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76559[18:MRR:150.0,76556.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76560[18:MRR:76554.0,76558.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76561[18:MRR:39.0,76560.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 76566[18:MRR:76555.0,76559.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76571[18:MRR:76561.0,76566.0] || -> . % 3.61/3.85 76572[18:Spt:76571.0,76553.0,76556.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 76573[18:Spt:76571.0,76553.1] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76574[18:MRR:50.1,76573.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76575[18:MRR:76554.1,76574.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76577[18:MRR:151.0,76575.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76578[18:MRR:76555.0,76577.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76580[18:MRR:38.0,38.1,76573.0,76578.0] || -> . % 3.61/3.85 76583[17:Spt:76580.0,76545.0,76549.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76584[17:Spt:76580.0,76545.1,76545.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 76585[18:Spt:76584.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76586[18:MRR:165.0,76585.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76587[18:MRR:169.0,76585.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 76588[18:MRR:154.0,76585.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76589[18:MRR:76546.1,76586.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.61/3.85 76590[18:MRR:76547.1,76587.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.85 76591[18:MRR:76548.1,76588.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 76592[19:Spt:76589.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76593[19:MRR:190.1,76592.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76594[19:MRR:178.0,76592.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76595[19:MRR:76590.0,76593.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 76600[19:MRR:39.0,76595.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 76601[19:MRR:76591.0,76594.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76606[19:MRR:76600.0,76601.0] || -> . % 3.61/3.85 76607[19:Spt:76606.0,76589.0,76592.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76608[19:Spt:76606.0,76589.1] || -> pigeon_3_in_hole_2*. % 3.61/3.85 76609[19:MRR:50.1,76608.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 76610[19:MRR:76590.1,76609.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76611[19:MRR:179.0,76610.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76612[19:MRR:76591.0,76611.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 76615[19:MRR:38.0,38.1,76608.0,76612.0] || -> . % 3.61/3.85 76617[18:Spt:76615.0,76584.0,76585.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 76618[18:Spt:76615.0,76584.1] || -> pigeon_7_in_hole_2*. % 3.61/3.85 76619[18:MRR:57.0,76618.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 76620[18:MRR:76547.2,76619.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 76621[18:MRR:42.0,76618.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 76622[18:MRR:76548.2,76621.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 76623[18:MRR:53.0,76618.0] || pigeon_3_in_hole_2* -> . % 3.61/3.85 76624[18:MRR:76546.2,76623.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.85 76627[19:Spt:76620.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76628[19:MRR:190.0,76627.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76629[19:MRR:179.0,76627.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76630[19:MRR:76624.0,76628.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76631[19:MRR:150.0,76630.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76633[19:MRR:76622.0,76629.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76635[19:MRR:76631.0,76633.0] || -> . % 3.61/3.85 76636[19:Spt:76635.0,76620.0,76627.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76637[19:Spt:76635.0,76620.1] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76638[19:MRR:162.0,76637.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 76639[19:MRR:76624.1,76638.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76640[19:MRR:178.0,76639.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76641[19:MRR:76622.0,76640.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76642[19:MRR:151.0,151.1,76637.0,76641.0] || -> . % 3.61/3.85 76643[13:Spt:76642.0,76149.0,76150.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.85 76644[13:Spt:76642.0,76149.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 76645[13:MRR:45.1,76644.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 76646[13:MRR:37.0,76644.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 76647[13:MRR:44.1,76644.0] || pigeon_3_in_hole_2*+ -> . % 3.61/3.85 76648[13:MRR:48.1,76644.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 76650[13:MRR:46.1,76644.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 76651[13:MRR:74540.3,76650.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.61/3.85 76652[13:MRR:74538.3,76645.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.85 76653[13:MRR:74541.3,76647.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.85 76654[13:MRR:74542.3,76648.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.85 76655[13:MRR:74539.3,76646.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.85 76656[14:Spt:76651.3] || -> pigeon_5_in_hole_1*. % 3.61/3.85 76657[14:MRR:27.0,76656.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 76658[14:MRR:23.0,76656.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.85 76659[14:MRR:12.0,76656.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 76662[14:MRR:32.1,76656.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76663[14:MRR:76652.3,76657.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.85 76664[14:MRR:76653.3,76658.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.85 76665[14:MRR:76655.3,76659.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.85 76666[14:MRR:76654.3,76662.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.85 76667[15:Spt:76663.2] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76669[15:MRR:106.0,76667.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 76671[15:MRR:113.1,76667.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 76672[15:MRR:95.0,76667.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 76673[15:MRR:76664.2,76669.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.85 76674[15:MRR:76666.2,76671.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.85 76675[15:MRR:76665.2,76672.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 76676[16:Spt:76673.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76678[16:MRR:178.0,76676.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76679[16:MRR:193.1,76676.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76681[16:MRR:76675.0,76678.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76684[16:MRR:154.1,76681.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76686[16:MRR:76674.0,76679.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76690[16:MRR:76684.0,76686.0] || -> . % 3.61/3.85 76691[16:Spt:76690.0,76673.0,76676.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76692[16:Spt:76690.0,76673.1] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76693[16:MRR:150.0,76692.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76694[16:MRR:76675.1,76693.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76696[16:MRR:182.1,76694.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76698[16:MRR:76674.0,76696.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 76700[16:MRR:165.0,165.1,76698.0,76692.0] || -> . % 3.61/3.85 76702[15:Spt:76700.0,76663.2,76667.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 76703[15:Spt:76700.0,76663.0,76663.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 76704[16:Spt:76703.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 76705[16:MRR:190.0,76704.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76706[16:MRR:179.0,76704.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76707[16:MRR:197.1,76704.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76709[16:MRR:76664.0,76705.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.61/3.85 76710[16:MRR:76665.0,76706.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.85 76711[16:MRR:76666.0,76707.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.85 76712[17:Spt:76709.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76713[17:MRR:150.0,76712.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76714[17:MRR:165.1,76712.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76717[17:MRR:76710.0,76713.0] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76721[17:MRR:98.1,76717.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76722[17:MRR:76711.0,76714.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76726[17:MRR:76721.0,76722.0] || -> . % 3.61/3.85 76727[17:Spt:76726.0,76709.0,76712.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 76728[17:Spt:76726.0,76709.1] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76729[17:MRR:94.0,76728.0] || pigeon_1_in_hole_4* -> . % 3.61/3.85 76730[17:MRR:76710.1,76729.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76732[17:MRR:154.1,76730.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76734[17:MRR:76711.0,76732.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76736[17:MRR:109.0,109.1,76734.0,76728.0] || -> . % 3.61/3.85 76738[16:Spt:76736.0,76703.0,76704.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76739[16:Spt:76736.0,76703.1] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76740[16:MRR:162.0,76739.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76741[16:MRR:76664.1,76740.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.85 76742[16:MRR:151.0,76739.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76743[16:MRR:76665.1,76742.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.61/3.85 76744[16:MRR:169.1,76739.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76745[16:MRR:76666.1,76744.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.61/3.85 76747[17:Spt:76741.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76749[17:MRR:193.1,76747.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76750[17:MRR:178.0,76747.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76751[17:MRR:76745.0,76749.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76752[17:MRR:98.0,76751.0] || pigeon_1_in_hole_4* -> . % 3.61/3.85 76756[17:MRR:76743.0,76750.0] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76760[17:MRR:76752.0,76756.0] || -> . % 3.61/3.85 76761[17:Spt:76760.0,76741.0,76747.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76762[17:Spt:76760.0,76741.1] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76763[17:MRR:109.1,76762.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76764[17:MRR:76745.1,76763.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76766[17:MRR:182.0,76764.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 76767[17:MRR:76743.0,76766.0] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76770[17:MRR:94.0,94.1,76762.0,76767.0] || -> . % 3.61/3.85 76771[14:Spt:76770.0,76651.3,76656.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 76772[14:Spt:76770.0,76651.0,76651.1,76651.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.85 76773[15:Spt:76772.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 76774[15:MRR:191.0,76773.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76775[15:MRR:200.1,76773.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76776[15:MRR:180.0,76773.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76777[15:MRR:195.0,76773.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76778[15:MRR:76653.0,76774.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.85 76779[15:MRR:76654.0,76775.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.85 76780[15:MRR:76655.0,76776.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.85 76781[15:MRR:76652.0,76777.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.85 76782[16:Spt:76778.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 76783[16:MRR:162.1,76782.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 76785[16:MRR:165.1,76782.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 76786[16:MRR:150.0,76782.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76787[16:MRR:76781.0,76783.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.85 76788[16:MRR:76779.0,76785.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.85 76789[16:MRR:76780.0,76786.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.85 76790[17:Spt:76787.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76791[17:MRR:95.0,76790.0] || pigeon_1_in_hole_4* -> . % 3.61/3.85 76792[17:MRR:113.1,76790.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76796[17:MRR:76789.0,76791.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76799[17:MRR:14.1,76796.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76802[17:MRR:76788.0,76792.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76807[17:MRR:76799.0,76802.0] || -> . % 3.61/3.85 76808[17:Spt:76807.0,76787.0,76790.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76809[17:Spt:76807.0,76787.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76810[17:MRR:11.0,76809.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 76811[17:MRR:76789.1,76810.0] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76812[17:MRR:98.1,76811.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76816[17:MRR:76788.0,76812.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76820[17:MRR:29.0,29.1,76816.0,76809.0] || -> . % 3.61/3.85 76821[16:Spt:76820.0,76778.0,76782.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76822[16:Spt:76820.0,76778.1,76778.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.85 76823[17:Spt:76822.0] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76824[17:MRR:106.1,76823.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 76825[17:MRR:94.0,76823.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 76826[17:MRR:109.1,76823.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 76829[17:MRR:76781.1,76824.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 76830[17:MRR:76780.1,76825.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 76831[17:MRR:76779.1,76826.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 76832[18:Spt:76829.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76833[18:MRR:151.0,76832.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76834[18:MRR:169.1,76832.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76836[18:MRR:76830.0,76833.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76840[18:MRR:14.1,76836.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76842[18:MRR:76831.0,76834.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76847[18:MRR:76840.0,76842.0] || -> . % 3.61/3.85 76848[18:Spt:76847.0,76829.0,76832.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76849[18:Spt:76847.0,76829.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76850[18:MRR:11.0,76849.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 76851[18:MRR:76830.1,76850.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76853[18:MRR:154.1,76851.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76854[18:MRR:76831.0,76853.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76855[18:MRR:29.0,29.1,76854.0,76849.0] || -> . % 3.61/3.85 76859[17:Spt:76855.0,76822.0,76823.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 76860[17:Spt:76855.0,76822.1] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76861[17:MRR:10.0,76860.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 76862[17:MRR:76780.2,76861.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.61/3.85 76863[17:MRR:25.1,76860.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76864[17:MRR:76779.2,76863.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.61/3.85 76865[17:MRR:22.1,76860.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76866[17:MRR:76781.2,76865.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.61/3.85 76869[18:Spt:76862.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 76870[18:MRR:151.1,76869.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 76871[18:MRR:154.1,76869.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76873[18:MRR:76866.0,76870.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 76876[18:MRR:113.1,76873.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76878[18:MRR:76864.0,76871.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76882[18:MRR:76876.0,76878.0] || -> . % 3.61/3.85 76883[18:Spt:76882.0,76862.0,76869.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 76884[18:Spt:76882.0,76862.1] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76885[18:MRR:95.1,76884.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76886[18:MRR:76866.1,76885.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 76888[18:MRR:169.1,76886.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 76889[18:MRR:76864.0,76888.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76892[18:MRR:98.0,98.1,76889.0,76884.0] || -> . % 3.61/3.85 76893[15:Spt:76892.0,76772.0,76773.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 76894[15:Spt:76892.0,76772.1,76772.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.61/3.85 76895[16:Spt:76894.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 76896[16:MRR:152.0,76895.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 76897[16:MRR:167.0,76895.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 76898[16:MRR:172.1,76895.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 76899[16:MRR:163.0,76895.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 76900[16:MRR:76655.1,76896.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.85 76901[16:MRR:76652.1,76897.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.85 76902[16:MRR:76654.1,76898.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.85 76903[16:MRR:76653.1,76899.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.85 76904[17:Spt:76900.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 76905[17:MRR:178.1,76904.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 76906[17:MRR:182.1,76904.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 76907[17:MRR:179.1,76904.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 76908[17:MRR:76903.0,76905.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.61/3.85 76909[17:MRR:76902.0,76906.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_1*. % 3.61/3.85 76910[17:MRR:76901.0,76907.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.61/3.85 76911[18:Spt:76908.0] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76914[18:MRR:109.1,76911.0] || pigeon_7_in_hole_4* -> . % 3.61/3.85 76916[18:MRR:106.1,76911.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76917[18:MRR:76909.0,76914.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76920[18:MRR:29.0,76917.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76923[18:MRR:76910.0,76916.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76928[18:MRR:76920.0,76923.0] || -> . % 3.61/3.85 76929[18:Spt:76928.0,76908.0,76911.0] || pigeon_3_in_hole_4* -> . % 3.61/3.85 76930[18:Spt:76928.0,76908.1] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76931[18:MRR:25.1,76930.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76932[18:MRR:76909.1,76931.0] || -> pigeon_7_in_hole_4*. % 3.61/3.85 76935[18:MRR:113.0,76932.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76937[18:MRR:76910.0,76935.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76940[18:MRR:22.0,22.1,76937.0,76930.0] || -> . % 3.61/3.85 76942[17:Spt:76940.0,76900.0,76904.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 76943[17:Spt:76940.0,76900.1,76900.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.61/3.85 76944[18:Spt:76943.0] || -> pigeon_1_in_hole_4*. % 3.61/3.85 76945[18:MRR:94.1,76944.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 76946[18:MRR:98.1,76944.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 76949[18:MRR:95.1,76944.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 76950[18:MRR:76903.1,76945.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.85 76951[18:MRR:76902.1,76946.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 76952[18:MRR:76901.1,76949.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.85 76953[19:Spt:76950.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 76954[19:MRR:193.1,76953.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 76955[19:MRR:190.1,76953.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76956[19:MRR:76951.0,76954.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 76960[19:MRR:29.0,76956.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76962[19:MRR:76952.0,76955.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76967[19:MRR:76960.0,76962.0] || -> . % 3.61/3.85 76968[19:Spt:76967.0,76950.0,76953.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76969[19:Spt:76967.0,76950.1] || -> pigeon_3_in_hole_1*. % 3.61/3.85 76970[19:MRR:25.1,76969.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 76971[19:MRR:76951.1,76970.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76972[19:MRR:197.0,76971.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76973[19:MRR:76952.0,76972.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 76975[19:MRR:22.0,22.1,76973.0,76969.0] || -> . % 3.61/3.85 76978[18:Spt:76975.0,76943.0,76944.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 76979[18:Spt:76975.0,76943.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 76980[18:MRR:14.1,76979.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 76981[18:MRR:76902.2,76980.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.61/3.85 76982[18:MRR:11.1,76979.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 76983[18:MRR:76901.2,76982.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.61/3.85 76984[18:MRR:10.1,76979.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 76985[18:MRR:76903.2,76984.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.61/3.85 76988[19:Spt:76981.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 76989[19:MRR:193.0,76988.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 76990[19:MRR:197.0,76988.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 76991[19:MRR:76985.0,76989.0] || -> pigeon_3_in_hole_4*. % 3.61/3.85 76992[19:MRR:106.1,76991.0] || pigeon_4_in_hole_4* -> . % 3.61/3.85 76996[19:MRR:76983.0,76990.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 77000[19:MRR:76992.0,76996.0] || -> . % 3.61/3.85 77001[19:Spt:77000.0,76981.0,76988.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 77002[19:Spt:77000.0,76981.1] || -> pigeon_7_in_hole_4*. % 3.61/3.85 77003[19:MRR:109.0,77002.0] || pigeon_3_in_hole_4* -> . % 3.61/3.85 77004[19:MRR:76985.1,77003.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 77005[19:MRR:190.1,77004.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77006[19:MRR:76983.0,77005.0] || -> pigeon_4_in_hole_4*. % 3.61/3.85 77009[19:MRR:113.0,113.1,77002.0,77006.0] || -> . % 3.61/3.85 77010[16:Spt:77009.0,76894.0,76895.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77011[16:Spt:77009.0,76894.1] || -> pigeon_5_in_hole_4*. % 3.61/3.85 77012[16:MRR:107.0,77011.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 77013[16:MRR:111.0,77011.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 77014[16:MRR:116.1,77011.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 77016[16:MRR:96.0,77011.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 77017[16:MRR:76655.2,77016.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 77018[16:MRR:76652.2,77013.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 77019[16:MRR:76654.2,77014.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 77020[16:MRR:76653.2,77012.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.85 77021[17:Spt:77017.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77022[17:MRR:179.1,77021.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77023[17:MRR:182.1,77021.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 77024[17:MRR:178.1,77021.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 77025[17:MRR:77018.0,77022.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 77026[17:MRR:77019.0,77023.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 77027[17:MRR:77020.0,77024.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.61/3.85 77028[18:Spt:77025.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77030[18:MRR:169.1,77028.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 77031[18:MRR:162.0,77028.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 77032[18:MRR:77026.0,77030.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77034[18:MRR:25.0,77032.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 77038[18:MRR:77027.0,77031.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 77043[18:MRR:77034.0,77038.0] || -> . % 3.61/3.85 77044[18:Spt:77043.0,77025.0,77028.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77045[18:Spt:77043.0,77025.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77046[18:MRR:29.1,77045.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 77047[18:MRR:77026.1,77046.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77049[18:MRR:165.0,77047.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 77050[18:MRR:77027.0,77049.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 77054[18:MRR:22.0,22.1,77045.0,77050.0] || -> . % 3.61/3.85 77055[17:Spt:77054.0,77017.0,77021.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77056[17:Spt:77054.0,77017.1,77017.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 77057[18:Spt:77056.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77058[18:MRR:151.1,77057.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77059[18:MRR:154.1,77057.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 77060[18:MRR:150.1,77057.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 77061[18:MRR:77018.1,77058.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.85 77062[18:MRR:77019.1,77059.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 77063[18:MRR:77020.1,77060.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.61/3.85 77064[19:Spt:77061.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 77065[19:MRR:197.1,77064.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 77066[19:MRR:190.0,77064.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 77067[19:MRR:77062.0,77065.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77071[19:MRR:25.0,77067.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 77073[19:MRR:77063.0,77066.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 77078[19:MRR:77071.0,77073.0] || -> . % 3.61/3.85 77079[19:Spt:77078.0,77061.0,77064.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77080[19:Spt:77078.0,77061.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77081[19:MRR:29.1,77080.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 77082[19:MRR:77062.1,77081.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 77083[19:MRR:193.0,77082.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 77084[19:MRR:77063.0,77083.0] || -> pigeon_3_in_hole_1*. % 3.61/3.85 77085[19:MRR:22.0,22.1,77080.0,77084.0] || -> . % 3.61/3.85 77089[18:Spt:77085.0,77056.0,77057.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77090[18:Spt:77085.0,77056.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 77091[18:MRR:14.1,77090.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 77092[18:MRR:77019.2,77091.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.85 77093[18:MRR:10.1,77090.0] || pigeon_3_in_hole_1* -> . % 3.61/3.85 77094[18:MRR:77020.2,77093.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.61/3.85 77095[18:MRR:11.1,77090.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77096[18:MRR:77018.2,77095.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 77099[19:Spt:77092.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 77100[19:MRR:197.0,77099.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77101[19:MRR:193.0,77099.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 77102[19:MRR:77096.0,77100.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77103[19:MRR:162.0,77102.0] || pigeon_3_in_hole_6* -> . % 3.61/3.85 77105[19:MRR:77094.0,77101.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 77107[19:MRR:77103.0,77105.0] || -> . % 3.61/3.85 77108[19:Spt:77107.0,77092.0,77099.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 77109[19:Spt:77107.0,77092.1] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77110[19:MRR:169.0,77109.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77111[19:MRR:77096.1,77110.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 77112[19:MRR:190.0,77111.0] || pigeon_3_in_hole_7* -> . % 3.61/3.85 77113[19:MRR:77094.0,77112.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 77114[19:MRR:165.0,165.1,77109.0,77113.0] || -> . % 3.61/3.85 77115[9:Spt:77114.0,74529.0,74530.0] || pigeon_6_in_hole_5*+ -> . % 3.61/3.85 77116[9:Spt:77114.0,74529.1,74529.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.61/3.85 77117[10:Spt:77116.0] || -> pigeon_6_in_hole_4*. % 3.61/3.85 77118[10:MRR:108.0,77117.0] || pigeon_3_in_hole_4*+ -> . % 3.61/3.85 77119[10:MRR:112.0,77117.0] || pigeon_4_in_hole_4*+ -> . % 3.61/3.85 77120[10:MRR:118.1,77117.0] || pigeon_7_in_hole_4*+ -> . % 3.61/3.85 77121[10:MRR:115.0,77117.0] || pigeon_5_in_hole_4*+ -> . % 3.61/3.85 77122[10:MRR:97.0,77117.0] || pigeon_1_in_hole_4*+ -> . % 3.61/3.85 77123[10:MRR:103.0,77117.0] || pigeon_2_in_hole_4*+ -> . % 3.61/3.85 77124[10:MRR:66410.3,77118.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2 pigeon_3_in_hole_1*. % 3.61/3.85 77125[10:MRR:66413.3,77119.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77126[10:MRR:66408.3,77120.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77127[10:MRR:66411.3,77121.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77128[10:MRR:66412.3,77122.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 77129[10:MRR:66409.3,77123.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77130[11:Spt:77124.4] || -> pigeon_3_in_hole_1*. % 3.61/3.85 77131[11:MRR:25.1,77130.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 77132[11:MRR:10.0,77130.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 77133[11:MRR:22.1,77130.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 77136[11:MRR:23.1,77130.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 77137[11:MRR:16.0,77130.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 77138[11:MRR:77126.4,77131.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.85 77139[11:MRR:77128.4,77132.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 77140[11:MRR:77125.4,77133.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77141[11:MRR:77127.4,77136.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77142[11:MRR:77129.4,77137.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77143[12:Spt:77138.3] || -> pigeon_7_in_hole_2*. % 3.61/3.85 77144[12:MRR:57.0,77143.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 77145[12:MRR:42.0,77143.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 77147[12:MRR:48.0,77143.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 77149[12:MRR:60.0,77143.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 77150[12:MRR:77140.3,77144.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.85 77151[12:MRR:77139.3,77145.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.61/3.85 77152[12:MRR:77142.3,77147.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.85 77153[12:MRR:77141.3,77149.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.85 77154[13:Spt:77150.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 77157[13:MRR:179.0,77154.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77158[13:MRR:195.1,77154.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 77159[13:MRR:185.0,77154.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 77160[13:MRR:77151.0,77157.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.61/3.85 77161[13:MRR:77153.0,77158.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.85 77162[13:MRR:77152.0,77159.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.85 77163[14:Spt:77160.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77167[14:MRR:152.1,77163.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77168[14:MRR:149.1,77163.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77169[14:MRR:77161.0,77167.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77170[14:MRR:130.0,77169.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77175[14:MRR:77162.0,77168.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77180[14:MRR:77170.0,77175.0] || -> . % 3.61/3.85 77181[14:Spt:77180.0,77160.0,77163.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 77182[14:Spt:77180.0,77160.1] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77183[14:MRR:124.1,77182.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77184[14:MRR:77161.1,77183.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77188[14:MRR:158.0,77184.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77189[14:MRR:77162.0,77188.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77193[14:MRR:121.0,121.1,77189.0,77182.0] || -> . % 3.61/3.85 77194[13:Spt:77193.0,77150.0,77154.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77195[13:Spt:77193.0,77150.1,77150.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.85 77196[14:Spt:77195.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77197[14:MRR:151.0,77196.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77198[14:MRR:167.1,77196.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77201[14:MRR:157.0,77196.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77202[14:MRR:77151.1,77197.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.85 77203[14:MRR:77153.1,77198.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.85 77204[14:MRR:77152.1,77201.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.85 77205[15:Spt:77202.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77208[15:MRR:180.1,77205.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77209[15:MRR:177.1,77205.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 77210[15:MRR:77203.0,77208.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77215[15:MRR:130.0,77210.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77216[15:MRR:77204.0,77209.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77221[15:MRR:77215.0,77216.0] || -> . % 3.61/3.85 77222[15:Spt:77221.0,77202.0,77205.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77223[15:Spt:77221.0,77202.1] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77224[15:MRR:124.1,77223.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77225[15:MRR:77203.1,77224.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 77228[15:MRR:186.0,77225.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 77229[15:MRR:77204.0,77228.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77230[15:MRR:121.0,121.1,77229.0,77223.0] || -> . % 3.61/3.85 77234[14:Spt:77230.0,77195.0,77196.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77235[14:Spt:77230.0,77195.1] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77236[14:MRR:139.1,77235.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77237[14:MRR:77153.2,77236.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.85 77238[14:MRR:129.0,77235.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77239[14:MRR:77152.2,77238.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.85 77240[14:MRR:123.0,77235.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 77241[14:MRR:77151.2,77240.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 77244[15:Spt:77237.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 77245[15:MRR:180.0,77244.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77246[15:MRR:186.0,77244.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 77249[15:MRR:77241.0,77245.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77250[15:MRR:149.1,77249.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77254[15:MRR:77239.0,77246.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77258[15:MRR:77250.0,77254.0] || -> . % 3.61/3.85 77259[15:Spt:77258.0,77237.0,77244.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77260[15:Spt:77258.0,77237.1] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77261[15:MRR:152.0,77260.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 77262[15:MRR:77241.1,77261.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77263[15:MRR:177.1,77262.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 77266[15:MRR:77239.0,77263.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77269[15:MRR:158.0,158.1,77260.0,77266.0] || -> . % 3.61/3.85 77270[12:Spt:77269.0,77138.3,77143.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 77271[12:Spt:77269.0,77138.0,77138.1,77138.2] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.85 77272[13:Spt:77271.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 77273[13:MRR:200.0,77272.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 77274[13:MRR:182.0,77272.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77275[13:MRR:188.0,77272.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 77277[13:MRR:197.0,77272.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77278[13:MRR:77141.0,77273.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77279[13:MRR:77139.0,77274.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 77280[13:MRR:77142.0,77275.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77281[13:MRR:77140.0,77277.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77282[14:Spt:77278.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77283[14:MRR:152.0,77282.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77284[14:MRR:158.0,77282.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77287[14:MRR:167.0,77282.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77288[14:MRR:77279.0,77283.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 77289[14:MRR:77280.0,77284.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77290[14:MRR:77281.0,77287.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77291[15:Spt:77288.0] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77293[15:MRR:121.1,77291.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77294[15:MRR:123.1,77291.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77297[15:MRR:77289.0,77293.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77298[15:MRR:45.1,77297.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77303[15:MRR:77290.0,77294.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77308[15:MRR:77298.0,77303.0] || -> . % 3.61/3.85 77309[15:Spt:77308.0,77288.0,77291.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 77310[15:Spt:77308.0,77288.1] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77311[15:MRR:37.1,77310.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77312[15:MRR:77289.1,77311.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77314[15:MRR:129.1,77312.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77317[15:MRR:77290.0,77314.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77320[15:MRR:39.0,39.1,77317.0,77310.0] || -> . % 3.61/3.85 77322[14:Spt:77320.0,77278.0,77282.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77323[14:Spt:77320.0,77278.1,77278.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77324[15:Spt:77323.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77325[15:MRR:124.0,77324.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 77326[15:MRR:130.0,77324.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 77327[15:MRR:139.0,77324.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 77330[15:MRR:77279.1,77325.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 77331[15:MRR:77280.1,77326.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 77332[15:MRR:77281.1,77327.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 77333[16:Spt:77330.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77336[16:MRR:149.1,77333.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77337[16:MRR:151.1,77333.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77338[16:MRR:77331.0,77336.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77343[16:MRR:45.1,77338.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77344[16:MRR:77332.0,77337.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77349[16:MRR:77343.0,77344.0] || -> . % 3.61/3.85 77350[16:Spt:77349.0,77330.0,77333.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 77351[16:Spt:77349.0,77330.1] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77352[16:MRR:37.1,77351.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77353[16:MRR:77331.1,77352.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77356[16:MRR:157.1,77353.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77357[16:MRR:77332.0,77356.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77359[16:MRR:39.0,39.1,77357.0,77351.0] || -> . % 3.61/3.85 77362[15:Spt:77359.0,77323.0,77324.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77363[15:Spt:77359.0,77323.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77364[15:MRR:46.0,77363.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 77365[15:MRR:77280.2,77364.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.85 77366[15:MRR:55.0,77363.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77367[15:MRR:77281.2,77366.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.85 77368[15:MRR:40.0,77363.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 77369[15:MRR:77279.2,77368.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.61/3.85 77372[16:Spt:77365.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77373[16:MRR:149.0,77372.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 77374[16:MRR:157.1,77372.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77377[16:MRR:77369.0,77373.0] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77380[16:MRR:123.1,77377.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77382[16:MRR:77367.0,77374.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77386[16:MRR:77380.0,77382.0] || -> . % 3.61/3.85 77387[16:Spt:77386.0,77365.0,77372.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77388[16:Spt:77386.0,77365.1] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77389[16:MRR:121.0,77388.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 77390[16:MRR:77369.1,77389.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77391[16:MRR:151.1,77390.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77394[16:MRR:77367.0,77391.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77397[16:MRR:129.0,129.1,77394.0,77388.0] || -> . % 3.61/3.85 77398[13:Spt:77397.0,77271.0,77272.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 77399[13:Spt:77397.0,77271.1,77271.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.85 77400[14:Spt:77399.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77401[14:MRR:160.0,77400.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77402[14:MRR:154.0,77400.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77403[14:MRR:169.0,77400.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77405[14:MRR:172.0,77400.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77406[14:MRR:77142.1,77401.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77407[14:MRR:77139.1,77402.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 77408[14:MRR:77140.1,77403.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77409[14:MRR:77141.1,77405.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77410[15:Spt:77406.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 77411[15:MRR:186.1,77410.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 77412[15:MRR:177.0,77410.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77414[15:MRR:185.1,77410.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77415[15:MRR:77409.0,77411.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77416[15:MRR:77407.0,77412.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 77417[15:MRR:77408.0,77414.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77418[16:Spt:77415.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77421[16:MRR:139.0,77418.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77423[16:MRR:124.0,77418.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 77424[16:MRR:77417.0,77421.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77428[16:MRR:39.0,77424.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 77430[16:MRR:77416.0,77423.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77435[16:MRR:77428.0,77430.0] || -> . % 3.61/3.85 77436[16:Spt:77435.0,77415.0,77418.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77437[16:Spt:77435.0,77415.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77438[16:MRR:55.0,77437.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77439[16:MRR:77417.1,77438.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77442[16:MRR:123.0,77439.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 77444[16:MRR:77416.0,77442.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77447[16:MRR:40.0,40.1,77437.0,77444.0] || -> . % 3.61/3.85 77449[15:Spt:77447.0,77406.0,77410.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 77450[15:Spt:77447.0,77406.1,77406.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77451[16:Spt:77450.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77452[16:MRR:130.1,77451.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77453[16:MRR:129.1,77451.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 77456[16:MRR:121.0,77451.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 77457[16:MRR:77409.1,77452.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.85 77458[16:MRR:77408.1,77453.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.85 77459[16:MRR:77407.1,77456.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 77460[17:Spt:77457.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 77462[17:MRR:180.0,77460.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77463[17:MRR:195.0,77460.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77464[17:MRR:77459.0,77462.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77465[17:MRR:39.1,77464.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77470[17:MRR:77458.0,77463.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77475[17:MRR:77465.0,77470.0] || -> . % 3.61/3.85 77476[17:Spt:77475.0,77457.0,77460.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77477[17:Spt:77475.0,77457.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77478[17:MRR:40.0,77477.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 77479[17:MRR:77459.1,77478.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77481[17:MRR:179.1,77479.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77482[17:MRR:77458.0,77481.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77486[17:MRR:55.0,55.1,77477.0,77482.0] || -> . % 3.61/3.85 77487[16:Spt:77486.0,77450.0,77451.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 77488[16:Spt:77486.0,77450.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77489[16:MRR:37.0,77488.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 77490[16:MRR:77407.2,77489.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.85 77491[16:MRR:45.1,77488.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77492[16:MRR:77408.2,77491.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.61/3.85 77495[16:MRR:46.1,77488.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 77496[16:MRR:77409.2,77495.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.85 77497[17:Spt:77490.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77498[17:MRR:180.1,77497.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77499[17:MRR:179.1,77497.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77501[17:MRR:77496.0,77498.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77503[17:MRR:139.0,77501.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77506[17:MRR:77492.0,77499.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77510[17:MRR:77503.0,77506.0] || -> . % 3.61/3.85 77511[17:Spt:77510.0,77490.0,77497.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77512[17:Spt:77510.0,77490.1] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77513[17:MRR:124.1,77512.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77514[17:MRR:77496.1,77513.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 77515[17:MRR:195.0,77514.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77517[17:MRR:77492.0,77515.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77520[17:MRR:123.0,123.1,77517.0,77512.0] || -> . % 3.61/3.85 77521[14:Spt:77520.0,77399.0,77400.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 77522[14:Spt:77520.0,77399.1] || -> pigeon_7_in_hole_5*. % 3.61/3.85 77523[14:MRR:144.0,77522.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77524[14:MRR:141.0,77522.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 77525[14:MRR:126.0,77522.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 77527[14:MRR:132.0,77522.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 77528[14:MRR:77142.2,77527.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 77529[14:MRR:77139.2,77525.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 77530[14:MRR:77140.2,77524.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 77531[14:MRR:77141.2,77523.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.85 77532[15:Spt:77528.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 77533[15:MRR:185.1,77532.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77535[15:MRR:177.0,77532.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77536[15:MRR:186.1,77532.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 77537[15:MRR:77530.0,77533.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 77538[15:MRR:77529.0,77535.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 77539[15:MRR:77531.0,77536.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.61/3.85 77540[16:Spt:77537.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77542[16:MRR:151.0,77540.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 77544[16:MRR:167.1,77540.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77545[16:MRR:77538.0,77542.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77547[16:MRR:40.1,77545.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 77551[16:MRR:77539.0,77544.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77556[16:MRR:77547.0,77551.0] || -> . % 3.61/3.85 77557[16:Spt:77556.0,77537.0,77540.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77558[16:Spt:77556.0,77537.1] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77559[16:MRR:39.0,77558.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 77560[16:MRR:77538.1,77559.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77563[16:MRR:152.1,77560.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77564[16:MRR:77539.0,77563.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77568[16:MRR:55.0,55.1,77564.0,77558.0] || -> . % 3.61/3.85 77569[15:Spt:77568.0,77528.0,77532.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 77570[15:Spt:77568.0,77528.1,77528.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 77571[16:Spt:77570.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77572[16:MRR:157.1,77571.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77573[16:MRR:149.0,77571.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77575[16:MRR:158.1,77571.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77576[16:MRR:77530.1,77572.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.61/3.85 77577[16:MRR:77529.1,77573.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 77578[16:MRR:77531.1,77575.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.85 77579[17:Spt:77576.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 77580[17:MRR:179.0,77579.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77581[17:MRR:195.1,77579.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77583[17:MRR:77577.0,77580.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77587[17:MRR:40.1,77583.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 77589[17:MRR:77578.0,77581.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77594[17:MRR:77587.0,77589.0] || -> . % 3.61/3.85 77595[17:Spt:77594.0,77576.0,77579.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77596[17:Spt:77594.0,77576.1] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77597[17:MRR:39.0,77596.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 77598[17:MRR:77577.1,77597.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77600[17:MRR:180.1,77598.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77601[17:MRR:77578.0,77600.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77602[17:MRR:55.0,55.1,77601.0,77596.0] || -> . % 3.61/3.85 77606[16:Spt:77602.0,77570.0,77571.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77607[16:Spt:77602.0,77570.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77608[16:MRR:37.0,77607.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 77609[16:MRR:77529.2,77608.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 77610[16:MRR:46.1,77607.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 77611[16:MRR:77531.2,77610.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.61/3.85 77612[16:MRR:45.1,77607.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77613[16:MRR:77530.2,77612.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 77616[17:Spt:77609.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 77617[17:MRR:179.1,77616.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 77618[17:MRR:180.1,77616.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77620[17:MRR:77613.0,77617.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77621[17:MRR:167.1,77620.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77624[17:MRR:77611.0,77618.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77627[17:MRR:77621.0,77624.0] || -> . % 3.61/3.85 77628[17:Spt:77627.0,77609.0,77616.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 77629[17:Spt:77627.0,77609.1] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77630[17:MRR:151.1,77629.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77631[17:MRR:77613.1,77630.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 77633[17:MRR:195.1,77631.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 77634[17:MRR:77611.0,77633.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77636[17:MRR:152.0,152.1,77634.0,77629.0] || -> . % 3.61/3.85 77637[11:Spt:77636.0,77124.4,77130.0] || pigeon_3_in_hole_1*+ -> . % 3.61/3.85 77638[11:Spt:77636.0,77124.0,77124.1,77124.2,77124.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.85 77639[12:Spt:77638.0] || -> pigeon_3_in_hole_7*. % 3.61/3.85 77640[12:MRR:178.0,77639.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 77641[12:MRR:190.1,77639.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 77642[12:MRR:191.1,77639.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 77643[12:MRR:184.0,77639.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 77644[12:MRR:193.1,77639.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 77645[12:MRR:77128.0,77640.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 77646[12:MRR:77125.0,77641.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77647[12:MRR:77127.0,77642.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77648[12:MRR:77129.0,77643.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77649[12:MRR:77126.0,77644.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77650[13:Spt:77645.2] || -> pigeon_1_in_hole_2*. % 3.61/3.85 77651[13:MRR:37.1,77650.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 77652[13:MRR:39.1,77650.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 77653[13:MRR:40.1,77650.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 77656[13:MRR:42.1,77650.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 77657[13:MRR:77648.2,77651.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.85 77658[13:MRR:77646.2,77652.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.85 77659[13:MRR:77647.2,77653.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.85 77660[13:MRR:77649.2,77656.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.85 77661[14:Spt:77657.2] || -> pigeon_2_in_hole_1*. % 3.61/3.85 77662[14:MRR:20.1,77661.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 77664[14:MRR:17.1,77661.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 77667[14:MRR:18.1,77661.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 77668[14:MRR:77660.2,77662.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.85 77669[14:MRR:77658.2,77664.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.85 77670[14:MRR:77659.2,77667.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.61/3.85 77671[15:Spt:77668.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77672[15:MRR:172.0,77671.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77674[15:MRR:169.0,77671.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77677[15:MRR:77670.0,77672.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77681[15:MRR:139.0,77677.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77683[15:MRR:77669.0,77674.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77688[15:MRR:77681.0,77683.0] || -> . % 3.61/3.85 77689[15:Spt:77688.0,77668.0,77671.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 77690[15:Spt:77688.0,77668.1] || -> pigeon_7_in_hole_5*. % 3.61/3.85 77691[15:MRR:144.0,77690.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77692[15:MRR:77670.1,77691.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77693[15:MRR:167.0,77692.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77697[15:MRR:77669.0,77693.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 77701[15:MRR:141.0,141.1,77690.0,77697.0] || -> . % 3.61/3.85 77702[14:Spt:77701.0,77657.2,77661.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 77703[14:Spt:77701.0,77657.0,77657.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.85 77704[15:Spt:77703.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 77705[15:MRR:160.1,77704.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 77706[15:MRR:158.1,77704.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77708[15:MRR:157.1,77704.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77710[15:MRR:77660.0,77705.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.85 77711[15:MRR:77659.0,77706.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.85 77712[15:MRR:77658.0,77708.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.85 77713[16:Spt:77710.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 77714[16:MRR:144.0,77713.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77715[16:MRR:141.0,77713.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77719[16:MRR:77711.0,77714.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 77722[16:MRR:27.0,77719.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77725[16:MRR:77712.0,77715.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77730[16:MRR:77722.0,77725.0] || -> . % 3.61/3.85 77731[16:Spt:77730.0,77710.0,77713.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 77732[16:Spt:77730.0,77710.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77733[16:MRR:32.0,77732.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 77734[16:MRR:77711.1,77733.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77736[16:MRR:139.0,77734.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77739[16:MRR:77712.0,77736.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77743[16:MRR:29.0,29.1,77732.0,77739.0] || -> . % 3.61/3.85 77744[15:Spt:77743.0,77703.0,77704.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77745[15:Spt:77743.0,77703.1] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77746[15:MRR:132.1,77745.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 77747[15:MRR:77660.1,77746.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 77748[15:MRR:130.1,77745.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77749[15:MRR:77659.1,77748.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.85 77750[15:MRR:129.1,77745.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77751[15:MRR:77658.1,77750.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 77754[16:Spt:77747.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77756[16:MRR:169.0,77754.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77758[16:MRR:172.0,77754.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77759[16:MRR:77751.0,77756.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77760[16:MRR:27.1,77759.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 77765[16:MRR:77749.0,77758.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 77770[16:MRR:77760.0,77765.0] || -> . % 3.61/3.85 77771[16:Spt:77770.0,77747.0,77754.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 77772[16:Spt:77770.0,77747.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77773[16:MRR:29.0,77772.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77774[16:MRR:77751.1,77773.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 77776[16:MRR:167.1,77774.0] || pigeon_5_in_hole_6* -> . % 3.61/3.85 77778[16:MRR:77749.0,77776.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 77782[16:MRR:32.0,32.1,77772.0,77778.0] || -> . % 3.61/3.85 77783[13:Spt:77782.0,77645.2,77650.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 77784[13:Spt:77782.0,77645.0,77645.1,77645.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.85 77785[14:Spt:77784.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 77786[14:MRR:154.1,77785.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 77787[14:MRR:151.1,77785.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77788[14:MRR:152.1,77785.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77790[14:MRR:149.1,77785.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77791[14:MRR:77649.0,77786.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77792[14:MRR:77646.0,77787.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77793[14:MRR:77647.0,77788.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77794[14:MRR:77648.0,77790.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77795[15:Spt:77791.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 77796[15:MRR:132.0,77795.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 77799[15:MRR:141.0,77795.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 77800[15:MRR:144.0,77795.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77801[15:MRR:77794.0,77796.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77802[15:MRR:77792.0,77799.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77803[15:MRR:77793.0,77800.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77804[16:Spt:77801.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77805[16:MRR:46.1,77804.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 77806[16:MRR:45.1,77804.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77810[16:MRR:77803.0,77805.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 77811[16:MRR:27.0,77810.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77817[16:MRR:77802.0,77806.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77823[16:MRR:77811.0,77817.0] || -> . % 3.61/3.85 77824[16:Spt:77823.0,77801.0,77804.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77825[16:Spt:77823.0,77801.1] || -> pigeon_2_in_hole_1*. % 3.61/3.85 77826[16:MRR:18.1,77825.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 77827[16:MRR:77803.1,77826.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77828[16:MRR:55.0,77827.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77832[16:MRR:77802.0,77828.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77833[16:MRR:17.0,17.1,77832.0,77825.0] || -> . % 3.61/3.85 77838[15:Spt:77833.0,77791.0,77795.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 77839[15:Spt:77833.0,77791.1,77791.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77840[16:Spt:77839.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 77841[16:MRR:48.0,77840.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 77842[16:MRR:60.0,77840.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 77843[16:MRR:57.0,77840.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 77846[16:MRR:77794.1,77841.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.85 77847[16:MRR:77793.1,77842.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.85 77848[16:MRR:77792.1,77843.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.85 77849[17:Spt:77846.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77850[17:MRR:130.1,77849.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77851[17:MRR:129.1,77849.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77854[17:MRR:77847.0,77850.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 77860[17:MRR:27.0,77854.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77861[17:MRR:77848.0,77851.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77867[17:MRR:77860.0,77861.0] || -> . % 3.61/3.85 77868[17:Spt:77867.0,77846.0,77849.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77869[17:Spt:77867.0,77846.1] || -> pigeon_2_in_hole_1*. % 3.61/3.85 77870[17:MRR:18.1,77869.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 77871[17:MRR:77847.1,77870.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77874[17:MRR:139.0,77871.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77875[17:MRR:77848.0,77874.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77880[17:MRR:17.0,17.1,77875.0,77869.0] || -> . % 3.61/3.85 77881[16:Spt:77880.0,77839.0,77840.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 77882[16:Spt:77880.0,77839.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77883[16:MRR:32.0,77882.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 77884[16:MRR:77793.2,77883.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 77885[16:MRR:29.0,77882.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77886[16:MRR:77792.2,77885.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 77887[16:MRR:20.0,77882.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 77888[16:MRR:77794.2,77887.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 77892[17:Spt:77884.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 77893[17:MRR:130.0,77892.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 77894[17:MRR:139.0,77892.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77897[17:MRR:77888.0,77893.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 77900[17:MRR:45.1,77897.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77902[17:MRR:77886.0,77894.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77906[17:MRR:77900.0,77902.0] || -> . % 3.61/3.85 77907[17:Spt:77906.0,77884.0,77892.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 77908[17:Spt:77906.0,77884.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77909[17:MRR:46.0,77908.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77910[17:MRR:77888.1,77909.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 77913[17:MRR:129.1,77910.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 77914[17:MRR:77886.0,77913.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77917[17:MRR:55.0,55.1,77908.0,77914.0] || -> . % 3.61/3.85 77918[14:Spt:77917.0,77784.0,77785.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 77919[14:Spt:77917.0,77784.1,77784.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.85 77920[15:Spt:77919.0] || -> pigeon_1_in_hole_5*. % 3.61/3.85 77921[15:MRR:124.1,77920.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 77922[15:MRR:121.1,77920.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 77923[15:MRR:123.1,77920.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 77925[15:MRR:126.1,77920.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 77926[15:MRR:77647.1,77921.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77927[15:MRR:77648.1,77922.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77928[15:MRR:77646.1,77923.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77929[15:MRR:77649.1,77925.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77930[16:Spt:77926.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 77931[16:MRR:172.1,77930.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 77932[16:MRR:167.0,77930.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 77934[16:MRR:158.0,77930.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 77935[16:MRR:77929.0,77931.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 77936[16:MRR:77928.0,77932.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 77937[16:MRR:77927.0,77934.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 77938[17:Spt:77935.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 77941[17:MRR:57.0,77938.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 77943[17:MRR:48.0,77938.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77944[17:MRR:77936.0,77941.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77950[17:MRR:17.0,77944.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 77951[17:MRR:77937.0,77943.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 77957[17:MRR:77950.0,77951.0] || -> . % 3.61/3.85 77958[17:Spt:77957.0,77935.0,77938.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 77959[17:Spt:77957.0,77935.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 77960[17:MRR:29.0,77959.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 77961[17:MRR:77936.1,77960.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 77964[17:MRR:45.0,77961.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 77966[17:MRR:77937.0,77964.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 77970[17:MRR:20.0,20.1,77959.0,77966.0] || -> . % 3.61/3.85 77972[16:Spt:77970.0,77926.0,77930.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 77973[16:Spt:77970.0,77926.1,77926.2] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 77974[17:Spt:77973.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 77975[17:MRR:60.1,77974.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 77976[17:MRR:55.0,77974.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 77979[17:MRR:46.0,77974.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 77980[17:MRR:77929.1,77975.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 77981[17:MRR:77928.1,77976.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 77982[17:MRR:77927.1,77979.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.85 77983[18:Spt:77980.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 77985[18:MRR:169.0,77983.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 77986[18:MRR:160.0,77983.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 77987[18:MRR:77981.0,77985.0] || -> pigeon_4_in_hole_1*. % 3.61/3.85 77989[18:MRR:17.0,77987.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 77994[18:MRR:77982.0,77986.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78000[18:MRR:77989.0,77994.0] || -> . % 3.61/3.85 78001[18:Spt:78000.0,77980.0,77983.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78002[18:Spt:78000.0,77980.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78003[18:MRR:29.0,78002.0] || pigeon_4_in_hole_1* -> . % 3.61/3.85 78004[18:MRR:77981.1,78003.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78006[18:MRR:157.0,78004.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78007[18:MRR:77982.0,78006.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78009[18:MRR:20.0,20.1,78002.0,78007.0] || -> . % 3.61/3.85 78013[17:Spt:78009.0,77973.0,77974.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 78014[17:Spt:78009.0,77973.1] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78015[17:MRR:27.0,78014.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 78016[17:MRR:77928.2,78015.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 78017[17:MRR:18.0,78014.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78018[17:MRR:77927.2,78017.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 78019[17:MRR:32.1,78014.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78020[17:MRR:77929.2,78019.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 78024[18:Spt:78016.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78025[18:MRR:169.1,78024.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78026[18:MRR:157.0,78024.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78028[18:MRR:78020.0,78025.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78029[18:MRR:48.0,78028.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 78033[18:MRR:78018.0,78026.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78037[18:MRR:78029.0,78033.0] || -> . % 3.61/3.85 78038[18:Spt:78037.0,78016.0,78024.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 78039[18:Spt:78037.0,78016.1] || -> pigeon_4_in_hole_2*. % 3.61/3.85 78040[18:MRR:57.1,78039.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78041[18:MRR:78020.1,78040.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 78042[18:MRR:160.0,78041.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78044[18:MRR:78018.0,78042.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78047[18:MRR:45.0,45.1,78039.0,78044.0] || -> . % 3.61/3.85 78048[15:Spt:78047.0,77919.0,77920.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 78049[15:Spt:78047.0,77919.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78050[15:MRR:11.1,78049.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 78051[15:MRR:9.1,78049.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78052[15:MRR:14.1,78049.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 78055[15:MRR:12.1,78049.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 78056[15:MRR:77647.3,78055.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 78057[15:MRR:77648.3,78051.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 78058[15:MRR:77646.3,78050.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 78059[15:MRR:77649.3,78052.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.85 78060[16:Spt:78056.0] || -> pigeon_5_in_hole_6*. % 3.61/3.85 78061[16:MRR:158.0,78060.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 78063[16:MRR:167.0,78060.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 78064[16:MRR:172.1,78060.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 78065[16:MRR:78057.0,78061.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 78066[16:MRR:78058.0,78063.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.61/3.85 78067[16:MRR:78059.0,78064.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.85 78068[17:Spt:78065.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78070[17:MRR:129.1,78068.0] || pigeon_4_in_hole_5* -> . % 3.61/3.85 78072[17:MRR:132.1,78068.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78073[17:MRR:78066.0,78070.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 78074[17:MRR:57.1,78073.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78079[17:MRR:78067.0,78072.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78084[17:MRR:78074.0,78079.0] || -> . % 3.61/3.85 78085[17:Spt:78084.0,78065.0,78068.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78086[17:Spt:78084.0,78065.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78087[17:MRR:45.1,78086.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 78088[17:MRR:78066.1,78087.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 78091[17:MRR:141.1,78088.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78092[17:MRR:78067.0,78091.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78094[17:MRR:48.0,48.1,78092.0,78086.0] || -> . % 3.61/3.85 78097[16:Spt:78094.0,78056.0,78060.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 78098[16:Spt:78094.0,78056.1,78056.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 78099[17:Spt:78098.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78100[17:MRR:130.0,78099.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 78101[17:MRR:139.0,78099.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 78103[17:MRR:144.1,78099.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78104[17:MRR:78057.1,78100.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 78105[17:MRR:78058.1,78101.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.61/3.85 78106[17:MRR:78059.1,78103.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 78107[18:Spt:78104.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78108[18:MRR:157.1,78107.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 78109[18:MRR:160.1,78107.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78111[18:MRR:78105.0,78108.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 78116[18:MRR:57.1,78111.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78117[18:MRR:78106.0,78109.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78122[18:MRR:78116.0,78117.0] || -> . % 3.61/3.85 78123[18:Spt:78122.0,78104.0,78107.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78124[18:Spt:78122.0,78104.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78125[18:MRR:45.1,78124.0] || pigeon_4_in_hole_2* -> . % 3.61/3.85 78126[18:MRR:78105.1,78125.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78128[18:MRR:169.1,78126.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78129[18:MRR:78106.0,78128.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78132[18:MRR:48.0,48.1,78129.0,78124.0] || -> . % 3.61/3.85 78134[17:Spt:78132.0,78098.0,78099.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 78135[17:Spt:78132.0,78098.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78136[17:MRR:55.0,78135.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 78137[17:MRR:78058.2,78136.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.61/3.85 78138[17:MRR:60.1,78135.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78139[17:MRR:78059.2,78138.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.61/3.85 78140[17:MRR:46.0,78135.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 78141[17:MRR:78057.2,78140.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.61/3.85 78144[18:Spt:78137.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78145[18:MRR:157.0,78144.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78146[18:MRR:169.1,78144.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78148[18:MRR:78141.0,78145.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78149[18:MRR:132.1,78148.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78152[18:MRR:78139.0,78146.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78155[18:MRR:78149.0,78152.0] || -> . % 3.61/3.85 78156[18:Spt:78155.0,78137.0,78144.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 78157[18:Spt:78155.0,78137.1] || -> pigeon_4_in_hole_5*. % 3.61/3.85 78158[18:MRR:129.0,78157.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78159[18:MRR:78141.1,78158.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78161[18:MRR:160.1,78159.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78162[18:MRR:78139.0,78161.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78164[18:MRR:141.0,141.1,78162.0,78157.0] || -> . % 3.61/3.85 78165[12:Spt:78164.0,77638.0,77639.0] || pigeon_3_in_hole_7*+ -> . % 3.61/3.85 78166[12:Spt:78164.0,77638.1,77638.2,77638.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.85 78167[13:Spt:78166.0] || -> pigeon_3_in_hole_6*. % 3.61/3.85 78168[13:MRR:162.1,78167.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 78169[13:MRR:156.0,78167.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 78170[13:MRR:165.1,78167.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 78171[13:MRR:163.1,78167.0] || pigeon_5_in_hole_6*+ -> . % 3.61/3.85 78172[13:MRR:150.0,78167.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 78173[13:MRR:77125.1,78168.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 78174[13:MRR:77129.1,78169.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78175[13:MRR:77126.1,78170.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78176[13:MRR:77127.1,78171.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78177[13:MRR:77128.1,78172.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78178[14:Spt:78173.2] || -> pigeon_4_in_hole_2*. % 3.61/3.85 78179[14:MRR:55.1,78178.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 78180[14:MRR:45.0,78178.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 78181[14:MRR:57.1,78178.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 78184[14:MRR:39.0,78178.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78185[14:MRR:78176.2,78179.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.85 78186[14:MRR:78174.2,78180.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.85 78187[14:MRR:78175.2,78181.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.85 78188[14:MRR:78177.2,78184.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.85 78189[15:Spt:78185.2] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78191[15:MRR:18.0,78189.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78192[15:MRR:32.1,78189.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 78195[15:MRR:12.0,78189.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 78196[15:MRR:78186.2,78191.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.61/3.85 78197[15:MRR:78187.2,78192.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.85 78198[15:MRR:78188.2,78195.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.85 78199[16:Spt:78196.1] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78202[16:MRR:132.1,78199.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78204[16:MRR:121.0,78199.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78205[16:MRR:78197.1,78202.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 78206[16:MRR:182.0,78205.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78210[16:MRR:78198.1,78204.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78214[16:MRR:78206.0,78210.0] || -> . % 3.61/3.85 78215[16:Spt:78214.0,78196.1,78199.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78216[16:Spt:78214.0,78196.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 78217[16:MRR:188.1,78216.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78218[16:MRR:78197.0,78217.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78222[16:MRR:126.0,78218.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78223[16:MRR:78198.1,78222.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78224[16:MRR:177.0,177.1,78216.0,78223.0] || -> . % 3.61/3.85 78227[15:Spt:78224.0,78185.2,78189.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 78228[15:Spt:78224.0,78185.0,78185.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.85 78229[16:Spt:78228.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 78230[16:MRR:200.1,78229.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78231[16:MRR:180.0,78229.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78233[16:MRR:186.0,78229.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78234[16:MRR:78187.0,78230.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.61/3.85 78235[16:MRR:78188.0,78231.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.85 78236[16:MRR:78186.0,78233.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.85 78237[17:Spt:78234.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78238[17:MRR:132.0,78237.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78239[17:MRR:126.0,78237.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78243[17:MRR:78236.0,78238.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78245[17:MRR:9.0,78243.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78249[17:MRR:78235.0,78239.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78254[17:MRR:78245.0,78249.0] || -> . % 3.61/3.85 78255[17:Spt:78254.0,78234.0,78237.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78256[17:Spt:78254.0,78234.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78257[17:MRR:20.0,78256.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78258[17:MRR:78236.1,78257.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78259[17:MRR:121.0,78258.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78263[17:MRR:78235.0,78259.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78266[17:MRR:14.0,14.1,78256.0,78263.0] || -> . % 3.61/3.85 78268[16:Spt:78266.0,78228.0,78229.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 78269[16:Spt:78266.0,78228.1] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78270[16:MRR:144.1,78269.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78271[16:MRR:78187.1,78270.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 78272[16:MRR:130.0,78269.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78273[16:MRR:78186.1,78272.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.85 78274[16:MRR:124.0,78269.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78275[16:MRR:78188.1,78274.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.85 78278[17:Spt:78271.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 78279[17:MRR:188.0,78278.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 78281[17:MRR:182.0,78278.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78282[17:MRR:78273.0,78279.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78286[17:MRR:9.0,78282.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78288[17:MRR:78275.0,78281.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78293[17:MRR:78286.0,78288.0] || -> . % 3.61/3.85 78294[17:Spt:78293.0,78271.0,78278.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78295[17:Spt:78293.0,78271.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78296[17:MRR:20.0,78295.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78297[17:MRR:78273.1,78296.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 78298[17:MRR:177.0,78297.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78300[17:MRR:78275.0,78298.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78302[17:MRR:14.0,14.1,78295.0,78300.0] || -> . % 3.61/3.85 78305[14:Spt:78302.0,78173.2,78178.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 78306[14:Spt:78302.0,78173.0,78173.1,78173.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.85 78307[15:Spt:78306.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 78308[15:MRR:197.1,78307.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78309[15:MRR:185.0,78307.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78310[15:MRR:179.0,78307.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78311[15:MRR:195.1,78307.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 78312[15:MRR:78175.0,78308.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78313[15:MRR:78174.0,78309.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78314[15:MRR:78177.0,78310.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78315[15:MRR:78176.0,78311.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78316[16:Spt:78312.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78317[16:MRR:144.0,78316.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 78320[16:MRR:126.0,78316.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 78321[16:MRR:132.0,78316.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 78322[16:MRR:78315.0,78317.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78323[16:MRR:78314.0,78320.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78324[16:MRR:78313.0,78321.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78325[17:Spt:78322.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78327[17:MRR:46.0,78325.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 78330[17:MRR:40.0,78325.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78331[17:MRR:78324.0,78327.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78334[17:MRR:9.0,78331.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78338[17:MRR:78323.0,78330.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78344[17:MRR:78334.0,78338.0] || -> . % 3.61/3.85 78345[17:Spt:78344.0,78322.0,78325.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78346[17:Spt:78344.0,78322.1] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78347[17:MRR:18.0,78346.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78348[17:MRR:78324.1,78347.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78352[17:MRR:37.0,78348.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78353[17:MRR:78323.0,78352.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78354[17:MRR:12.0,12.1,78346.0,78353.0] || -> . % 3.61/3.85 78359[16:Spt:78354.0,78312.0,78316.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78360[16:Spt:78354.0,78312.1,78312.2] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78361[17:Spt:78360.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78362[17:MRR:60.0,78361.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 78363[17:MRR:48.0,78361.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 78366[17:MRR:42.0,78361.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78367[17:MRR:78315.1,78362.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.61/3.85 78368[17:MRR:78313.1,78363.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.61/3.85 78369[17:MRR:78314.1,78366.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.61/3.85 78370[18:Spt:78367.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78371[18:MRR:130.0,78370.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78372[18:MRR:124.0,78370.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78375[18:MRR:78368.0,78371.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78379[18:MRR:9.0,78375.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78382[18:MRR:78369.0,78372.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78388[18:MRR:78379.0,78382.0] || -> . % 3.61/3.85 78389[18:Spt:78388.0,78367.0,78370.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 78390[18:Spt:78388.0,78367.1] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78391[18:MRR:18.0,78390.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78392[18:MRR:78368.1,78391.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78395[18:MRR:121.0,78392.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78396[18:MRR:78369.0,78395.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78401[18:MRR:12.0,12.1,78390.0,78396.0] || -> . % 3.61/3.85 78402[17:Spt:78401.0,78360.0,78361.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 78403[17:Spt:78401.0,78360.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78404[17:MRR:20.0,78403.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78405[17:MRR:78313.2,78404.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 78406[17:MRR:14.0,78403.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78407[17:MRR:78314.2,78406.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 78408[17:MRR:32.0,78403.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 78409[17:MRR:78315.2,78408.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 78413[18:Spt:78405.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78414[18:MRR:130.1,78413.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 78415[18:MRR:121.0,78413.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78418[18:MRR:78409.0,78414.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78419[18:MRR:40.0,78418.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78423[18:MRR:78407.0,78415.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78427[18:MRR:78419.0,78423.0] || -> . % 3.61/3.85 78428[18:Spt:78427.0,78405.0,78413.0] || pigeon_2_in_hole_5* -> . % 3.61/3.85 78429[18:Spt:78427.0,78405.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78430[18:MRR:46.1,78429.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78431[18:MRR:78409.1,78430.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78434[18:MRR:124.0,78431.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78435[18:MRR:78407.0,78434.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78438[18:MRR:37.0,37.1,78429.0,78435.0] || -> . % 3.61/3.85 78439[15:Spt:78438.0,78306.0,78307.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 78440[15:Spt:78438.0,78306.1,78306.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.61/3.85 78441[16:Spt:78440.0] || -> pigeon_4_in_hole_5*. % 3.61/3.85 78442[16:MRR:129.0,78441.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 78443[16:MRR:139.1,78441.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 78444[16:MRR:123.0,78441.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 78446[16:MRR:141.1,78441.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78447[16:MRR:78174.1,78442.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78448[16:MRR:78176.1,78443.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78449[16:MRR:78177.1,78444.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78450[16:MRR:78175.1,78446.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78451[17:Spt:78447.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 78452[17:MRR:188.1,78451.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78453[17:MRR:177.0,78451.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78454[17:MRR:186.1,78451.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 78455[17:MRR:78450.0,78452.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78456[17:MRR:78449.0,78453.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78457[17:MRR:78448.0,78454.0] || -> pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78458[18:Spt:78455.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78459[18:MRR:42.0,78458.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78463[18:MRR:60.0,78458.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78464[18:MRR:78456.0,78459.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78470[18:MRR:12.1,78464.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 78471[18:MRR:78457.0,78463.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78477[18:MRR:78470.0,78471.0] || -> . % 3.61/3.85 78478[18:Spt:78477.0,78455.0,78458.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78479[18:Spt:78477.0,78455.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78480[18:MRR:14.0,78479.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78481[18:MRR:78456.1,78480.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78482[18:MRR:40.1,78481.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78486[18:MRR:78457.0,78482.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78490[18:MRR:32.0,32.1,78479.0,78486.0] || -> . % 3.61/3.85 78492[17:Spt:78490.0,78447.0,78451.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78493[17:Spt:78490.0,78447.1,78447.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78494[18:Spt:78493.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78495[18:MRR:48.1,78494.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 78496[18:MRR:37.0,78494.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78499[18:MRR:46.1,78494.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 78500[18:MRR:78450.1,78495.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 78501[18:MRR:78449.1,78496.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.61/3.85 78502[18:MRR:78448.1,78499.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.61/3.85 78503[19:Spt:78500.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 78504[19:MRR:182.0,78503.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78505[19:MRR:200.0,78503.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78506[19:MRR:78501.0,78504.0] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78508[19:MRR:12.1,78506.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 78513[19:MRR:78502.0,78505.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78519[19:MRR:78508.0,78513.0] || -> . % 3.61/3.85 78520[19:Spt:78519.0,78500.0,78503.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78521[19:Spt:78519.0,78500.1] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78522[19:MRR:14.0,78521.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78523[19:MRR:78501.1,78522.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78524[19:MRR:180.1,78523.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78525[19:MRR:78502.0,78524.0] || -> pigeon_5_in_hole_1*. % 3.61/3.85 78527[19:MRR:32.0,32.1,78521.0,78525.0] || -> . % 3.61/3.85 78531[18:Spt:78527.0,78493.0,78494.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 78532[18:Spt:78527.0,78493.1] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78533[18:MRR:9.0,78532.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 78534[18:MRR:78449.2,78533.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 78535[18:MRR:18.1,78532.0] || pigeon_5_in_hole_1* -> . % 3.61/3.85 78536[18:MRR:78448.2,78535.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.85 78537[18:MRR:20.1,78532.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78538[18:MRR:78450.2,78537.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.85 78542[19:Spt:78534.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78543[19:MRR:182.1,78542.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78544[19:MRR:180.1,78542.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78545[19:MRR:78538.0,78543.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78546[19:MRR:60.0,78545.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78550[19:MRR:78536.0,78544.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78554[19:MRR:78546.0,78550.0] || -> . % 3.61/3.85 78555[19:Spt:78554.0,78534.0,78542.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78556[19:Spt:78554.0,78534.1] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78557[19:MRR:42.1,78556.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78558[19:MRR:78538.1,78557.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 78559[19:MRR:200.0,78558.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78560[19:MRR:78536.0,78559.0] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78563[19:MRR:40.0,40.1,78560.0,78556.0] || -> . % 3.61/3.85 78564[16:Spt:78563.0,78440.0,78441.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 78565[16:Spt:78563.0,78440.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 78566[16:MRR:11.0,78565.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 78567[16:MRR:27.1,78565.0] || pigeon_5_in_hole_1*+ -> . % 3.61/3.85 78568[16:MRR:29.1,78565.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 78571[16:MRR:17.0,78565.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78572[16:MRR:78174.3,78571.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 78573[16:MRR:78176.3,78567.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 78574[16:MRR:78177.3,78566.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 78575[16:MRR:78175.3,78568.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.85 78576[17:Spt:78572.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 78577[17:MRR:186.1,78576.0] || pigeon_5_in_hole_7*+ -> . % 3.61/3.85 78578[17:MRR:177.0,78576.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78579[17:MRR:188.1,78576.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78580[17:MRR:78573.0,78577.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.61/3.85 78581[17:MRR:78574.0,78578.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.61/3.85 78582[17:MRR:78575.0,78579.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.61/3.85 78583[18:Spt:78580.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78585[18:MRR:124.0,78583.0] || pigeon_1_in_hole_5* -> . % 3.61/3.85 78587[18:MRR:144.1,78583.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78588[18:MRR:78581.0,78585.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78589[18:MRR:42.1,78588.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78594[18:MRR:78582.0,78587.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78599[18:MRR:78589.0,78594.0] || -> . % 3.61/3.85 78600[18:Spt:78599.0,78580.0,78583.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 78601[18:Spt:78599.0,78580.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78602[18:MRR:40.0,78601.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78603[18:MRR:78581.1,78602.0] || -> pigeon_1_in_hole_5*. % 3.61/3.85 78606[18:MRR:126.1,78603.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78607[18:MRR:78582.0,78606.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78609[18:MRR:60.0,60.1,78607.0,78601.0] || -> . % 3.61/3.85 78612[17:Spt:78609.0,78572.0,78576.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78613[17:Spt:78609.0,78572.1,78572.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.61/3.85 78614[18:Spt:78613.0] || -> pigeon_2_in_hole_5*. % 3.61/3.85 78615[18:MRR:130.1,78614.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 78616[18:MRR:121.0,78614.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 78618[18:MRR:132.1,78614.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78619[18:MRR:78573.1,78615.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.61/3.85 78620[18:MRR:78574.1,78616.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.61/3.85 78621[18:MRR:78575.1,78618.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.61/3.85 78622[19:Spt:78619.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 78623[19:MRR:180.0,78622.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78624[19:MRR:200.1,78622.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78625[19:MRR:78620.0,78623.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78630[19:MRR:42.1,78625.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78631[19:MRR:78621.0,78624.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78636[19:MRR:78630.0,78631.0] || -> . % 3.61/3.85 78637[19:Spt:78636.0,78619.0,78622.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78638[19:Spt:78636.0,78619.1] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78639[19:MRR:40.0,78638.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78640[19:MRR:78620.1,78639.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78641[19:MRR:182.1,78640.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78642[19:MRR:78621.0,78641.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78645[19:MRR:60.0,60.1,78642.0,78638.0] || -> . % 3.61/3.85 78647[18:Spt:78645.0,78613.0,78614.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 78648[18:Spt:78645.0,78613.1] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78649[18:MRR:37.0,78648.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78650[18:MRR:78574.2,78649.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.61/3.85 78651[18:MRR:48.1,78648.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78652[18:MRR:78575.2,78651.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.61/3.85 78653[18:MRR:46.1,78648.0] || pigeon_5_in_hole_2* -> . % 3.61/3.85 78654[18:MRR:78573.2,78653.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.61/3.85 78657[19:Spt:78650.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78658[19:MRR:180.1,78657.0] || pigeon_5_in_hole_7* -> . % 3.61/3.85 78659[19:MRR:182.1,78657.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78660[19:MRR:78654.0,78658.0] || -> pigeon_5_in_hole_5*. % 3.61/3.85 78661[19:MRR:144.1,78660.0] || pigeon_7_in_hole_5* -> . % 3.61/3.85 78664[19:MRR:78652.0,78659.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78667[19:MRR:78661.0,78664.0] || -> . % 3.61/3.85 78668[19:Spt:78667.0,78650.0,78657.0] || pigeon_1_in_hole_7* -> . % 3.61/3.85 78669[19:Spt:78667.0,78650.1] || -> pigeon_1_in_hole_5*. % 3.61/3.85 78670[19:MRR:124.1,78669.0] || pigeon_5_in_hole_5* -> . % 3.61/3.85 78671[19:MRR:78654.1,78670.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 78672[19:MRR:200.1,78671.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78673[19:MRR:78652.0,78672.0] || -> pigeon_7_in_hole_5*. % 3.61/3.85 78675[19:MRR:126.0,126.1,78673.0,78669.0] || -> . % 3.61/3.85 78676[13:Spt:78675.0,78166.0,78167.0] || pigeon_3_in_hole_6*+ -> . % 3.61/3.85 78677[13:Spt:78675.0,78166.1,78166.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.61/3.85 78678[14:Spt:78677.0] || -> pigeon_3_in_hole_5*. % 3.61/3.85 78679[14:MRR:135.1,78678.0] || pigeon_5_in_hole_5*+ -> . % 3.61/3.85 78680[14:MRR:137.1,78678.0] || pigeon_7_in_hole_5*+ -> . % 3.61/3.85 78681[14:MRR:122.0,78678.0] || pigeon_1_in_hole_5*+ -> . % 3.61/3.85 78682[14:MRR:128.0,78678.0] || pigeon_2_in_hole_5*+ -> . % 3.61/3.85 78683[14:MRR:134.1,78678.0] || pigeon_4_in_hole_5*+ -> . % 3.61/3.85 78684[14:MRR:77127.2,78679.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2 pigeon_5_in_hole_1*. % 3.61/3.85 78685[14:MRR:77126.2,78680.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78686[14:MRR:77128.2,78681.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78687[14:MRR:77129.2,78682.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78688[14:MRR:77125.2,78683.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 78689[15:Spt:78684.2] || -> pigeon_5_in_hole_2*. % 3.61/3.85 78690[15:MRR:40.0,78689.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78691[15:MRR:60.1,78689.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 78692[15:MRR:46.0,78689.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 78695[15:MRR:55.0,78689.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 78696[15:MRR:78686.2,78690.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 78697[15:MRR:78685.2,78691.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 78698[15:MRR:78687.2,78692.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.85 78699[15:MRR:78688.2,78695.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 78700[16:Spt:78696.2] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78701[16:MRR:11.1,78700.0] || pigeon_4_in_hole_1*+ -> . % 3.61/3.85 78702[16:MRR:9.1,78700.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78703[16:MRR:14.1,78700.0] || pigeon_7_in_hole_1*+ -> . % 3.61/3.85 78707[16:MRR:78699.2,78701.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.61/3.85 78708[16:MRR:78698.2,78702.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.61/3.85 78709[16:MRR:78697.2,78703.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.61/3.85 78710[17:Spt:78707.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 78713[17:MRR:185.0,78710.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 78714[17:MRR:197.1,78710.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78715[17:MRR:78708.0,78713.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78717[17:MRR:160.1,78715.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78720[17:MRR:78709.0,78714.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 78724[17:MRR:78717.0,78720.0] || -> . % 3.61/3.85 78725[17:Spt:78724.0,78707.0,78710.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 78726[17:Spt:78724.0,78707.1] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78727[17:MRR:157.0,78726.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78728[17:MRR:78708.1,78727.0] || -> pigeon_2_in_hole_7*. % 3.61/3.85 78731[17:MRR:188.1,78728.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78732[17:MRR:78709.0,78731.0] || -> pigeon_7_in_hole_6*. % 3.61/3.85 78735[17:MRR:169.0,169.1,78732.0,78726.0] || -> . % 3.61/3.85 78736[16:Spt:78735.0,78696.2,78700.0] || pigeon_1_in_hole_1*+ -> . % 3.61/3.85 78737[16:Spt:78735.0,78696.0,78696.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.61/3.85 78738[17:Spt:78737.0] || -> pigeon_1_in_hole_7*. % 3.61/3.85 78739[17:MRR:179.1,78738.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 78740[17:MRR:177.1,78738.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78742[17:MRR:182.1,78738.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78743[17:MRR:78699.0,78739.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.61/3.85 78744[17:MRR:78698.0,78740.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.85 78745[17:MRR:78697.0,78742.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 78746[18:Spt:78743.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78747[18:MRR:157.0,78746.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78748[18:MRR:169.1,78746.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78751[18:MRR:78744.0,78747.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78754[18:MRR:20.1,78751.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78757[18:MRR:78745.0,78748.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78762[18:MRR:78754.0,78757.0] || -> . % 3.61/3.85 78763[18:Spt:78762.0,78743.0,78746.0] || pigeon_4_in_hole_6* -> . % 3.61/3.85 78764[18:Spt:78762.0,78743.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 78765[18:MRR:17.0,78764.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78766[18:MRR:78744.1,78765.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78769[18:MRR:160.1,78766.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78770[18:MRR:78745.0,78769.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78774[18:MRR:29.0,29.1,78770.0,78764.0] || -> . % 3.61/3.85 78775[17:Spt:78774.0,78737.0,78738.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78776[17:Spt:78774.0,78737.1] || -> pigeon_1_in_hole_6*. % 3.61/3.85 78777[17:MRR:151.1,78776.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 78778[17:MRR:78699.1,78777.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.61/3.85 78779[17:MRR:149.1,78776.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78780[17:MRR:78698.1,78779.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.61/3.85 78781[17:MRR:154.1,78776.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78782[17:MRR:78697.1,78781.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.61/3.85 78784[18:Spt:78778.0] || -> pigeon_4_in_hole_7*. % 3.61/3.85 78785[18:MRR:197.1,78784.0] || pigeon_7_in_hole_7* -> . % 3.61/3.85 78786[18:MRR:185.0,78784.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 78788[18:MRR:78782.0,78785.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78789[18:MRR:20.0,78788.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78794[18:MRR:78780.0,78786.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78799[18:MRR:78789.0,78794.0] || -> . % 3.61/3.85 78800[18:Spt:78799.0,78778.0,78784.0] || pigeon_4_in_hole_7* -> . % 3.61/3.85 78801[18:Spt:78799.0,78778.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 78802[18:MRR:29.1,78801.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78803[18:MRR:78782.1,78802.0] || -> pigeon_7_in_hole_7*. % 3.61/3.85 78804[18:MRR:188.0,78803.0] || pigeon_2_in_hole_7* -> . % 3.61/3.85 78806[18:MRR:78780.0,78804.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78810[18:MRR:17.0,17.1,78801.0,78806.0] || -> . % 3.61/3.85 78811[15:Spt:78810.0,78684.2,78689.0] || pigeon_5_in_hole_2*+ -> . % 3.61/3.85 78812[15:Spt:78810.0,78684.0,78684.1,78684.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.61/3.85 78813[16:Spt:78812.0] || -> pigeon_5_in_hole_7*. % 3.61/3.85 78814[16:MRR:195.0,78813.0] || pigeon_4_in_hole_7*+ -> . % 3.61/3.85 78815[16:MRR:200.1,78813.0] || pigeon_7_in_hole_7*+ -> . % 3.61/3.85 78816[16:MRR:186.0,78813.0] || pigeon_2_in_hole_7*+ -> . % 3.61/3.85 78817[16:MRR:180.0,78813.0] || pigeon_1_in_hole_7*+ -> . % 3.61/3.85 78818[16:MRR:78688.0,78814.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 78819[16:MRR:78685.0,78815.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78820[16:MRR:78687.0,78816.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78821[16:MRR:78686.0,78817.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78822[17:Spt:78818.0] || -> pigeon_4_in_hole_6*. % 3.61/3.85 78823[17:MRR:151.0,78822.0] || pigeon_1_in_hole_6*+ -> . % 3.61/3.85 78825[17:MRR:169.1,78822.0] || pigeon_7_in_hole_6*+ -> . % 3.61/3.85 78826[17:MRR:157.0,78822.0] || pigeon_2_in_hole_6*+ -> . % 3.61/3.85 78827[17:MRR:78821.0,78823.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.61/3.85 78828[17:MRR:78819.0,78825.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.61/3.85 78829[17:MRR:78820.0,78826.0] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.61/3.85 78830[18:Spt:78827.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78831[18:MRR:37.1,78830.0] || pigeon_2_in_hole_2* -> . % 3.61/3.85 78832[18:MRR:42.1,78830.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78836[18:MRR:78829.0,78831.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78837[18:MRR:20.1,78836.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78843[18:MRR:78828.0,78832.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78849[18:MRR:78837.0,78843.0] || -> . % 3.61/3.85 78850[18:Spt:78849.0,78827.0,78830.0] || pigeon_1_in_hole_2* -> . % 3.61/3.85 78851[18:Spt:78849.0,78827.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78852[18:MRR:9.1,78851.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78853[18:MRR:78829.1,78852.0] || -> pigeon_2_in_hole_2*. % 3.61/3.85 78854[18:MRR:48.1,78853.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78858[18:MRR:78828.0,78854.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78859[18:MRR:14.0,14.1,78858.0,78851.0] || -> . % 3.61/3.85 78864[17:Spt:78859.0,78818.0,78822.0] || pigeon_4_in_hole_6*+ -> . % 3.61/3.85 78865[17:Spt:78859.0,78818.1,78818.2] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.61/3.85 78866[18:Spt:78865.0] || -> pigeon_4_in_hole_2*. % 3.61/3.85 78867[18:MRR:39.0,78866.0] || pigeon_1_in_hole_2*+ -> . % 3.61/3.85 78868[18:MRR:45.0,78866.0] || pigeon_2_in_hole_2*+ -> . % 3.61/3.85 78869[18:MRR:57.1,78866.0] || pigeon_7_in_hole_2*+ -> . % 3.61/3.85 78872[18:MRR:78821.1,78867.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.61/3.85 78873[18:MRR:78820.1,78868.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.61/3.85 78874[18:MRR:78819.1,78869.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.61/3.85 78875[19:Spt:78872.0] || -> pigeon_1_in_hole_6*. % 3.61/3.85 78876[19:MRR:149.1,78875.0] || pigeon_2_in_hole_6* -> . % 3.61/3.85 78877[19:MRR:154.1,78875.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78879[19:MRR:78873.0,78876.0] || -> pigeon_2_in_hole_1*. % 3.61/3.85 78885[19:MRR:20.1,78879.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78886[19:MRR:78874.0,78877.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78892[19:MRR:78885.0,78886.0] || -> . % 3.61/3.85 78893[19:Spt:78892.0,78872.0,78875.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 78894[19:Spt:78892.0,78872.1] || -> pigeon_1_in_hole_1*. % 3.61/3.85 78895[19:MRR:9.1,78894.0] || pigeon_2_in_hole_1* -> . % 3.61/3.85 78896[19:MRR:78873.1,78895.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78898[19:MRR:160.1,78896.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78899[19:MRR:78874.0,78898.0] || -> pigeon_7_in_hole_1*. % 3.61/3.85 78904[19:MRR:14.0,14.1,78899.0,78894.0] || -> . % 3.61/3.85 78905[18:Spt:78904.0,78865.0,78866.0] || pigeon_4_in_hole_2*+ -> . % 3.61/3.85 78906[18:Spt:78904.0,78865.1] || -> pigeon_4_in_hole_1*. % 3.61/3.85 78907[18:MRR:17.0,78906.0] || pigeon_2_in_hole_1*+ -> . % 3.61/3.85 78908[18:MRR:78820.2,78907.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.61/3.85 78909[18:MRR:29.1,78906.0] || pigeon_7_in_hole_1* -> . % 3.61/3.85 78910[18:MRR:78819.2,78909.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.61/3.85 78911[18:MRR:11.0,78906.0] || pigeon_1_in_hole_1* -> . % 3.61/3.85 78912[18:MRR:78821.2,78911.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.61/3.85 78916[19:Spt:78908.0] || -> pigeon_2_in_hole_6*. % 3.61/3.85 78917[19:MRR:149.0,78916.0] || pigeon_1_in_hole_6* -> . % 3.61/3.85 78918[19:MRR:160.1,78916.0] || pigeon_7_in_hole_6* -> . % 3.61/3.85 78920[19:MRR:78912.0,78917.0] || -> pigeon_1_in_hole_2*. % 3.61/3.85 78923[19:MRR:42.1,78920.0] || pigeon_7_in_hole_2* -> . % 3.61/3.85 78925[19:MRR:78910.0,78918.0] || -> pigeon_7_in_hole_2*. % 3.61/3.85 78929[19:MRR:78923.0,78925.0] || -> . % 3.65/3.85 78930[19:Spt:78929.0,78908.0,78916.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 78931[19:Spt:78929.0,78908.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 78932[19:MRR:37.0,78931.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 78933[19:MRR:78912.1,78932.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 78935[19:MRR:154.1,78933.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 78936[19:MRR:78910.0,78935.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 78939[19:MRR:48.0,48.1,78936.0,78931.0] || -> . % 3.65/3.85 78940[16:Spt:78939.0,78812.0,78813.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 78941[16:Spt:78939.0,78812.1,78812.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.85 78942[17:Spt:78941.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 78943[17:MRR:158.0,78942.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 78944[17:MRR:152.0,78942.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 78945[17:MRR:172.1,78942.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 78946[17:MRR:167.0,78942.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 78947[17:MRR:78687.1,78943.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.65/3.85 78948[17:MRR:78686.1,78944.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.65/3.85 78949[17:MRR:78685.1,78945.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.65/3.85 78950[17:MRR:78688.1,78946.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.65/3.85 78951[18:Spt:78947.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 78952[18:MRR:185.1,78951.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 78953[18:MRR:188.1,78951.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 78954[18:MRR:177.0,78951.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 78955[18:MRR:78950.0,78952.0] || -> pigeon_4_in_hole_2 pigeon_4_in_hole_1*. % 3.65/3.85 78956[18:MRR:78949.0,78953.0] || -> pigeon_7_in_hole_2 pigeon_7_in_hole_1*. % 3.65/3.85 78957[18:MRR:78948.0,78954.0] || -> pigeon_1_in_hole_2 pigeon_1_in_hole_1*. % 3.65/3.85 78958[19:Spt:78955.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 78961[19:MRR:57.1,78958.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 78963[19:MRR:39.0,78958.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 78964[19:MRR:78956.0,78961.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 78970[19:MRR:14.0,78964.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 78971[19:MRR:78957.0,78963.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 78977[19:MRR:78970.0,78971.0] || -> . % 3.65/3.85 78978[19:Spt:78977.0,78955.0,78958.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 78979[19:Spt:78977.0,78955.1] || -> pigeon_4_in_hole_1*. % 3.65/3.85 78980[19:MRR:29.1,78979.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 78981[19:MRR:78956.1,78980.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 78984[19:MRR:42.0,78981.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 78986[19:MRR:78957.0,78984.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 78990[19:MRR:11.0,11.1,78979.0,78986.0] || -> . % 3.65/3.85 78992[18:Spt:78990.0,78947.0,78951.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 78993[18:Spt:78990.0,78947.1,78947.2] || -> pigeon_2_in_hole_2 pigeon_2_in_hole_1*. % 3.65/3.85 78994[19:Spt:78993.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 78995[19:MRR:45.1,78994.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 78996[19:MRR:48.1,78994.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 78999[19:MRR:37.0,78994.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 79000[19:MRR:78950.1,78995.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.85 79001[19:MRR:78949.1,78996.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.65/3.85 79002[19:MRR:78948.1,78999.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.85 79003[20:Spt:79000.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79004[20:MRR:197.1,79003.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79005[20:MRR:179.0,79003.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79006[20:MRR:79001.0,79004.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79008[20:MRR:14.0,79006.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79013[20:MRR:79002.0,79005.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79019[20:MRR:79008.0,79013.0] || -> . % 3.65/3.85 79020[20:Spt:79019.0,79000.0,79003.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79021[20:Spt:79019.0,79000.1] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79022[20:MRR:29.1,79021.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79023[20:MRR:79001.1,79022.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79024[20:MRR:182.0,79023.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79025[20:MRR:79002.0,79024.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79027[20:MRR:11.0,11.1,79021.0,79025.0] || -> . % 3.65/3.85 79031[19:Spt:79027.0,78993.0,78994.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 79032[19:Spt:79027.0,78993.1] || -> pigeon_2_in_hole_1*. % 3.65/3.85 79033[19:MRR:20.1,79032.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.85 79034[19:MRR:78949.2,79033.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 79035[19:MRR:9.0,79032.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79036[19:MRR:78948.2,79035.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 79037[19:MRR:17.1,79032.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79038[19:MRR:78950.2,79037.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.85 79042[20:Spt:79034.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79043[20:MRR:197.0,79042.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79044[20:MRR:182.0,79042.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79045[20:MRR:79038.0,79043.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 79046[20:MRR:39.0,79045.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 79050[20:MRR:79036.0,79044.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 79054[20:MRR:79046.0,79050.0] || -> . % 3.65/3.85 79055[20:Spt:79054.0,79034.0,79042.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79056[20:Spt:79054.0,79034.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 79057[20:MRR:57.0,79056.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 79058[20:MRR:79038.1,79057.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79059[20:MRR:179.0,79058.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79060[20:MRR:79036.0,79059.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 79063[20:MRR:42.0,42.1,79056.0,79060.0] || -> . % 3.65/3.85 79064[17:Spt:79063.0,78941.0,78942.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 79065[17:Spt:79063.0,78941.1] || -> pigeon_5_in_hole_1*. % 3.65/3.85 79066[17:MRR:32.1,79065.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.85 79067[17:MRR:12.0,79065.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.85 79068[17:MRR:27.0,79065.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 79071[17:MRR:18.0,79065.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.85 79072[17:MRR:78687.3,79071.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 79073[17:MRR:78686.3,79067.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 79074[17:MRR:78685.3,79066.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 79075[17:MRR:78688.3,79068.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 79076[18:Spt:79072.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 79077[18:MRR:177.0,79076.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79078[18:MRR:188.1,79076.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79079[18:MRR:185.1,79076.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79080[18:MRR:79073.0,79077.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 79081[18:MRR:79074.0,79078.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 79082[18:MRR:79075.0,79079.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 79083[19:Spt:79080.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79085[19:MRR:154.1,79083.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79086[19:MRR:151.1,79083.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79087[19:MRR:79081.0,79085.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 79088[19:MRR:57.0,79087.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 79093[19:MRR:79082.0,79086.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 79098[19:MRR:79088.0,79093.0] || -> . % 3.65/3.85 79099[19:Spt:79098.0,79080.0,79083.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79100[19:Spt:79098.0,79080.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 79101[19:MRR:42.1,79100.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 79102[19:MRR:79081.1,79101.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79104[19:MRR:169.0,79102.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79105[19:MRR:79082.0,79104.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 79107[19:MRR:39.0,39.1,79105.0,79100.0] || -> . % 3.65/3.85 79110[18:Spt:79107.0,79072.0,79076.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79111[18:Spt:79107.0,79072.1,79072.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 79112[19:Spt:79111.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79113[19:MRR:149.0,79112.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79114[19:MRR:160.1,79112.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79115[19:MRR:157.1,79112.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79116[19:MRR:79073.1,79113.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 79117[19:MRR:79074.1,79114.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 79118[19:MRR:79075.1,79115.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.85 79119[20:Spt:79116.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79120[20:MRR:182.1,79119.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79121[20:MRR:179.1,79119.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79122[20:MRR:79117.0,79120.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 79127[20:MRR:57.0,79122.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 79128[20:MRR:79118.0,79121.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 79133[20:MRR:79127.0,79128.0] || -> . % 3.65/3.85 79134[20:Spt:79133.0,79116.0,79119.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79135[20:Spt:79133.0,79116.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 79136[20:MRR:42.1,79135.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 79137[20:MRR:79117.1,79136.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79138[20:MRR:197.0,79137.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79139[20:MRR:79118.0,79138.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 79142[20:MRR:39.0,39.1,79139.0,79135.0] || -> . % 3.65/3.85 79144[19:Spt:79142.0,79111.0,79112.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79145[19:Spt:79142.0,79111.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 79146[19:MRR:48.1,79145.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 79147[19:MRR:79074.2,79146.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 79148[19:MRR:45.1,79145.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 79149[19:MRR:79075.2,79148.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.85 79150[19:MRR:37.0,79145.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 79151[19:MRR:79073.2,79150.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 79154[20:Spt:79147.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79155[20:MRR:182.0,79154.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79156[20:MRR:197.0,79154.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79157[20:MRR:79151.0,79155.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79158[20:MRR:151.1,79157.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79160[20:MRR:79149.0,79156.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79162[20:MRR:79158.0,79160.0] || -> . % 3.65/3.85 79163[20:Spt:79162.0,79147.0,79154.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79164[20:Spt:79162.0,79147.1] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79165[20:MRR:154.0,79164.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79166[20:MRR:79151.1,79165.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79167[20:MRR:179.1,79166.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79168[20:MRR:79149.0,79167.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79169[20:MRR:169.0,169.1,79164.0,79168.0] || -> . % 3.65/3.85 79170[14:Spt:79169.0,78677.0,78678.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 79171[14:Spt:79169.0,78677.1] || -> pigeon_3_in_hole_2*. % 3.65/3.85 79172[14:MRR:53.1,79171.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 79173[14:MRR:50.1,79171.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 79174[14:MRR:38.0,79171.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 79175[14:MRR:44.0,79171.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 79177[14:MRR:51.1,79171.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 79178[14:MRR:77127.3,79177.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.85 79179[14:MRR:77126.3,79172.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.65/3.85 79180[14:MRR:77128.3,79174.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.85 79181[14:MRR:77129.3,79175.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.85 79182[14:MRR:77125.3,79173.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.85 79183[15:Spt:79178.3] || -> pigeon_5_in_hole_1*. % 3.65/3.85 79184[15:MRR:32.1,79183.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.85 79185[15:MRR:12.0,79183.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.85 79186[15:MRR:27.0,79183.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 79189[15:MRR:18.0,79183.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.85 79190[15:MRR:79179.3,79184.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 79191[15:MRR:79180.3,79185.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 79192[15:MRR:79182.3,79186.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 79193[15:MRR:79181.3,79189.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 79194[16:Spt:79190.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79195[16:MRR:197.0,79194.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79196[16:MRR:182.0,79194.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79197[16:MRR:188.0,79194.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79199[16:MRR:79192.0,79195.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 79200[16:MRR:79191.0,79196.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 79201[16:MRR:79193.0,79197.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 79202[17:Spt:79199.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79203[17:MRR:151.0,79202.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79205[17:MRR:157.0,79202.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79207[17:MRR:79200.0,79203.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79210[17:MRR:121.1,79207.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79212[17:MRR:79201.0,79205.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79216[17:MRR:79210.0,79212.0] || -> . % 3.65/3.85 79217[17:Spt:79216.0,79199.0,79202.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79218[17:Spt:79216.0,79199.1] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79219[17:MRR:123.0,79218.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79220[17:MRR:79200.1,79219.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79222[17:MRR:149.1,79220.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79224[17:MRR:79201.0,79222.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79225[17:MRR:129.0,129.1,79218.0,79224.0] || -> . % 3.65/3.85 79228[16:Spt:79225.0,79190.0,79194.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79229[16:Spt:79225.0,79190.1,79190.2] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 79230[17:Spt:79229.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79231[17:MRR:169.0,79230.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79232[17:MRR:154.0,79230.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79233[17:MRR:160.0,79230.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79235[17:MRR:79192.1,79231.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.85 79236[17:MRR:79191.1,79232.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 79237[17:MRR:79193.1,79233.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 79238[18:Spt:79235.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79239[18:MRR:179.0,79238.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79240[18:MRR:185.0,79238.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79242[18:MRR:79236.0,79239.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79244[18:MRR:121.1,79242.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79247[18:MRR:79237.0,79240.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79251[18:MRR:79244.0,79247.0] || -> . % 3.65/3.85 79252[18:Spt:79251.0,79235.0,79238.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79253[18:Spt:79251.0,79235.1] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79254[18:MRR:123.0,79253.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79255[18:MRR:79236.1,79254.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79256[18:MRR:177.1,79255.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79258[18:MRR:79237.0,79256.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79261[18:MRR:129.0,129.1,79253.0,79258.0] || -> . % 3.65/3.85 79262[17:Spt:79261.0,79229.0,79230.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79263[17:Spt:79261.0,79229.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79264[17:MRR:126.0,79263.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79265[17:MRR:79191.2,79264.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 79266[17:MRR:132.0,79263.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79267[17:MRR:79193.2,79266.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 79268[17:MRR:141.0,79263.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79269[17:MRR:79192.2,79268.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.85 79271[18:Spt:79265.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79272[18:MRR:179.1,79271.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79274[18:MRR:177.1,79271.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79275[18:MRR:79269.0,79272.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79277[18:MRR:157.0,79275.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79279[18:MRR:79267.0,79274.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79282[18:MRR:79277.0,79279.0] || -> . % 3.65/3.85 79283[18:Spt:79282.0,79265.0,79271.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79284[18:Spt:79282.0,79265.1] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79285[18:MRR:151.1,79284.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79286[18:MRR:79269.1,79285.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79288[18:MRR:185.0,79286.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79289[18:MRR:79267.0,79288.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79291[18:MRR:149.0,149.1,79289.0,79284.0] || -> . % 3.65/3.85 79292[15:Spt:79291.0,79178.3,79183.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.85 79293[15:Spt:79291.0,79178.0,79178.1,79178.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 79294[16:Spt:79293.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 79295[16:MRR:180.0,79294.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79296[16:MRR:195.0,79294.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79297[16:MRR:186.0,79294.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79298[16:MRR:200.1,79294.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79299[16:MRR:79180.0,79295.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.85 79300[16:MRR:79182.0,79296.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.85 79301[16:MRR:79181.0,79297.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.85 79302[16:MRR:79179.0,79298.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.65/3.85 79303[17:Spt:79299.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79304[17:MRR:151.1,79303.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79305[17:MRR:149.1,79303.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79307[17:MRR:154.1,79303.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79308[17:MRR:79300.0,79304.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.85 79309[17:MRR:79301.0,79305.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.85 79310[17:MRR:79302.0,79307.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.65/3.85 79311[18:Spt:79308.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79313[18:MRR:129.0,79311.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79314[18:MRR:141.1,79311.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 79316[18:MRR:79309.0,79313.0] || -> pigeon_2_in_hole_1*. % 3.65/3.85 79317[18:MRR:20.1,79316.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79322[18:MRR:79310.0,79314.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79327[18:MRR:79317.0,79322.0] || -> . % 3.65/3.85 79328[18:Spt:79327.0,79308.0,79311.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79329[18:Spt:79327.0,79308.1] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79330[18:MRR:17.0,79329.0] || pigeon_2_in_hole_1* -> . % 3.65/3.85 79331[18:MRR:79309.1,79330.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79333[18:MRR:132.1,79331.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 79335[18:MRR:79310.0,79333.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79339[18:MRR:29.0,29.1,79335.0,79329.0] || -> . % 3.65/3.85 79340[17:Spt:79339.0,79299.0,79303.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79341[17:Spt:79339.0,79299.1,79299.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.85 79342[18:Spt:79341.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79343[18:MRR:123.1,79342.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79344[18:MRR:121.1,79342.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79345[18:MRR:126.1,79342.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 79347[18:MRR:79300.1,79343.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.85 79348[18:MRR:79301.1,79344.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.85 79349[18:MRR:79302.1,79345.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.65/3.85 79350[19:Spt:79347.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79351[19:MRR:157.0,79350.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79353[19:MRR:169.1,79350.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79354[19:MRR:79348.0,79351.0] || -> pigeon_2_in_hole_1*. % 3.65/3.85 79359[19:MRR:20.1,79354.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79360[19:MRR:79349.0,79353.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79365[19:MRR:79359.0,79360.0] || -> . % 3.65/3.85 79366[19:Spt:79365.0,79347.0,79350.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79367[19:Spt:79365.0,79347.1] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79368[19:MRR:17.0,79367.0] || pigeon_2_in_hole_1* -> . % 3.65/3.85 79369[19:MRR:79348.1,79368.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79371[19:MRR:160.1,79369.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79372[19:MRR:79349.0,79371.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79373[19:MRR:29.0,29.1,79372.0,79367.0] || -> . % 3.65/3.85 79377[18:Spt:79373.0,79341.0,79342.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79378[18:Spt:79373.0,79341.1] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79379[18:MRR:9.1,79378.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.85 79380[18:MRR:79301.2,79379.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 79381[18:MRR:14.1,79378.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79382[18:MRR:79302.2,79381.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 79383[18:MRR:11.1,79378.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79384[18:MRR:79300.2,79383.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 79387[19:Spt:79380.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79388[19:MRR:157.1,79387.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79389[19:MRR:160.1,79387.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79391[19:MRR:79384.0,79388.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79393[19:MRR:141.1,79391.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 79395[19:MRR:79382.0,79389.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79398[19:MRR:79393.0,79395.0] || -> . % 3.65/3.85 79399[19:Spt:79398.0,79380.0,79387.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79400[19:Spt:79398.0,79380.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79401[19:MRR:129.1,79400.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79402[19:MRR:79384.1,79401.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79403[19:MRR:169.1,79402.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79405[19:MRR:79382.0,79403.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79407[19:MRR:132.0,132.1,79405.0,79400.0] || -> . % 3.65/3.85 79408[16:Spt:79407.0,79293.0,79294.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 79409[16:Spt:79407.0,79293.1,79293.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 79410[17:Spt:79409.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 79411[17:MRR:158.0,79410.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79412[17:MRR:167.0,79410.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79413[17:MRR:172.1,79410.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79414[17:MRR:152.0,79410.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79415[17:MRR:79181.1,79411.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.85 79416[17:MRR:79182.1,79412.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.85 79417[17:MRR:79179.1,79413.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.65/3.85 79418[17:MRR:79180.1,79414.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.85 79419[18:Spt:79415.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 79420[18:MRR:177.0,79419.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79421[18:MRR:185.1,79419.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79422[18:MRR:188.1,79419.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79423[18:MRR:79418.0,79420.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.85 79424[18:MRR:79416.0,79421.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.85 79425[18:MRR:79417.0,79422.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_1*. % 3.65/3.85 79426[19:Spt:79423.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79428[19:MRR:126.1,79426.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 79430[19:MRR:123.1,79426.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79431[19:MRR:79425.0,79428.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79434[19:MRR:29.0,79431.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79437[19:MRR:79424.0,79430.0] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79442[19:MRR:79434.0,79437.0] || -> . % 3.65/3.85 79443[19:Spt:79442.0,79423.0,79426.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79444[19:Spt:79442.0,79423.1] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79445[19:MRR:14.1,79444.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79446[19:MRR:79425.1,79445.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79448[19:MRR:141.0,79446.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79450[19:MRR:79424.0,79448.0] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79453[19:MRR:11.0,11.1,79450.0,79444.0] || -> . % 3.65/3.85 79455[18:Spt:79453.0,79415.0,79419.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79456[18:Spt:79453.0,79415.1,79415.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.85 79457[19:Spt:79456.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79458[19:MRR:121.0,79457.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79459[19:MRR:132.1,79457.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 79461[19:MRR:129.1,79457.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79462[19:MRR:79418.1,79458.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.85 79463[19:MRR:79417.1,79459.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.65/3.85 79464[19:MRR:79416.1,79461.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.85 79465[20:Spt:79462.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79466[20:MRR:179.1,79465.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79467[20:MRR:182.1,79465.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79468[20:MRR:79464.0,79466.0] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79469[20:MRR:29.1,79468.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79474[20:MRR:79463.0,79467.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79479[20:MRR:79469.0,79474.0] || -> . % 3.65/3.85 79480[20:Spt:79479.0,79462.0,79465.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79481[20:Spt:79479.0,79462.1] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79482[20:MRR:11.1,79481.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79483[20:MRR:79464.1,79482.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79484[20:MRR:197.1,79483.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79485[20:MRR:79463.0,79484.0] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79489[20:MRR:14.0,14.1,79485.0,79481.0] || -> . % 3.65/3.85 79490[19:Spt:79489.0,79456.0,79457.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79491[19:Spt:79489.0,79456.1] || -> pigeon_2_in_hole_1*. % 3.65/3.85 79492[19:MRR:17.1,79491.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 79493[19:MRR:79416.2,79492.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.85 79494[19:MRR:20.1,79491.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79495[19:MRR:79417.2,79494.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.65/3.85 79498[19:MRR:9.0,79491.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79499[19:MRR:79418.2,79498.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 79500[20:Spt:79493.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79501[20:MRR:179.0,79500.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79502[20:MRR:197.1,79500.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79503[20:MRR:79499.0,79501.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79505[20:MRR:126.1,79503.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 79507[20:MRR:79495.0,79502.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79510[20:MRR:79505.0,79507.0] || -> . % 3.65/3.85 79511[20:Spt:79510.0,79493.0,79500.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79512[20:Spt:79510.0,79493.1] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79513[20:MRR:123.0,79512.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79514[20:MRR:79499.1,79513.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79515[20:MRR:182.1,79514.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79516[20:MRR:79495.0,79515.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79518[20:MRR:141.0,141.1,79516.0,79512.0] || -> . % 3.65/3.85 79519[17:Spt:79518.0,79409.0,79410.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 79520[17:Spt:79518.0,79409.1] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79521[17:MRR:124.0,79520.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79522[17:MRR:144.1,79520.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 79523[17:MRR:139.0,79520.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79524[17:MRR:130.0,79520.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79525[17:MRR:79181.2,79524.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.85 79526[17:MRR:79182.2,79523.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.85 79527[17:MRR:79179.2,79522.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.65/3.85 79528[17:MRR:79180.2,79521.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.85 79529[18:Spt:79525.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 79530[18:MRR:188.1,79529.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79531[18:MRR:185.1,79529.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79532[18:MRR:177.0,79529.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79533[18:MRR:79527.0,79530.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_1*. % 3.65/3.85 79534[18:MRR:79526.0,79531.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.85 79535[18:MRR:79528.0,79532.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.85 79536[19:Spt:79533.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79538[19:MRR:169.0,79536.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 79539[19:MRR:154.0,79536.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79540[19:MRR:79534.0,79538.0] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79542[19:MRR:11.0,79540.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79546[19:MRR:79535.0,79539.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79551[19:MRR:79542.0,79546.0] || -> . % 3.65/3.85 79552[19:Spt:79551.0,79533.0,79536.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79553[19:Spt:79551.0,79533.1] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79554[19:MRR:29.0,79553.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79555[19:MRR:79534.1,79554.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79557[19:MRR:151.0,79555.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79558[19:MRR:79535.0,79557.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79562[19:MRR:14.0,14.1,79553.0,79558.0] || -> . % 3.65/3.85 79563[18:Spt:79562.0,79525.0,79529.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79564[18:Spt:79562.0,79525.1,79525.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.85 79565[19:Spt:79564.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79566[19:MRR:160.1,79565.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79567[19:MRR:157.1,79565.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79568[19:MRR:149.0,79565.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79569[19:MRR:79527.1,79566.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_1*. % 3.65/3.85 79570[19:MRR:79526.1,79567.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.85 79571[19:MRR:79528.1,79568.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.85 79572[20:Spt:79569.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79573[20:MRR:197.0,79572.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79574[20:MRR:182.0,79572.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79575[20:MRR:79570.0,79573.0] || -> pigeon_4_in_hole_1*. % 3.65/3.85 79579[20:MRR:11.0,79575.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79581[20:MRR:79571.0,79574.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79586[20:MRR:79579.0,79581.0] || -> . % 3.65/3.85 79587[20:Spt:79586.0,79569.0,79572.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79588[20:Spt:79586.0,79569.1] || -> pigeon_7_in_hole_1*. % 3.65/3.85 79589[20:MRR:29.0,79588.0] || pigeon_4_in_hole_1* -> . % 3.65/3.85 79590[20:MRR:79570.1,79589.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79591[20:MRR:179.0,79590.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79592[20:MRR:79571.0,79591.0] || -> pigeon_1_in_hole_1*. % 3.65/3.85 79593[20:MRR:14.0,14.1,79588.0,79592.0] || -> . % 3.65/3.85 79597[19:Spt:79593.0,79564.0,79565.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79598[19:Spt:79593.0,79564.1] || -> pigeon_2_in_hole_1*. % 3.65/3.85 79599[19:MRR:17.1,79598.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 79600[19:MRR:79526.2,79599.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.85 79601[19:MRR:9.0,79598.0] || pigeon_1_in_hole_1* -> . % 3.65/3.85 79602[19:MRR:79528.2,79601.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 79603[19:MRR:20.1,79598.0] || pigeon_7_in_hole_1* -> . % 3.65/3.85 79604[19:MRR:79527.2,79603.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 79607[20:Spt:79600.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79608[20:MRR:197.1,79607.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 79609[20:MRR:179.0,79607.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79610[20:MRR:79604.0,79608.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79611[20:MRR:154.0,79610.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79613[20:MRR:79602.0,79609.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79615[20:MRR:79611.0,79613.0] || -> . % 3.65/3.85 79616[20:Spt:79615.0,79600.0,79607.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79617[20:Spt:79615.0,79600.1] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79618[20:MRR:169.1,79617.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 79619[20:MRR:79604.1,79618.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79620[20:MRR:182.0,79619.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79621[20:MRR:79602.0,79620.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79622[20:MRR:151.0,151.1,79617.0,79621.0] || -> . % 3.65/3.85 79623[10:Spt:79622.0,77116.0,77117.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 79624[10:Spt:79622.0,77116.1] || -> pigeon_6_in_hole_1*. % 3.65/3.85 79625[10:MRR:28.0,79624.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 79626[10:MRR:13.0,79624.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.85 79627[10:MRR:34.1,79624.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.85 79628[10:MRR:19.0,79624.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.85 79630[10:MRR:31.0,79624.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.85 79631[10:MRR:24.0,79624.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.85 79632[10:MRR:66410.5,79631.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.85 79633[10:MRR:66413.5,79625.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 79634[10:MRR:66408.5,79627.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 79635[10:MRR:66411.5,79630.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 79636[10:MRR:66412.5,79626.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 79637[10:MRR:66409.5,79628.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 79638[11:Spt:79632.4] || -> pigeon_3_in_hole_2*. % 3.65/3.85 79639[11:MRR:53.1,79638.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 79640[11:MRR:50.1,79638.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 79641[11:MRR:38.0,79638.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 79642[11:MRR:44.0,79638.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 79644[11:MRR:51.1,79638.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 79645[11:MRR:79634.4,79639.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 79646[11:MRR:79633.4,79640.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 79647[11:MRR:79636.4,79641.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 79648[11:MRR:79637.4,79642.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 79649[11:MRR:79635.4,79644.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 79650[12:Spt:79645.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 79651[12:MRR:197.0,79650.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79652[12:MRR:182.0,79650.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79653[12:MRR:188.0,79650.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79654[12:MRR:200.0,79650.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 79656[12:MRR:79646.0,79651.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 79657[12:MRR:79647.0,79652.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 79658[12:MRR:79648.0,79653.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 79659[12:MRR:79649.0,79654.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 79660[13:Spt:79656.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79662[13:MRR:151.0,79660.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79663[13:MRR:157.0,79660.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79664[13:MRR:167.1,79660.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 79666[13:MRR:79657.0,79662.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 79667[13:MRR:79658.0,79663.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 79668[13:MRR:79659.0,79664.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 79669[14:Spt:79666.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79670[14:MRR:124.1,79669.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 79673[14:MRR:121.1,79669.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79675[14:MRR:79668.0,79670.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79680[14:MRR:102.0,79675.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 79681[14:MRR:79667.0,79673.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79686[14:MRR:79680.0,79681.0] || -> . % 3.65/3.85 79687[14:Spt:79686.0,79666.0,79669.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79688[14:Spt:79686.0,79666.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79689[14:MRR:96.1,79688.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79690[14:MRR:79668.1,79689.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79693[14:MRR:130.0,79690.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 79695[14:MRR:79667.0,79693.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79696[14:MRR:93.0,93.1,79695.0,79688.0] || -> . % 3.65/3.85 79700[13:Spt:79696.0,79656.0,79660.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79701[13:Spt:79696.0,79656.1,79656.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 79702[14:Spt:79701.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79703[14:MRR:123.0,79702.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79704[14:MRR:139.1,79702.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 79706[14:MRR:129.0,79702.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79708[14:MRR:79657.1,79703.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 79709[14:MRR:79659.1,79704.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 79710[14:MRR:79658.1,79706.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 79711[15:Spt:79708.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79713[15:MRR:149.1,79711.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79714[15:MRR:152.1,79711.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79716[15:MRR:79710.0,79713.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79717[15:MRR:102.1,79716.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79722[15:MRR:79709.0,79714.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79727[15:MRR:79717.0,79722.0] || -> . % 3.65/3.85 79728[15:Spt:79727.0,79708.0,79711.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79729[15:Spt:79727.0,79708.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79730[15:MRR:93.1,79729.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 79731[15:MRR:79710.1,79730.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79733[15:MRR:158.1,79731.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79735[15:MRR:79709.0,79733.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79739[15:MRR:96.0,96.1,79735.0,79729.0] || -> . % 3.65/3.85 79740[14:Spt:79739.0,79701.0,79702.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79741[14:Spt:79739.0,79701.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 79742[14:MRR:101.0,79741.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 79743[14:MRR:79658.2,79742.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 79744[14:MRR:111.1,79741.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79745[14:MRR:79659.2,79744.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 79746[14:MRR:95.0,79741.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 79747[14:MRR:79657.2,79746.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 79750[15:Spt:79743.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79751[15:MRR:149.0,79750.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79753[15:MRR:158.1,79750.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79755[15:MRR:79747.0,79751.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79759[15:MRR:124.1,79755.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 79760[15:MRR:79745.0,79753.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79764[15:MRR:79759.0,79760.0] || -> . % 3.65/3.85 79765[15:Spt:79764.0,79743.0,79750.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79766[15:Spt:79764.0,79743.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79767[15:MRR:121.0,79766.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79768[15:MRR:79747.1,79767.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79770[15:MRR:152.1,79768.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79772[15:MRR:79745.0,79770.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79774[15:MRR:130.0,130.1,79772.0,79766.0] || -> . % 3.65/3.85 79776[12:Spt:79774.0,79645.0,79650.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 79777[12:Spt:79774.0,79645.1,79645.2,79645.3] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 79778[13:Spt:79777.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 79779[13:MRR:160.0,79778.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79780[13:MRR:154.0,79778.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79782[13:MRR:172.0,79778.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 79783[13:MRR:169.0,79778.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79784[13:MRR:79648.1,79779.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 79785[13:MRR:79647.1,79780.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 79786[13:MRR:79649.1,79782.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 79787[13:MRR:79646.1,79783.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 79788[14:Spt:79784.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 79789[14:MRR:185.1,79788.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79790[14:MRR:177.0,79788.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79791[14:MRR:186.1,79788.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 79793[14:MRR:79787.0,79789.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 79794[14:MRR:79785.0,79790.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 79795[14:MRR:79786.0,79791.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 79796[15:Spt:79793.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79800[15:MRR:139.1,79796.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 79801[15:MRR:123.0,79796.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79802[15:MRR:79795.0,79800.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79807[15:MRR:96.0,79802.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 79808[15:MRR:79794.0,79801.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79813[15:MRR:79807.0,79808.0] || -> . % 3.65/3.85 79814[15:Spt:79813.0,79793.0,79796.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79815[15:Spt:79813.0,79793.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 79816[15:MRR:111.1,79815.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79817[15:MRR:79795.1,79816.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79821[15:MRR:124.0,79817.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 79822[15:MRR:79794.0,79821.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79825[15:MRR:95.0,95.1,79815.0,79822.0] || -> . % 3.65/3.85 79827[14:Spt:79825.0,79784.0,79788.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79828[14:Spt:79825.0,79784.1,79784.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 79829[15:Spt:79828.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 79830[15:MRR:129.1,79829.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79831[15:MRR:130.1,79829.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 79833[15:MRR:121.0,79829.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79835[15:MRR:79787.1,79830.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.85 79836[15:MRR:79786.1,79831.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 79837[15:MRR:79785.1,79833.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 79838[16:Spt:79835.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79839[16:MRR:179.0,79838.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79840[16:MRR:195.1,79838.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 79842[16:MRR:79837.0,79839.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79843[16:MRR:96.1,79842.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79848[16:MRR:79836.0,79840.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79853[16:MRR:79843.0,79848.0] || -> . % 3.65/3.85 79854[16:Spt:79853.0,79835.0,79838.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79855[16:Spt:79853.0,79835.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 79856[16:MRR:95.0,79855.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 79857[16:MRR:79837.1,79856.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79858[16:MRR:180.1,79857.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 79860[16:MRR:79836.0,79858.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79864[16:MRR:111.0,111.1,79860.0,79855.0] || -> . % 3.65/3.85 79865[15:Spt:79864.0,79828.0,79829.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79866[15:Spt:79864.0,79828.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79867[15:MRR:93.0,79866.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 79868[15:MRR:79785.2,79867.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 79869[15:MRR:102.1,79866.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79870[15:MRR:79786.2,79869.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 79873[15:MRR:101.1,79866.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 79874[15:MRR:79787.2,79873.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.85 79875[16:Spt:79868.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79876[16:MRR:179.1,79875.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 79878[16:MRR:180.1,79875.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 79879[16:MRR:79874.0,79876.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 79881[16:MRR:139.1,79879.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 79884[16:MRR:79870.0,79878.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79888[16:MRR:79881.0,79884.0] || -> . % 3.65/3.85 79889[16:Spt:79888.0,79868.0,79875.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79890[16:Spt:79888.0,79868.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 79891[16:MRR:123.1,79890.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 79892[16:MRR:79874.1,79891.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79894[16:MRR:195.1,79892.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 79895[16:MRR:79870.0,79894.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 79898[16:MRR:124.0,124.1,79895.0,79890.0] || -> . % 3.65/3.85 79899[13:Spt:79898.0,79777.0,79778.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 79900[13:Spt:79898.0,79777.1,79777.2] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 79901[14:Spt:79900.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 79902[14:MRR:141.0,79901.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 79903[14:MRR:144.0,79901.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 79904[14:MRR:126.0,79901.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 79906[14:MRR:132.0,79901.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 79907[14:MRR:79646.2,79902.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 79908[14:MRR:79649.2,79903.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 79909[14:MRR:79647.2,79904.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 79910[14:MRR:79648.2,79906.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 79911[15:Spt:79907.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 79912[15:MRR:179.0,79911.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 79913[15:MRR:195.1,79911.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 79915[15:MRR:185.0,79911.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 79916[15:MRR:79909.0,79912.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 79917[15:MRR:79908.0,79913.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 79918[15:MRR:79910.0,79915.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 79919[16:Spt:79916.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 79920[16:MRR:149.1,79919.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 79921[16:MRR:152.1,79919.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79924[16:MRR:79918.0,79920.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79926[16:MRR:102.1,79924.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79930[16:MRR:79917.0,79921.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79935[16:MRR:79926.0,79930.0] || -> . % 3.65/3.85 79936[16:Spt:79935.0,79916.0,79919.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 79937[16:Spt:79935.0,79916.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79938[16:MRR:93.1,79937.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 79939[16:MRR:79918.1,79938.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 79940[16:MRR:158.1,79939.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 79943[16:MRR:79917.0,79940.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79947[16:MRR:96.0,96.1,79943.0,79937.0] || -> . % 3.65/3.85 79948[15:Spt:79947.0,79907.0,79911.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 79949[15:Spt:79947.0,79907.1,79907.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 79950[16:Spt:79949.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 79951[16:MRR:151.0,79950.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 79952[16:MRR:157.0,79950.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 79953[16:MRR:167.1,79950.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 79955[16:MRR:79909.1,79951.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 79956[16:MRR:79910.1,79952.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 79957[16:MRR:79908.1,79953.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 79958[17:Spt:79955.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 79959[17:MRR:180.1,79958.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 79961[17:MRR:177.1,79958.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79962[17:MRR:79957.0,79959.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 79963[17:MRR:102.0,79962.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 79968[17:MRR:79956.0,79961.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79973[17:MRR:79963.0,79968.0] || -> . % 3.65/3.85 79974[17:Spt:79973.0,79955.0,79958.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79975[17:Spt:79973.0,79955.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 79976[17:MRR:96.1,79975.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 79977[17:MRR:79957.1,79976.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 79979[17:MRR:186.0,79977.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79980[17:MRR:79956.0,79979.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 79984[17:MRR:93.0,93.1,79980.0,79975.0] || -> . % 3.65/3.85 79985[16:Spt:79984.0,79949.0,79950.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 79986[16:Spt:79984.0,79949.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 79987[16:MRR:111.1,79986.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 79988[16:MRR:79908.2,79987.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.85 79989[16:MRR:101.0,79986.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 79990[16:MRR:79910.2,79989.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 79991[16:MRR:95.0,79986.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 79992[16:MRR:79909.2,79991.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 79995[17:Spt:79988.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 79996[17:MRR:180.0,79995.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 79997[17:MRR:186.0,79995.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 79999[17:MRR:79992.0,79996.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80002[17:MRR:149.1,79999.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 80003[17:MRR:79990.0,79997.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80006[17:MRR:80002.0,80003.0] || -> . % 3.65/3.85 80007[17:Spt:80006.0,79988.0,79995.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80008[17:Spt:80006.0,79988.1] || -> pigeon_5_in_hole_6*. % 3.65/3.85 80009[17:MRR:152.0,80008.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80010[17:MRR:79992.1,80009.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 80011[17:MRR:177.1,80010.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80013[17:MRR:79990.0,80011.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80014[17:MRR:158.0,158.1,80008.0,80013.0] || -> . % 3.65/3.85 80016[14:Spt:80014.0,79900.0,79901.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80017[14:Spt:80014.0,79900.1] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80018[14:MRR:116.0,80017.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 80019[14:MRR:104.0,80017.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80020[14:MRR:113.0,80017.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80021[14:MRR:98.0,80017.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80023[14:MRR:79646.3,80020.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 80024[14:MRR:79649.3,80018.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 80025[14:MRR:79647.3,80021.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 80026[14:MRR:79648.3,80019.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 80027[15:Spt:80023.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 80028[15:MRR:185.0,80027.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80030[15:MRR:195.1,80027.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80031[15:MRR:179.0,80027.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80032[15:MRR:80026.0,80028.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 80033[15:MRR:80024.0,80030.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 80034[15:MRR:80025.0,80031.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 80035[16:Spt:80032.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80036[16:MRR:149.0,80035.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80037[16:MRR:158.1,80035.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 80040[16:MRR:80034.0,80036.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80042[16:MRR:124.1,80040.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80045[16:MRR:80033.0,80037.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80049[16:MRR:80042.0,80045.0] || -> . % 3.65/3.85 80050[16:Spt:80049.0,80032.0,80035.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 80051[16:Spt:80049.0,80032.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80052[16:MRR:121.0,80051.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80053[16:MRR:80034.1,80052.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80054[16:MRR:152.1,80053.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 80057[16:MRR:80033.0,80054.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80058[16:MRR:130.0,130.1,80057.0,80051.0] || -> . % 3.65/3.85 80061[15:Spt:80058.0,80023.0,80027.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 80062[15:Spt:80058.0,80023.1,80023.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 80063[16:Spt:80062.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 80064[16:MRR:157.0,80063.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80065[16:MRR:151.0,80063.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80066[16:MRR:167.1,80063.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 80068[16:MRR:80026.1,80064.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 80069[16:MRR:80025.1,80065.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 80070[16:MRR:80024.1,80066.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 80071[17:Spt:80068.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 80072[17:MRR:186.1,80071.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80073[17:MRR:177.0,80071.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80075[17:MRR:80070.0,80072.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80076[17:MRR:124.0,80075.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80080[17:MRR:80069.0,80073.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80084[17:MRR:80076.0,80080.0] || -> . % 3.65/3.85 80085[17:Spt:80084.0,80068.0,80071.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80086[17:Spt:80084.0,80068.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80087[17:MRR:130.1,80086.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80088[17:MRR:80070.1,80087.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80090[17:MRR:180.0,80088.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80091[17:MRR:80069.0,80090.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80094[17:MRR:121.0,121.1,80086.0,80091.0] || -> . % 3.65/3.85 80095[16:Spt:80094.0,80062.0,80063.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80096[16:Spt:80094.0,80062.1] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80097[16:MRR:139.1,80096.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 80098[16:MRR:80024.2,80097.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.85 80099[16:MRR:123.0,80096.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80100[16:MRR:80025.2,80099.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 80101[16:MRR:129.0,80096.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80102[16:MRR:80026.2,80101.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 80104[17:Spt:80098.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80105[17:MRR:186.0,80104.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80106[17:MRR:180.0,80104.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80108[17:MRR:80102.0,80105.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80111[17:MRR:149.0,80108.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80112[17:MRR:80100.0,80106.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80115[17:MRR:80111.0,80112.0] || -> . % 3.65/3.85 80116[17:Spt:80115.0,80098.0,80104.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80117[17:Spt:80115.0,80098.1] || -> pigeon_5_in_hole_6*. % 3.65/3.85 80118[17:MRR:158.0,80117.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 80119[17:MRR:80102.1,80118.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 80121[17:MRR:177.0,80119.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80122[17:MRR:80100.0,80121.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80123[17:MRR:152.0,152.1,80117.0,80122.0] || -> . % 3.65/3.85 80125[11:Spt:80123.0,79632.4,79638.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.85 80126[11:Spt:80123.0,79632.0,79632.1,79632.2,79632.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 80127[12:Spt:80126.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 80128[12:MRR:191.1,80127.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80129[12:MRR:184.0,80127.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80130[12:MRR:178.0,80127.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80131[12:MRR:190.1,80127.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 80132[12:MRR:193.1,80127.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 80133[12:MRR:79635.0,80128.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80134[12:MRR:79637.0,80129.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80135[12:MRR:79636.0,80130.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80136[12:MRR:79633.0,80131.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80137[12:MRR:79634.0,80132.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80138[13:Spt:80133.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 80139[13:MRR:158.0,80138.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80140[13:MRR:152.0,80138.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80142[13:MRR:167.0,80138.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80143[13:MRR:172.1,80138.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 80144[13:MRR:80134.0,80139.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80145[13:MRR:80135.0,80140.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80146[13:MRR:80136.0,80142.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80147[13:MRR:80137.0,80143.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80148[14:Spt:80144.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80150[14:MRR:121.0,80148.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80151[14:MRR:129.1,80148.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80153[14:MRR:132.1,80148.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80154[14:MRR:80145.0,80150.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80155[14:MRR:80146.0,80151.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80156[14:MRR:80147.0,80153.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80157[15:Spt:80154.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80160[15:MRR:95.1,80157.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 80161[15:MRR:98.1,80157.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80163[15:MRR:80155.0,80160.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80164[15:MRR:57.1,80163.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80169[15:MRR:80156.0,80161.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80174[15:MRR:80164.0,80169.0] || -> . % 3.65/3.85 80175[15:Spt:80174.0,80154.0,80157.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80176[15:Spt:80174.0,80154.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80177[15:MRR:39.1,80176.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80178[15:MRR:80155.1,80177.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80181[15:MRR:113.1,80178.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80183[15:MRR:80156.0,80181.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80186[15:MRR:42.0,42.1,80183.0,80176.0] || -> . % 3.65/3.85 80188[14:Spt:80186.0,80144.0,80148.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80189[14:Spt:80186.0,80144.1,80144.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80190[15:Spt:80189.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80191[15:MRR:93.0,80190.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80192[15:MRR:101.1,80190.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80194[15:MRR:104.1,80190.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 80196[15:MRR:80145.1,80191.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 80197[15:MRR:80146.1,80192.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80198[15:MRR:80147.1,80194.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 80199[16:Spt:80196.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80201[16:MRR:123.1,80199.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80203[16:MRR:126.1,80199.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80204[16:MRR:80197.0,80201.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80209[16:MRR:57.1,80204.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80210[16:MRR:80198.0,80203.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80215[16:MRR:80209.0,80210.0] || -> . % 3.65/3.85 80216[16:Spt:80215.0,80196.0,80199.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80217[16:Spt:80215.0,80196.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80218[16:MRR:39.1,80217.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80219[16:MRR:80197.1,80218.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80222[16:MRR:141.1,80219.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80223[16:MRR:80198.0,80222.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80225[16:MRR:42.0,42.1,80223.0,80217.0] || -> . % 3.65/3.85 80228[15:Spt:80225.0,80189.0,80190.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80229[15:Spt:80225.0,80189.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80230[15:MRR:45.1,80229.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 80231[15:MRR:80146.2,80230.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 80232[15:MRR:48.1,80229.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80233[15:MRR:80147.2,80232.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 80234[15:MRR:37.0,80229.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80235[15:MRR:80145.2,80234.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 80238[16:Spt:80231.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80239[16:MRR:123.0,80238.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80240[16:MRR:141.1,80238.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80243[16:MRR:80235.0,80239.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80245[16:MRR:98.1,80243.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80248[16:MRR:80233.0,80240.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80252[16:MRR:80245.0,80248.0] || -> . % 3.65/3.85 80253[16:Spt:80252.0,80231.0,80238.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80254[16:Spt:80252.0,80231.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80255[16:MRR:95.0,80254.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80256[16:MRR:80235.1,80255.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80257[16:MRR:126.1,80256.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80260[16:MRR:80233.0,80257.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80263[16:MRR:113.0,113.1,80260.0,80254.0] || -> . % 3.65/3.85 80264[13:Spt:80263.0,80133.0,80138.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 80265[13:Spt:80263.0,80133.1,80133.2,80133.3] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80266[14:Spt:80265.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80267[14:MRR:139.0,80266.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80268[14:MRR:124.0,80266.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80269[14:MRR:144.1,80266.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80271[14:MRR:130.0,80266.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80272[14:MRR:80136.1,80267.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80273[14:MRR:80135.1,80268.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80274[14:MRR:80137.1,80269.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80275[14:MRR:80134.1,80271.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80276[15:Spt:80272.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 80277[15:MRR:157.0,80276.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80278[15:MRR:151.0,80276.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80280[15:MRR:169.1,80276.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 80281[15:MRR:80275.0,80277.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80282[15:MRR:80273.0,80278.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80283[15:MRR:80274.0,80280.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80284[16:Spt:80281.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80286[16:MRR:104.1,80284.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80289[16:MRR:93.0,80284.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80290[16:MRR:80283.0,80286.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80293[16:MRR:42.0,80290.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80296[16:MRR:80282.0,80289.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80301[16:MRR:80293.0,80296.0] || -> . % 3.65/3.85 80302[16:Spt:80301.0,80281.0,80284.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80303[16:Spt:80301.0,80281.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80304[16:MRR:48.1,80303.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80305[16:MRR:80283.1,80304.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80307[16:MRR:98.0,80305.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80310[16:MRR:80282.0,80307.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80313[16:MRR:37.0,37.1,80303.0,80310.0] || -> . % 3.65/3.85 80315[15:Spt:80313.0,80272.0,80276.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80316[15:Spt:80313.0,80272.1,80272.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80317[16:Spt:80316.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80318[16:MRR:101.0,80317.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80319[16:MRR:113.1,80317.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 80322[16:MRR:95.0,80317.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80323[16:MRR:80275.1,80318.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 80324[16:MRR:80274.1,80319.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 80325[16:MRR:80273.1,80322.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 80326[17:Spt:80323.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80327[17:MRR:149.0,80326.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80329[17:MRR:160.1,80326.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80330[17:MRR:80325.0,80327.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80331[17:MRR:42.1,80330.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80336[17:MRR:80324.0,80329.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80341[17:MRR:80331.0,80336.0] || -> . % 3.65/3.85 80342[17:Spt:80341.0,80323.0,80326.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 80343[17:Spt:80341.0,80323.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80344[17:MRR:37.0,80343.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80345[17:MRR:80325.1,80344.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80347[17:MRR:154.1,80345.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80348[17:MRR:80324.0,80347.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80352[17:MRR:48.0,48.1,80348.0,80343.0] || -> . % 3.65/3.85 80353[16:Spt:80352.0,80316.0,80317.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80354[16:Spt:80352.0,80316.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80355[16:MRR:39.0,80354.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 80356[16:MRR:80273.2,80355.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 80357[16:MRR:57.1,80354.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80358[16:MRR:80274.2,80357.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.65/3.85 80361[16:MRR:45.0,80354.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80362[16:MRR:80275.2,80361.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 80363[17:Spt:80356.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80364[17:MRR:149.1,80363.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 80365[17:MRR:154.1,80363.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80367[17:MRR:80362.0,80364.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80370[17:MRR:104.1,80367.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80372[17:MRR:80358.0,80365.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80376[17:MRR:80370.0,80372.0] || -> . % 3.65/3.85 80377[17:Spt:80376.0,80356.0,80363.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80378[17:Spt:80376.0,80356.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80379[17:MRR:93.1,80378.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80380[17:MRR:80362.1,80379.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80381[17:MRR:160.1,80380.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80383[17:MRR:80358.0,80381.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80385[17:MRR:98.0,98.1,80383.0,80378.0] || -> . % 3.65/3.85 80387[14:Spt:80385.0,80265.0,80266.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 80388[14:Spt:80385.0,80265.1,80265.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80389[15:Spt:80388.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80390[15:MRR:102.0,80389.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80391[15:MRR:116.1,80389.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 80392[15:MRR:96.0,80389.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80394[15:MRR:111.0,80389.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80395[15:MRR:80134.2,80390.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 80396[15:MRR:80137.2,80391.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 80397[15:MRR:80135.2,80392.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 80398[15:MRR:80136.2,80394.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80399[16:Spt:80395.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80400[16:MRR:149.0,80399.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80402[16:MRR:160.1,80399.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 80403[16:MRR:157.1,80399.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80404[16:MRR:80397.0,80400.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 80405[16:MRR:80396.0,80402.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 80406[16:MRR:80398.0,80403.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80407[17:Spt:80404.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80408[17:MRR:123.1,80407.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80410[17:MRR:126.1,80407.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80412[17:MRR:80406.0,80408.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80414[17:MRR:57.1,80412.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80418[17:MRR:80405.0,80410.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80423[17:MRR:80414.0,80418.0] || -> . % 3.65/3.85 80424[17:Spt:80423.0,80404.0,80407.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80425[17:Spt:80423.0,80404.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80426[17:MRR:39.1,80425.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80427[17:MRR:80406.1,80426.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80429[17:MRR:141.1,80427.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80431[17:MRR:80405.0,80429.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80435[17:MRR:42.0,42.1,80431.0,80425.0] || -> . % 3.65/3.85 80436[16:Spt:80435.0,80395.0,80399.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80437[16:Spt:80435.0,80395.1,80395.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 80438[17:Spt:80437.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80439[17:MRR:121.0,80438.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80440[17:MRR:129.1,80438.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80442[17:MRR:132.1,80438.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80443[17:MRR:80397.1,80439.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 80444[17:MRR:80398.1,80440.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 80445[17:MRR:80396.1,80442.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 80446[18:Spt:80443.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80448[18:MRR:154.1,80446.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80449[18:MRR:151.1,80446.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80450[18:MRR:80445.0,80448.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80451[18:MRR:57.0,80450.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80456[18:MRR:80444.0,80449.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80461[18:MRR:80451.0,80456.0] || -> . % 3.65/3.85 80462[18:Spt:80461.0,80443.0,80446.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80463[18:Spt:80461.0,80443.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80464[18:MRR:42.1,80463.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 80465[18:MRR:80445.1,80464.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 80467[18:MRR:169.0,80465.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80468[18:MRR:80444.0,80467.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80472[18:MRR:39.0,39.1,80468.0,80463.0] || -> . % 3.65/3.85 80473[17:Spt:80472.0,80437.0,80438.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80474[17:Spt:80472.0,80437.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80475[17:MRR:48.1,80474.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 80476[17:MRR:80396.2,80475.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 80477[17:MRR:45.1,80474.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80478[17:MRR:80398.2,80477.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 80479[17:MRR:37.0,80474.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80480[17:MRR:80397.2,80479.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 80483[18:Spt:80476.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 80484[18:MRR:154.0,80483.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80485[18:MRR:169.0,80483.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80487[18:MRR:80480.0,80484.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80490[18:MRR:123.1,80487.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80491[18:MRR:80478.0,80485.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80494[18:MRR:80490.0,80491.0] || -> . % 3.65/3.85 80495[18:Spt:80494.0,80476.0,80483.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80496[18:Spt:80494.0,80476.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 80497[18:MRR:126.0,80496.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80498[18:MRR:80480.1,80497.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 80499[18:MRR:151.1,80498.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80501[18:MRR:80478.0,80499.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80503[18:MRR:141.0,141.1,80496.0,80501.0] || -> . % 3.65/3.85 80504[15:Spt:80503.0,80388.0,80389.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 80505[15:Spt:80503.0,80388.1] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80506[15:MRR:60.1,80505.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 80507[15:MRR:55.0,80505.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 80508[15:MRR:46.0,80505.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 80509[15:MRR:40.0,80505.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 80511[15:MRR:80134.3,80508.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 80512[15:MRR:80137.3,80506.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 80513[15:MRR:80135.3,80509.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 80514[15:MRR:80136.3,80507.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 80515[16:Spt:80511.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 80516[16:MRR:157.1,80515.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80517[16:MRR:160.1,80515.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 80519[16:MRR:149.0,80515.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80520[16:MRR:80514.0,80516.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 80521[16:MRR:80512.0,80517.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4*. % 3.65/3.85 80522[16:MRR:80513.0,80519.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 80523[17:Spt:80520.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80524[17:MRR:123.0,80523.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80526[17:MRR:141.1,80523.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80528[17:MRR:80522.0,80524.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80530[17:MRR:98.1,80528.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80533[17:MRR:80521.0,80526.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80537[17:MRR:80530.0,80533.0] || -> . % 3.65/3.85 80538[17:Spt:80537.0,80520.0,80523.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80539[17:Spt:80537.0,80520.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80540[17:MRR:95.0,80539.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80541[17:MRR:80522.1,80540.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80542[17:MRR:126.1,80541.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 80545[17:MRR:80521.0,80542.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80546[17:MRR:113.0,113.1,80545.0,80539.0] || -> . % 3.65/3.85 80549[16:Spt:80546.0,80511.0,80515.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80550[16:Spt:80546.0,80511.1,80511.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 80551[17:Spt:80550.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80552[17:MRR:129.1,80551.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80553[17:MRR:121.0,80551.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80555[17:MRR:132.1,80551.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80556[17:MRR:80514.1,80552.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 80557[17:MRR:80513.1,80553.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 80558[17:MRR:80512.1,80555.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.65/3.85 80559[18:Spt:80556.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 80560[18:MRR:169.1,80559.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80561[18:MRR:151.0,80559.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80563[18:MRR:80558.0,80560.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80564[18:MRR:98.0,80563.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80568[18:MRR:80557.0,80561.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80572[18:MRR:80564.0,80568.0] || -> . % 3.65/3.85 80573[18:Spt:80572.0,80556.0,80559.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80574[18:Spt:80572.0,80556.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80575[18:MRR:113.1,80574.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 80576[18:MRR:80558.1,80575.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 80578[18:MRR:154.0,80576.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80579[18:MRR:80557.0,80578.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80582[18:MRR:95.0,95.1,80574.0,80579.0] || -> . % 3.65/3.85 80583[17:Spt:80582.0,80550.0,80551.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80584[17:Spt:80582.0,80550.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80585[17:MRR:104.1,80584.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 80586[17:MRR:80512.2,80585.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 80587[17:MRR:93.0,80584.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80588[17:MRR:80513.2,80587.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 80589[17:MRR:101.1,80584.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 80590[17:MRR:80514.2,80589.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 80592[18:Spt:80586.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 80593[18:MRR:169.0,80592.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 80594[18:MRR:154.0,80592.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80596[18:MRR:80590.0,80593.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80599[18:MRR:123.0,80596.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80600[18:MRR:80588.0,80594.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80603[18:MRR:80599.0,80600.0] || -> . % 3.65/3.85 80604[18:Spt:80603.0,80586.0,80592.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 80605[18:Spt:80603.0,80586.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 80606[18:MRR:141.0,80605.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80607[18:MRR:80590.1,80606.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 80609[18:MRR:151.0,80607.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 80610[18:MRR:80588.0,80609.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80611[18:MRR:126.0,126.1,80605.0,80610.0] || -> . % 3.65/3.85 80613[12:Spt:80611.0,80126.0,80127.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 80614[12:Spt:80611.0,80126.1,80126.2,80126.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 80615[13:Spt:80614.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 80616[13:MRR:165.1,80615.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 80617[13:MRR:162.1,80615.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 80618[13:MRR:150.0,80615.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 80619[13:MRR:156.0,80615.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 80620[13:MRR:163.1,80615.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 80621[13:MRR:79634.1,80616.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80622[13:MRR:79633.1,80617.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80623[13:MRR:79636.1,80618.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80624[13:MRR:79637.1,80619.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80625[13:MRR:79635.1,80620.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80626[14:Spt:80621.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 80627[14:MRR:141.0,80626.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80628[14:MRR:126.0,80626.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80630[14:MRR:132.0,80626.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80631[14:MRR:144.0,80626.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 80632[14:MRR:80622.1,80627.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80633[14:MRR:80623.1,80628.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80634[14:MRR:80624.1,80630.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80635[14:MRR:80625.1,80631.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80636[15:Spt:80632.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80638[15:MRR:95.0,80636.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80639[15:MRR:101.0,80636.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80641[15:MRR:111.1,80636.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 80642[15:MRR:80633.1,80638.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 80643[15:MRR:80634.1,80639.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.85 80644[15:MRR:80635.1,80641.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.85 80645[16:Spt:80642.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80648[16:MRR:37.1,80645.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80649[16:MRR:40.1,80645.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80651[16:MRR:80643.1,80648.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 80652[16:MRR:186.1,80651.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80656[16:MRR:80644.1,80649.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80660[16:MRR:80652.0,80656.0] || -> . % 3.65/3.85 80661[16:Spt:80660.0,80642.1,80645.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80662[16:Spt:80660.0,80642.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 80663[16:MRR:177.1,80662.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80664[16:MRR:80643.0,80663.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80667[16:MRR:46.1,80664.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80669[16:MRR:80644.1,80667.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80672[16:MRR:180.0,180.1,80669.0,80662.0] || -> . % 3.65/3.85 80673[15:Spt:80672.0,80632.1,80636.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80674[15:Spt:80672.0,80632.0,80632.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.85 80675[16:Spt:80674.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 80676[16:MRR:185.0,80675.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80677[16:MRR:195.1,80675.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80678[16:MRR:179.0,80675.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80680[16:MRR:80634.0,80676.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80681[16:MRR:80635.0,80677.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80682[16:MRR:80633.0,80678.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80683[17:Spt:80680.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80685[17:MRR:93.0,80683.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 80687[17:MRR:102.1,80683.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 80688[17:MRR:80682.0,80685.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80690[17:MRR:40.1,80688.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80694[17:MRR:80681.0,80687.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80699[17:MRR:80690.0,80694.0] || -> . % 3.65/3.85 80700[17:Spt:80699.0,80680.0,80683.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80701[17:Spt:80699.0,80680.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80702[17:MRR:37.0,80701.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80703[17:MRR:80682.1,80702.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80706[17:MRR:96.1,80703.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 80707[17:MRR:80681.0,80706.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80711[17:MRR:46.0,46.1,80707.0,80701.0] || -> . % 3.65/3.85 80712[16:Spt:80711.0,80674.0,80675.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 80713[16:Spt:80711.0,80674.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80714[16:MRR:39.0,80713.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 80715[16:MRR:80633.2,80714.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 80716[16:MRR:55.1,80713.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80717[16:MRR:80635.2,80716.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 80719[16:MRR:45.0,80713.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80720[16:MRR:80634.2,80719.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 80722[17:Spt:80715.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 80723[17:MRR:177.1,80722.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80724[17:MRR:180.1,80722.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80726[17:MRR:80720.0,80723.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80727[17:MRR:102.1,80726.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 80731[17:MRR:80717.0,80724.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80735[17:MRR:80727.0,80731.0] || -> . % 3.65/3.85 80736[17:Spt:80735.0,80715.0,80722.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80737[17:Spt:80735.0,80715.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80738[17:MRR:93.1,80737.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80739[17:MRR:80720.1,80738.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 80741[17:MRR:186.1,80739.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80742[17:MRR:80717.0,80741.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80745[17:MRR:96.0,96.1,80742.0,80737.0] || -> . % 3.65/3.85 80746[14:Spt:80745.0,80621.1,80626.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 80747[14:Spt:80745.0,80621.0,80621.2,80621.3] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80748[15:Spt:80747.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 80749[15:MRR:182.0,80748.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80750[15:MRR:188.0,80748.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80751[15:MRR:200.0,80748.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80752[15:MRR:197.0,80748.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 80753[15:MRR:80623.0,80749.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80754[15:MRR:80624.0,80750.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80755[15:MRR:80625.0,80751.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80756[15:MRR:80622.0,80752.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80757[16:Spt:80753.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80758[16:MRR:123.1,80757.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80760[16:MRR:121.1,80757.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80761[16:MRR:124.1,80757.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 80762[16:MRR:80756.0,80758.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 80763[16:MRR:80754.0,80760.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 80764[16:MRR:80755.0,80761.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 80765[17:Spt:80762.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80766[17:MRR:111.1,80765.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 80768[17:MRR:101.0,80765.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80771[17:MRR:80764.0,80766.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80776[17:MRR:46.0,80771.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80777[17:MRR:80763.0,80768.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80782[17:MRR:80776.0,80777.0] || -> . % 3.65/3.85 80783[17:Spt:80782.0,80762.0,80765.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 80784[17:Spt:80782.0,80762.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80785[17:MRR:55.1,80784.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80786[17:MRR:80764.1,80785.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80787[17:MRR:102.0,80786.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 80791[17:MRR:80763.0,80787.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80793[17:MRR:45.0,45.1,80784.0,80791.0] || -> . % 3.65/3.85 80796[16:Spt:80793.0,80753.0,80757.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80797[16:Spt:80793.0,80753.1,80753.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 80798[17:Spt:80797.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 80799[17:MRR:95.1,80798.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80800[17:MRR:96.1,80798.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 80802[17:MRR:93.1,80798.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80804[17:MRR:80756.1,80799.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80805[17:MRR:80755.1,80800.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.85 80806[17:MRR:80754.1,80802.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 80807[18:Spt:80804.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80809[18:MRR:129.0,80807.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80810[18:MRR:139.1,80807.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80811[18:MRR:80806.0,80809.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80812[18:MRR:46.1,80811.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80817[18:MRR:80805.0,80810.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80822[18:MRR:80812.0,80817.0] || -> . % 3.65/3.85 80823[18:Spt:80822.0,80804.0,80807.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80824[18:Spt:80822.0,80804.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80825[18:MRR:45.0,80824.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80826[18:MRR:80806.1,80825.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80828[18:MRR:130.1,80826.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80829[18:MRR:80805.0,80828.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80833[18:MRR:55.0,55.1,80829.0,80824.0] || -> . % 3.65/3.85 80834[17:Spt:80833.0,80797.0,80798.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80835[17:Spt:80833.0,80797.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80836[17:MRR:37.1,80835.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 80837[17:MRR:80754.2,80836.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 80838[17:MRR:40.1,80835.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80839[17:MRR:80755.2,80838.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 80841[17:MRR:39.1,80835.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 80842[17:MRR:80756.2,80841.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 80844[18:Spt:80837.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80845[18:MRR:129.1,80844.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 80846[18:MRR:130.1,80844.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80848[18:MRR:80842.0,80845.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 80852[18:MRR:111.1,80848.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 80853[18:MRR:80839.0,80846.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80857[18:MRR:80852.0,80853.0] || -> . % 3.65/3.85 80858[18:Spt:80857.0,80837.0,80844.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80859[18:Spt:80857.0,80837.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 80860[18:MRR:101.1,80859.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 80861[18:MRR:80842.1,80860.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80862[18:MRR:139.1,80861.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80864[18:MRR:80839.0,80862.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 80865[18:MRR:102.0,102.1,80864.0,80859.0] || -> . % 3.65/3.85 80868[15:Spt:80865.0,80747.0,80748.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 80869[15:Spt:80865.0,80747.1,80747.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 80870[16:Spt:80869.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 80871[16:MRR:113.0,80870.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 80872[16:MRR:116.0,80870.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 80874[16:MRR:104.0,80870.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 80875[16:MRR:98.0,80870.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 80876[16:MRR:80622.2,80871.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80877[16:MRR:80625.2,80872.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.85 80878[16:MRR:80624.2,80874.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 80879[16:MRR:80623.2,80875.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 80880[17:Spt:80876.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 80881[17:MRR:179.0,80880.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80882[17:MRR:185.0,80880.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80883[17:MRR:195.1,80880.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80884[17:MRR:80879.0,80881.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 80885[17:MRR:80878.0,80882.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 80886[17:MRR:80877.0,80883.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.85 80887[18:Spt:80884.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80888[18:MRR:124.1,80887.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 80889[18:MRR:121.1,80887.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80892[18:MRR:80886.0,80888.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80893[18:MRR:46.0,80892.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80898[18:MRR:80885.0,80889.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80903[18:MRR:80893.0,80898.0] || -> . % 3.65/3.85 80904[18:Spt:80903.0,80884.0,80887.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80905[18:Spt:80903.0,80884.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80906[18:MRR:40.1,80905.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80907[18:MRR:80886.1,80906.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80908[18:MRR:130.0,80907.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80911[18:MRR:80885.0,80908.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80915[18:MRR:37.0,37.1,80911.0,80905.0] || -> . % 3.65/3.85 80916[17:Spt:80915.0,80876.0,80880.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 80917[17:Spt:80915.0,80876.1,80876.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 80918[18:Spt:80917.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 80919[18:MRR:123.0,80918.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 80920[18:MRR:139.1,80918.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 80921[18:MRR:129.0,80918.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 80923[18:MRR:80879.1,80919.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 80924[18:MRR:80877.1,80920.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.85 80925[18:MRR:80878.1,80921.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.85 80926[19:Spt:80923.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 80927[19:MRR:180.1,80926.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80928[19:MRR:177.1,80926.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80929[19:MRR:80924.0,80927.0] || -> pigeon_5_in_hole_2*. % 3.65/3.85 80934[19:MRR:46.0,80929.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80935[19:MRR:80925.0,80928.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80940[19:MRR:80934.0,80935.0] || -> . % 3.65/3.85 80941[19:Spt:80940.0,80923.0,80926.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80942[19:Spt:80940.0,80923.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 80943[19:MRR:40.1,80942.0] || pigeon_5_in_hole_2* -> . % 3.65/3.85 80944[19:MRR:80924.1,80943.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80945[19:MRR:186.0,80944.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80946[19:MRR:80925.0,80945.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 80947[19:MRR:37.0,37.1,80946.0,80942.0] || -> . % 3.65/3.85 80951[18:Spt:80947.0,80917.0,80918.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 80952[18:Spt:80947.0,80917.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 80953[18:MRR:55.1,80952.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 80954[18:MRR:80877.2,80953.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 80955[18:MRR:45.0,80952.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 80956[18:MRR:80878.2,80955.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 80957[18:MRR:39.0,80952.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 80958[18:MRR:80879.2,80957.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 80961[19:Spt:80954.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 80962[19:MRR:180.0,80961.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 80963[19:MRR:186.0,80961.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80964[19:MRR:80958.0,80962.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 80966[19:MRR:121.1,80964.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 80968[19:MRR:80956.0,80963.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80971[19:MRR:80966.0,80968.0] || -> . % 3.65/3.85 80972[19:Spt:80971.0,80954.0,80961.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 80973[19:Spt:80971.0,80954.1] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80974[19:MRR:124.0,80973.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 80975[19:MRR:80958.1,80974.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 80976[19:MRR:177.1,80975.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 80977[19:MRR:80956.0,80976.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 80979[19:MRR:130.0,130.1,80973.0,80977.0] || -> . % 3.65/3.85 80980[16:Spt:80979.0,80869.0,80870.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 80981[16:Spt:80979.0,80869.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 80982[16:MRR:60.0,80981.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 80983[16:MRR:48.0,80981.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 80984[16:MRR:42.0,80981.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 80985[16:MRR:57.0,80981.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 80987[16:MRR:80622.3,80985.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 80988[16:MRR:80625.3,80982.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 80989[16:MRR:80624.3,80983.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 80990[16:MRR:80623.3,80984.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 80991[17:Spt:80987.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 80992[17:MRR:195.1,80991.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 80993[17:MRR:185.0,80991.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 80994[17:MRR:179.0,80991.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 80995[17:MRR:80988.0,80992.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 80996[17:MRR:80989.0,80993.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 80997[17:MRR:80990.0,80994.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 80998[18:Spt:80995.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 80999[18:MRR:124.0,80998.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81000[18:MRR:130.0,80998.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81003[18:MRR:80997.0,80999.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81007[18:MRR:93.1,81003.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81008[18:MRR:80996.0,81000.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81012[18:MRR:81007.0,81008.0] || -> . % 3.65/3.85 81013[18:Spt:81012.0,80995.0,80998.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 81014[18:Spt:81012.0,80995.1] || -> pigeon_5_in_hole_4*. % 3.65/3.85 81015[18:MRR:96.0,81014.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81016[18:MRR:80997.1,81015.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81017[18:MRR:121.1,81016.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81020[18:MRR:80996.0,81017.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81022[18:MRR:102.0,102.1,81014.0,81020.0] || -> . % 3.65/3.85 81024[17:Spt:81022.0,80987.0,80991.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81025[17:Spt:81022.0,80987.1,80987.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.85 81026[18:Spt:81025.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81027[18:MRR:139.1,81026.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 81028[18:MRR:123.0,81026.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 81029[18:MRR:129.0,81026.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81031[18:MRR:80988.1,81027.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 81032[18:MRR:80990.1,81028.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 81033[18:MRR:80989.1,81029.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 81034[19:Spt:81031.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 81035[19:MRR:186.0,81034.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81036[19:MRR:180.0,81034.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81037[19:MRR:81033.0,81035.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81038[19:MRR:93.0,81037.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81042[19:MRR:81032.0,81036.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81046[19:MRR:81038.0,81042.0] || -> . % 3.65/3.85 81047[19:Spt:81046.0,81031.0,81034.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 81048[19:Spt:81046.0,81031.1] || -> pigeon_5_in_hole_4*. % 3.65/3.85 81049[19:MRR:102.0,81048.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81050[19:MRR:81033.1,81049.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81051[19:MRR:177.0,81050.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81052[19:MRR:81032.0,81051.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81055[19:MRR:96.0,96.1,81048.0,81052.0] || -> . % 3.65/3.85 81056[18:Spt:81055.0,81025.0,81026.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 81057[18:Spt:81055.0,81025.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 81058[18:MRR:101.0,81057.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 81059[18:MRR:80989.2,81058.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 81060[18:MRR:95.0,81057.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81061[18:MRR:80990.2,81060.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 81063[18:MRR:111.1,81057.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 81064[18:MRR:80988.2,81063.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 81065[19:Spt:81059.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81066[19:MRR:186.1,81065.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 81067[19:MRR:177.0,81065.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81068[19:MRR:81064.0,81066.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 81071[19:MRR:124.0,81068.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81072[19:MRR:81061.0,81067.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81075[19:MRR:81071.0,81072.0] || -> . % 3.65/3.85 81076[19:Spt:81075.0,81059.0,81065.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81077[19:Spt:81075.0,81059.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81078[19:MRR:130.1,81077.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 81079[19:MRR:81064.1,81078.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 81080[19:MRR:180.0,81079.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81081[19:MRR:81061.0,81080.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81082[19:MRR:121.0,121.1,81077.0,81081.0] || -> . % 3.65/3.85 81084[13:Spt:81082.0,80614.0,80615.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 81085[13:Spt:81082.0,80614.1,80614.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 81086[14:Spt:81085.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 81087[14:MRR:135.1,81086.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 81088[14:MRR:122.0,81086.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 81089[14:MRR:128.0,81086.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81090[14:MRR:134.1,81086.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 81091[14:MRR:137.1,81086.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 81092[14:MRR:79635.2,81087.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.85 81093[14:MRR:79636.2,81088.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 81094[14:MRR:79637.2,81089.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 81095[14:MRR:79633.2,81090.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 81096[14:MRR:79634.2,81091.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 81097[15:Spt:81092.2] || -> pigeon_5_in_hole_4*. % 3.65/3.85 81098[15:MRR:102.0,81097.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 81099[15:MRR:96.0,81097.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 81101[15:MRR:111.0,81097.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 81102[15:MRR:116.1,81097.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 81103[15:MRR:81094.2,81098.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 81104[15:MRR:81093.2,81099.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81105[15:MRR:81095.2,81101.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81106[15:MRR:81096.2,81102.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 81107[16:Spt:81103.2] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81109[16:MRR:48.1,81107.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81110[16:MRR:45.1,81107.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81111[16:MRR:37.0,81107.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 81113[16:MRR:81106.2,81109.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 81114[16:MRR:81105.2,81110.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.85 81115[16:MRR:81104.2,81111.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 81116[17:Spt:81113.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81117[17:MRR:197.0,81116.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81120[17:MRR:182.0,81116.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81121[17:MRR:81114.0,81117.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81123[17:MRR:151.0,81121.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81126[17:MRR:81115.0,81120.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81130[17:MRR:81123.0,81126.0] || -> . % 3.65/3.85 81131[17:Spt:81130.0,81113.0,81116.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81132[17:Spt:81130.0,81113.1] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81133[17:MRR:169.0,81132.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81134[17:MRR:81114.1,81133.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81135[17:MRR:179.0,81134.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81138[17:MRR:81115.0,81135.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81141[17:MRR:154.0,154.1,81132.0,81138.0] || -> . % 3.65/3.85 81142[16:Spt:81141.0,81103.2,81107.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 81143[16:Spt:81141.0,81103.0,81103.1] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 81144[17:Spt:81143.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81145[17:MRR:188.1,81144.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81146[17:MRR:185.1,81144.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81148[17:MRR:177.0,81144.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81149[17:MRR:81106.0,81145.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 81150[17:MRR:81105.0,81146.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81151[17:MRR:81104.0,81148.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81152[18:Spt:81149.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81153[18:MRR:169.0,81152.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81154[18:MRR:154.0,81152.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81157[18:MRR:81150.0,81153.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81160[18:MRR:39.0,81157.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81162[18:MRR:81151.0,81154.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81166[18:MRR:81160.0,81162.0] || -> . % 3.65/3.85 81167[18:Spt:81166.0,81149.0,81152.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81168[18:Spt:81166.0,81149.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81169[18:MRR:57.0,81168.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81170[18:MRR:81150.1,81169.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81173[18:MRR:151.0,81170.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81174[18:MRR:81151.0,81173.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81176[18:MRR:42.0,42.1,81168.0,81174.0] || -> . % 3.65/3.85 81178[17:Spt:81176.0,81143.0,81144.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81179[17:Spt:81176.0,81143.1] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81180[17:MRR:160.1,81179.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81181[17:MRR:81106.1,81180.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 81182[17:MRR:157.1,81179.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81183[17:MRR:81105.1,81182.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.85 81184[17:MRR:149.0,81179.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81185[17:MRR:81104.1,81184.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 81187[18:Spt:81181.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81188[18:MRR:182.0,81187.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81190[18:MRR:197.0,81187.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81191[18:MRR:81185.0,81188.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81192[18:MRR:39.1,81191.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81196[18:MRR:81183.0,81190.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81200[18:MRR:81192.0,81196.0] || -> . % 3.65/3.85 81201[18:Spt:81200.0,81181.0,81187.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81202[18:Spt:81200.0,81181.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81203[18:MRR:42.0,81202.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81204[18:MRR:81185.1,81203.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81205[18:MRR:179.1,81204.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81207[18:MRR:81183.0,81205.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81210[18:MRR:57.0,57.1,81202.0,81207.0] || -> . % 3.65/3.85 81211[15:Spt:81210.0,81092.2,81097.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 81212[15:Spt:81210.0,81092.0,81092.1,81092.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.85 81213[16:Spt:81212.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 81214[16:MRR:200.1,81213.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81215[16:MRR:180.0,81213.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81216[16:MRR:195.0,81213.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81217[16:MRR:186.0,81213.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81218[16:MRR:81096.0,81214.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 81219[16:MRR:81093.0,81215.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 81220[16:MRR:81095.0,81216.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 81221[16:MRR:81094.0,81217.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 81222[17:Spt:81218.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81223[17:MRR:160.0,81222.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81225[17:MRR:154.0,81222.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81226[17:MRR:169.0,81222.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81227[17:MRR:81221.0,81223.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 81228[17:MRR:81219.0,81225.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 81229[17:MRR:81220.0,81226.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 81230[18:Spt:81227.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81231[18:MRR:101.1,81230.0] || pigeon_4_in_hole_4* -> . % 3.65/3.85 81233[18:MRR:93.0,81230.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81235[18:MRR:81229.0,81231.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81236[18:MRR:39.0,81235.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81241[18:MRR:81228.0,81233.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81246[18:MRR:81236.0,81241.0] || -> . % 3.65/3.85 81247[18:Spt:81246.0,81227.0,81230.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81248[18:Spt:81246.0,81227.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81249[18:MRR:45.1,81248.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81250[18:MRR:81229.1,81249.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 81251[18:MRR:95.0,81250.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81254[18:MRR:81228.0,81251.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81255[18:MRR:37.0,37.1,81248.0,81254.0] || -> . % 3.65/3.85 81259[17:Spt:81255.0,81218.0,81222.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81260[17:Spt:81255.0,81218.1,81218.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 81261[18:Spt:81260.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81262[18:MRR:104.0,81261.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 81263[18:MRR:113.0,81261.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 81265[18:MRR:98.0,81261.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 81266[18:MRR:81221.1,81262.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 81267[18:MRR:81220.1,81263.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81268[18:MRR:81219.1,81265.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81269[19:Spt:81266.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81270[19:MRR:157.1,81269.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81271[19:MRR:149.0,81269.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81273[19:MRR:81267.0,81270.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81278[19:MRR:39.0,81273.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81279[19:MRR:81268.0,81271.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81284[19:MRR:81278.0,81279.0] || -> . % 3.65/3.85 81285[19:Spt:81284.0,81266.0,81269.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81286[19:Spt:81284.0,81266.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81287[19:MRR:45.1,81286.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81288[19:MRR:81267.1,81287.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81290[19:MRR:151.0,81288.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81291[19:MRR:81268.0,81290.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81295[19:MRR:37.0,37.1,81286.0,81291.0] || -> . % 3.65/3.85 81296[18:Spt:81295.0,81260.0,81261.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 81297[18:Spt:81295.0,81260.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81298[18:MRR:57.0,81297.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81299[18:MRR:81220.2,81298.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 81300[18:MRR:42.0,81297.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81301[18:MRR:81219.2,81300.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 81302[18:MRR:48.0,81297.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81303[18:MRR:81221.2,81302.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 81306[19:Spt:81299.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81307[19:MRR:157.0,81306.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81308[19:MRR:151.0,81306.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81310[19:MRR:81303.0,81307.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81311[19:MRR:93.0,81310.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81314[19:MRR:81301.0,81308.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81317[19:MRR:81311.0,81314.0] || -> . % 3.65/3.85 81318[19:Spt:81317.0,81299.0,81306.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81319[19:Spt:81317.0,81299.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 81320[19:MRR:101.0,81319.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81321[19:MRR:81303.1,81320.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81323[19:MRR:149.0,81321.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81324[19:MRR:81301.0,81323.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81326[19:MRR:95.0,95.1,81319.0,81324.0] || -> . % 3.65/3.85 81327[16:Spt:81326.0,81212.0,81213.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 81328[16:Spt:81326.0,81212.1,81212.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.85 81329[17:Spt:81328.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 81330[17:MRR:167.0,81329.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81331[17:MRR:158.0,81329.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81332[17:MRR:152.0,81329.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81333[17:MRR:172.1,81329.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81334[17:MRR:81095.1,81330.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 81335[17:MRR:81094.1,81331.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 81336[17:MRR:81093.1,81332.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 81337[17:MRR:81096.1,81333.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 81338[18:Spt:81334.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81339[18:MRR:197.1,81338.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81340[18:MRR:179.0,81338.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81341[18:MRR:185.0,81338.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81342[18:MRR:81337.0,81339.0] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_2*. % 3.65/3.85 81343[18:MRR:81336.0,81340.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.85 81344[18:MRR:81335.0,81341.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.85 81345[19:Spt:81342.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81346[19:MRR:98.0,81345.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81349[19:MRR:104.0,81345.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81350[19:MRR:81343.0,81346.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81355[19:MRR:37.1,81350.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81356[19:MRR:81344.0,81349.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81361[19:MRR:81355.0,81356.0] || -> . % 3.65/3.85 81362[19:Spt:81361.0,81342.0,81345.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 81363[19:Spt:81361.0,81342.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81364[19:MRR:42.0,81363.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81365[19:MRR:81343.1,81364.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81366[19:MRR:93.1,81365.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81369[19:MRR:81344.0,81366.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81372[19:MRR:48.0,48.1,81363.0,81369.0] || -> . % 3.65/3.85 81374[18:Spt:81372.0,81334.0,81338.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81375[18:Spt:81372.0,81334.1,81334.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.85 81376[19:Spt:81375.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 81377[19:MRR:113.1,81376.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 81378[19:MRR:95.0,81376.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 81380[19:MRR:101.0,81376.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 81381[19:MRR:81337.1,81377.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 81382[19:MRR:81336.1,81378.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 81383[19:MRR:81335.1,81380.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.85 81384[20:Spt:81381.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81385[20:MRR:182.0,81384.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81386[20:MRR:188.0,81384.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81387[20:MRR:81382.0,81385.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81389[20:MRR:37.1,81387.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81393[20:MRR:81383.0,81386.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81398[20:MRR:81389.0,81393.0] || -> . % 3.65/3.85 81399[20:Spt:81398.0,81381.0,81384.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81400[20:Spt:81398.0,81381.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81401[20:MRR:42.0,81400.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81402[20:MRR:81382.1,81401.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81403[20:MRR:177.1,81402.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81404[20:MRR:81383.0,81403.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81406[20:MRR:48.0,48.1,81400.0,81404.0] || -> . % 3.65/3.85 81409[19:Spt:81406.0,81375.0,81376.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 81410[19:Spt:81406.0,81375.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81411[19:MRR:39.0,81410.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 81412[19:MRR:81336.2,81411.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 81413[19:MRR:45.0,81410.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81414[19:MRR:81335.2,81413.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 81415[19:MRR:57.1,81410.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81416[19:MRR:81337.2,81415.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.65/3.85 81419[20:Spt:81412.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81420[20:MRR:182.1,81419.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81421[20:MRR:177.1,81419.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81422[20:MRR:81416.0,81420.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81423[20:MRR:104.0,81422.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81426[20:MRR:81414.0,81421.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81429[20:MRR:81423.0,81426.0] || -> . % 3.65/3.85 81430[20:Spt:81429.0,81412.0,81419.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81431[20:Spt:81429.0,81412.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81432[20:MRR:98.1,81431.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 81433[20:MRR:81416.1,81432.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81434[20:MRR:188.0,81433.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81435[20:MRR:81414.0,81434.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81437[20:MRR:93.0,93.1,81435.0,81431.0] || -> . % 3.65/3.85 81438[17:Spt:81437.0,81328.0,81329.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 81439[17:Spt:81437.0,81328.1] || -> pigeon_5_in_hole_2*. % 3.65/3.85 81440[17:MRR:40.0,81439.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 81441[17:MRR:46.0,81439.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 81442[17:MRR:60.1,81439.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81444[17:MRR:55.0,81439.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81445[17:MRR:81095.3,81444.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 81446[17:MRR:81094.3,81441.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 81447[17:MRR:81093.3,81440.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 81448[17:MRR:81096.3,81442.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.65/3.85 81449[18:Spt:81445.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81450[18:MRR:185.0,81449.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81451[18:MRR:179.0,81449.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81452[18:MRR:197.1,81449.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81453[18:MRR:81446.0,81450.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.85 81454[18:MRR:81447.0,81451.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 81455[18:MRR:81448.0,81452.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_4*. % 3.65/3.85 81456[19:Spt:81453.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81458[19:MRR:149.0,81456.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81459[19:MRR:160.1,81456.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81460[19:MRR:81454.0,81458.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81461[19:MRR:98.1,81460.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 81465[19:MRR:81455.0,81459.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81469[19:MRR:81461.0,81465.0] || -> . % 3.65/3.85 81470[19:Spt:81469.0,81453.0,81456.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81471[19:Spt:81469.0,81453.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81472[19:MRR:93.0,81471.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81473[19:MRR:81454.1,81472.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81475[19:MRR:154.1,81473.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81476[19:MRR:81455.0,81475.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81478[19:MRR:104.0,104.1,81476.0,81471.0] || -> . % 3.65/3.85 81480[18:Spt:81478.0,81445.0,81449.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81481[18:Spt:81478.0,81445.1,81445.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.85 81482[19:Spt:81481.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81483[19:MRR:157.0,81482.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81484[19:MRR:151.0,81482.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81485[19:MRR:169.1,81482.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81486[19:MRR:81446.1,81483.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 81487[19:MRR:81447.1,81484.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 81488[19:MRR:81448.1,81485.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_4*. % 3.65/3.85 81489[20:Spt:81486.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81490[20:MRR:177.0,81489.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81491[20:MRR:188.1,81489.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81492[20:MRR:81487.0,81490.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 81496[20:MRR:98.1,81492.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 81497[20:MRR:81488.0,81491.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81501[20:MRR:81496.0,81497.0] || -> . % 3.65/3.85 81502[20:Spt:81501.0,81486.0,81489.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81503[20:Spt:81501.0,81486.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 81504[20:MRR:93.0,81503.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 81505[20:MRR:81487.1,81504.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81506[20:MRR:182.1,81505.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81507[20:MRR:81488.0,81506.0] || -> pigeon_7_in_hole_4*. % 3.65/3.85 81509[20:MRR:104.0,104.1,81507.0,81503.0] || -> . % 3.65/3.85 81511[19:Spt:81509.0,81481.0,81482.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81512[19:Spt:81509.0,81481.1] || -> pigeon_4_in_hole_4*. % 3.65/3.85 81513[19:MRR:95.0,81512.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 81514[19:MRR:81447.2,81513.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 81515[19:MRR:113.1,81512.0] || pigeon_7_in_hole_4* -> . % 3.65/3.85 81516[19:MRR:81448.2,81515.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 81517[19:MRR:101.0,81512.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 81518[19:MRR:81446.2,81517.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 81520[20:Spt:81514.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81521[20:MRR:177.1,81520.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81522[20:MRR:182.1,81520.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81523[20:MRR:81518.0,81521.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81524[20:MRR:160.1,81523.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81526[20:MRR:81516.0,81522.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81528[20:MRR:81524.0,81526.0] || -> . % 3.65/3.85 81529[20:Spt:81528.0,81514.0,81520.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81530[20:Spt:81528.0,81514.1] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81531[20:MRR:149.1,81530.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81532[20:MRR:81518.1,81531.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81533[20:MRR:188.1,81532.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81534[20:MRR:81516.0,81533.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81535[20:MRR:154.0,154.1,81534.0,81530.0] || -> . % 3.65/3.85 81536[14:Spt:81535.0,81085.0,81086.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 81537[14:Spt:81535.0,81085.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 81538[14:MRR:94.0,81537.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 81539[14:MRR:109.1,81537.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.85 81540[14:MRR:100.0,81537.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 81541[14:MRR:106.1,81537.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 81542[14:MRR:107.1,81537.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 81543[14:MRR:79635.3,81542.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.85 81544[14:MRR:79636.3,81538.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 81545[14:MRR:79637.3,81540.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 81546[14:MRR:79633.3,81541.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 81547[14:MRR:79634.3,81539.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 81548[15:Spt:81543.3] || -> pigeon_5_in_hole_2*. % 3.65/3.85 81549[15:MRR:40.0,81548.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 81550[15:MRR:46.0,81548.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 81551[15:MRR:60.1,81548.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81553[15:MRR:55.0,81548.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81554[15:MRR:81544.3,81549.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 81555[15:MRR:81545.3,81550.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 81556[15:MRR:81547.3,81551.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 81557[15:MRR:81546.3,81553.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 81558[16:Spt:81554.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81559[16:MRR:182.1,81558.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81560[16:MRR:177.1,81558.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81561[16:MRR:179.1,81558.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81563[16:MRR:81556.0,81559.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 81564[16:MRR:81555.0,81560.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 81565[16:MRR:81557.0,81561.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 81566[17:Spt:81563.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81567[17:MRR:160.0,81566.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81569[17:MRR:169.0,81566.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81571[17:MRR:81564.0,81567.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81574[17:MRR:129.1,81571.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 81576[17:MRR:81565.0,81569.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81580[17:MRR:81574.0,81576.0] || -> . % 3.65/3.85 81581[17:Spt:81580.0,81563.0,81566.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81582[17:Spt:81580.0,81563.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 81583[17:MRR:132.0,81582.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81584[17:MRR:81564.1,81583.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81586[17:MRR:157.1,81584.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81588[17:MRR:81565.0,81586.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81589[17:MRR:141.0,141.1,81582.0,81588.0] || -> . % 3.65/3.85 81592[16:Spt:81589.0,81554.0,81558.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81593[16:Spt:81589.0,81554.1,81554.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 81594[17:Spt:81593.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81595[17:MRR:154.1,81594.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81596[17:MRR:149.1,81594.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81597[17:MRR:151.1,81594.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81599[17:MRR:81556.1,81595.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.65/3.85 81600[17:MRR:81555.1,81596.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 81601[17:MRR:81557.1,81597.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.85 81602[18:Spt:81599.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81603[18:MRR:188.0,81602.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81604[18:MRR:197.0,81602.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81606[18:MRR:81600.0,81603.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81608[18:MRR:129.1,81606.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 81611[18:MRR:81601.0,81604.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81615[18:MRR:81608.0,81611.0] || -> . % 3.65/3.85 81616[18:Spt:81615.0,81599.0,81602.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81617[18:Spt:81615.0,81599.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 81618[18:MRR:132.0,81617.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81619[18:MRR:81600.1,81618.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81620[18:MRR:185.1,81619.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81622[18:MRR:81601.0,81620.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81625[18:MRR:141.0,141.1,81617.0,81622.0] || -> . % 3.65/3.85 81626[17:Spt:81625.0,81593.0,81594.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81627[17:Spt:81625.0,81593.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81628[17:MRR:121.1,81627.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81629[17:MRR:81555.2,81628.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 81630[17:MRR:123.1,81627.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 81631[17:MRR:81557.2,81630.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.85 81632[17:MRR:126.1,81627.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 81633[17:MRR:81556.2,81632.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 81635[18:Spt:81629.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81636[18:MRR:188.1,81635.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81638[18:MRR:185.1,81635.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81639[18:MRR:81633.0,81636.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81641[18:MRR:169.0,81639.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81643[18:MRR:81631.0,81638.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81646[18:MRR:81641.0,81643.0] || -> . % 3.65/3.85 81647[18:Spt:81646.0,81629.0,81635.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81648[18:Spt:81646.0,81629.1] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81649[18:MRR:160.1,81648.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81650[18:MRR:81633.1,81649.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81652[18:MRR:197.0,81650.0] || pigeon_4_in_hole_7* -> . % 3.65/3.85 81653[18:MRR:81631.0,81652.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81655[18:MRR:157.0,157.1,81653.0,81648.0] || -> . % 3.65/3.85 81656[15:Spt:81655.0,81543.3,81548.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 81657[15:Spt:81655.0,81543.0,81543.1,81543.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 81658[16:Spt:81657.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 81659[16:MRR:186.0,81658.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81660[16:MRR:200.1,81658.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81661[16:MRR:195.0,81658.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81662[16:MRR:180.0,81658.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81663[16:MRR:81545.0,81659.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 81664[16:MRR:81547.0,81660.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 81665[16:MRR:81546.0,81661.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 81666[16:MRR:81544.0,81662.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 81667[17:Spt:81663.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81668[17:MRR:160.1,81667.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81669[17:MRR:157.1,81667.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81671[17:MRR:149.0,81667.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81672[17:MRR:81664.0,81668.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 81673[17:MRR:81665.0,81669.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 81674[17:MRR:81666.0,81671.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 81675[18:Spt:81672.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 81677[18:MRR:141.0,81675.0] || pigeon_4_in_hole_5* -> . % 3.65/3.85 81678[18:MRR:126.0,81675.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81680[18:MRR:81673.0,81677.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81681[18:MRR:39.0,81680.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81685[18:MRR:81674.0,81678.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81689[18:MRR:81681.0,81685.0] || -> . % 3.65/3.85 81690[18:Spt:81689.0,81672.0,81675.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 81691[18:Spt:81689.0,81672.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81692[18:MRR:57.0,81691.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81693[18:MRR:81673.1,81692.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81695[18:MRR:123.0,81693.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81697[18:MRR:81674.0,81695.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81700[18:MRR:42.0,42.1,81691.0,81697.0] || -> . % 3.65/3.85 81701[17:Spt:81700.0,81663.0,81667.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81702[17:Spt:81700.0,81663.1,81663.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 81703[18:Spt:81702.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81704[18:MRR:132.1,81703.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 81705[18:MRR:129.1,81703.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 81706[18:MRR:121.0,81703.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 81708[18:MRR:81664.1,81704.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 81709[18:MRR:81665.1,81705.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81710[18:MRR:81666.1,81706.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81711[19:Spt:81708.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81712[19:MRR:169.0,81711.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81714[19:MRR:154.0,81711.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81715[19:MRR:81709.0,81712.0] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81719[19:MRR:39.0,81715.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81720[19:MRR:81710.0,81714.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81724[19:MRR:81719.0,81720.0] || -> . % 3.65/3.85 81725[19:Spt:81724.0,81708.0,81711.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81726[19:Spt:81724.0,81708.1] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81727[19:MRR:57.0,81726.0] || pigeon_4_in_hole_2* -> . % 3.65/3.85 81728[19:MRR:81709.1,81727.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81730[19:MRR:151.0,81728.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81731[19:MRR:81710.0,81730.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81732[19:MRR:42.0,42.1,81726.0,81731.0] || -> . % 3.65/3.85 81735[18:Spt:81732.0,81702.0,81703.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81736[18:Spt:81732.0,81702.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81737[18:MRR:45.1,81736.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81738[18:MRR:81665.2,81737.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.85 81739[18:MRR:37.0,81736.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81740[18:MRR:81666.2,81739.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 81741[18:MRR:48.1,81736.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81742[18:MRR:81664.2,81741.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5*. % 3.65/3.85 81744[19:Spt:81738.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81745[19:MRR:169.1,81744.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81746[19:MRR:151.0,81744.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81748[19:MRR:81742.0,81745.0] || -> pigeon_7_in_hole_5*. % 3.65/3.85 81750[19:MRR:126.0,81748.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81752[19:MRR:81740.0,81746.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81755[19:MRR:81750.0,81752.0] || -> . % 3.65/3.85 81756[19:Spt:81755.0,81738.0,81744.0] || pigeon_4_in_hole_6* -> . % 3.65/3.85 81757[19:Spt:81755.0,81738.1] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81758[19:MRR:141.1,81757.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 81759[19:MRR:81742.1,81758.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81760[19:MRR:154.0,81759.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81762[19:MRR:81740.0,81760.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81764[19:MRR:123.0,123.1,81757.0,81762.0] || -> . % 3.65/3.85 81765[16:Spt:81764.0,81657.0,81658.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 81766[16:Spt:81764.0,81657.1,81657.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 81767[17:Spt:81766.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 81768[17:MRR:167.0,81767.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81769[17:MRR:172.1,81767.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81770[17:MRR:152.0,81767.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81771[17:MRR:158.0,81767.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81772[17:MRR:81546.1,81768.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 81773[17:MRR:81547.1,81769.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 81774[17:MRR:81544.1,81770.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 81775[17:MRR:81545.1,81771.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 81776[18:Spt:81772.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81777[18:MRR:185.0,81776.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81778[18:MRR:197.1,81776.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81779[18:MRR:179.0,81776.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81780[18:MRR:81775.0,81777.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.85 81781[18:MRR:81773.0,81778.0] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_2*. % 3.65/3.85 81782[18:MRR:81774.0,81779.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.85 81783[19:Spt:81780.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81785[19:MRR:121.0,81783.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81787[19:MRR:132.1,81783.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 81788[19:MRR:81782.0,81785.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81791[19:MRR:42.1,81788.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81793[19:MRR:81781.0,81787.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81797[19:MRR:81791.0,81793.0] || -> . % 3.65/3.85 81798[19:Spt:81797.0,81780.0,81783.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81799[19:Spt:81797.0,81780.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81800[19:MRR:37.0,81799.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81801[19:MRR:81782.1,81800.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81803[19:MRR:126.1,81801.0] || pigeon_7_in_hole_5* -> . % 3.65/3.85 81805[19:MRR:81781.0,81803.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81807[19:MRR:48.0,48.1,81805.0,81799.0] || -> . % 3.65/3.85 81809[18:Spt:81807.0,81772.0,81776.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81810[18:Spt:81807.0,81772.1,81772.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.85 81811[19:Spt:81810.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 81812[19:MRR:129.0,81811.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81813[19:MRR:123.0,81811.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 81815[19:MRR:141.1,81811.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 81816[19:MRR:81775.1,81812.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.85 81817[19:MRR:81774.1,81813.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 81818[19:MRR:81773.1,81815.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 81819[20:Spt:81816.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81820[20:MRR:188.1,81819.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81821[20:MRR:177.0,81819.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81822[20:MRR:81818.0,81820.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81823[20:MRR:42.0,81822.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81827[20:MRR:81817.0,81821.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81831[20:MRR:81823.0,81827.0] || -> . % 3.65/3.85 81832[20:Spt:81831.0,81816.0,81819.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81833[20:Spt:81831.0,81816.1] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81834[20:MRR:48.1,81833.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81835[20:MRR:81818.1,81834.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81836[20:MRR:182.0,81835.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81837[20:MRR:81817.0,81836.0] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81840[20:MRR:37.0,37.1,81833.0,81837.0] || -> . % 3.65/3.85 81841[19:Spt:81840.0,81810.0,81811.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 81842[19:Spt:81840.0,81810.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81843[19:MRR:57.1,81842.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81844[19:MRR:81773.2,81843.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_5*. % 3.65/3.85 81845[19:MRR:39.0,81842.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81846[19:MRR:81774.2,81845.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 81848[19:MRR:45.0,81842.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81849[19:MRR:81775.2,81848.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 81850[20:Spt:81844.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81851[20:MRR:188.0,81850.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81852[20:MRR:182.0,81850.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81853[20:MRR:81849.0,81851.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 81855[20:MRR:121.0,81853.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 81857[20:MRR:81846.0,81852.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81860[20:MRR:81855.0,81857.0] || -> . % 3.65/3.85 81861[20:Spt:81860.0,81844.0,81850.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81862[20:Spt:81860.0,81844.1] || -> pigeon_7_in_hole_5*. % 3.65/3.85 81863[20:MRR:132.0,81862.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 81864[20:MRR:81849.1,81863.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 81865[20:MRR:177.0,81864.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81866[20:MRR:81846.0,81865.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 81868[20:MRR:126.0,126.1,81862.0,81866.0] || -> . % 3.65/3.85 81869[17:Spt:81868.0,81766.0,81767.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 81870[17:Spt:81868.0,81766.1] || -> pigeon_5_in_hole_5*. % 3.65/3.85 81871[17:MRR:130.0,81870.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 81872[17:MRR:124.0,81870.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 81873[17:MRR:144.1,81870.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.85 81874[17:MRR:139.0,81870.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 81875[17:MRR:81546.2,81874.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81876[17:MRR:81547.2,81873.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 81877[17:MRR:81544.2,81872.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81878[17:MRR:81545.2,81871.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 81879[18:Spt:81875.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81880[18:MRR:179.0,81879.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 81881[18:MRR:197.1,81879.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.85 81882[18:MRR:185.0,81879.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 81883[18:MRR:81877.0,81880.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.85 81884[18:MRR:81876.0,81881.0] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_2*. % 3.65/3.85 81885[18:MRR:81878.0,81882.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.85 81886[19:Spt:81883.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81888[19:MRR:154.1,81886.0] || pigeon_7_in_hole_6* -> . % 3.65/3.85 81889[19:MRR:149.1,81886.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81890[19:MRR:81884.0,81888.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81892[19:MRR:48.0,81890.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81895[19:MRR:81885.0,81889.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81899[19:MRR:81892.0,81895.0] || -> . % 3.65/3.85 81900[19:Spt:81899.0,81883.0,81886.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81901[19:Spt:81899.0,81883.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81902[19:MRR:42.1,81901.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81903[19:MRR:81884.1,81902.0] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81905[19:MRR:160.0,81903.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81906[19:MRR:81885.0,81905.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81909[19:MRR:37.0,37.1,81906.0,81901.0] || -> . % 3.65/3.85 81910[18:Spt:81909.0,81875.0,81879.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 81911[18:Spt:81909.0,81875.1,81875.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.85 81912[19:Spt:81911.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 81913[19:MRR:151.0,81912.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 81914[19:MRR:169.1,81912.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.85 81915[19:MRR:157.0,81912.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 81916[19:MRR:81877.1,81913.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.85 81917[19:MRR:81876.1,81914.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_2*. % 3.65/3.85 81918[19:MRR:81878.1,81915.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.85 81919[20:Spt:81916.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81920[20:MRR:182.1,81919.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81921[20:MRR:177.1,81919.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81922[20:MRR:81917.0,81920.0] || -> pigeon_7_in_hole_2*. % 3.65/3.85 81925[20:MRR:48.0,81922.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81927[20:MRR:81918.0,81921.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81931[20:MRR:81925.0,81927.0] || -> . % 3.65/3.85 81932[20:Spt:81931.0,81916.0,81919.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81933[20:Spt:81931.0,81916.1] || -> pigeon_1_in_hole_2*. % 3.65/3.85 81934[20:MRR:42.1,81933.0] || pigeon_7_in_hole_2* -> . % 3.65/3.85 81935[20:MRR:81917.1,81934.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81936[20:MRR:188.0,81935.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81937[20:MRR:81918.0,81936.0] || -> pigeon_2_in_hole_2*. % 3.65/3.85 81938[20:MRR:37.0,37.1,81937.0,81933.0] || -> . % 3.65/3.85 81941[19:Spt:81938.0,81911.0,81912.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 81942[19:Spt:81938.0,81911.1] || -> pigeon_4_in_hole_2*. % 3.65/3.85 81943[19:MRR:57.1,81942.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81944[19:MRR:81876.2,81943.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6*. % 3.65/3.85 81945[19:MRR:45.0,81942.0] || pigeon_2_in_hole_2* -> . % 3.65/3.85 81946[19:MRR:81878.2,81945.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 81947[19:MRR:39.0,81942.0] || pigeon_1_in_hole_2* -> . % 3.65/3.85 81948[19:MRR:81877.2,81947.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 81950[20:Spt:81944.0] || -> pigeon_7_in_hole_7*. % 3.65/3.85 81951[20:MRR:182.0,81950.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 81952[20:MRR:188.0,81950.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81953[20:MRR:81948.0,81951.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 81954[20:MRR:149.1,81953.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 81956[20:MRR:81946.0,81952.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81958[20:MRR:81954.0,81956.0] || -> . % 3.65/3.85 81959[20:Spt:81958.0,81944.0,81950.0] || pigeon_7_in_hole_7* -> . % 3.65/3.85 81960[20:Spt:81958.0,81944.1] || -> pigeon_7_in_hole_6*. % 3.65/3.85 81961[20:MRR:154.0,81960.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 81962[20:MRR:81948.1,81961.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 81963[20:MRR:177.1,81962.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 81964[20:MRR:81946.0,81963.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 81965[20:MRR:160.0,160.1,81960.0,81964.0] || -> . % 3.65/3.85 81966[5:Spt:81965.0,66398.0,66399.0] || pigeon_8_in_hole_3*+ -> . % 3.65/3.85 81967[5:Spt:81965.0,66398.1,66398.2] || -> pigeon_8_in_hole_2 pigeon_8_in_hole_1*. % 3.65/3.85 81968[6:Spt:81967.0] || -> pigeon_8_in_hole_2*. % 3.65/3.85 81969[6:MRR:64.0,81968.0] || pigeon_7_in_hole_2*+ -> . % 3.65/3.85 81970[6:MRR:49.0,81968.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.85 81971[6:MRR:43.0,81968.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.85 81972[6:MRR:58.0,81968.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.85 81973[6:MRR:61.0,81968.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.85 81974[6:MRR:54.0,81968.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.85 81975[6:MRR:63.0,81968.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.85 81976[6:MRR:7.5,81969.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_1*. % 3.65/3.85 81977[6:MRR:2.5,81970.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.85 81978[6:MRR:1.5,81971.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.85 81979[6:MRR:4.5,81972.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.85 81980[6:MRR:5.5,81973.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.85 81981[6:MRR:3.5,81974.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.85 81982[6:MRR:6.5,81975.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.85 81983[7:Spt:81976.5] || -> pigeon_7_in_hole_1*. % 3.65/3.85 81984[7:MRR:29.0,81983.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.85 81985[7:MRR:14.0,81983.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.85 81986[7:MRR:34.0,81983.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.85 81987[7:MRR:20.0,81983.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.85 81989[7:MRR:32.0,81983.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.85 81990[7:MRR:25.0,81983.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.85 81991[7:MRR:81979.5,81984.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.85 81992[7:MRR:81978.5,81985.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 81993[7:MRR:81982.5,81986.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 81994[7:MRR:81977.5,81987.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 81995[7:MRR:81980.5,81989.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 81996[7:MRR:81981.5,81990.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 81997[8:Spt:81991.0] || -> pigeon_4_in_hole_7*. % 3.65/3.85 81998[8:MRR:185.0,81997.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 82000[8:MRR:179.0,81997.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 82001[8:MRR:195.1,81997.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 82002[8:MRR:190.0,81997.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 82003[8:MRR:196.1,81997.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 82004[8:MRR:81994.0,81998.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82005[8:MRR:81992.0,82000.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82006[8:MRR:81995.0,82001.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82007[8:MRR:81996.0,82002.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82008[8:MRR:81993.0,82003.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82009[9:Spt:82004.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 82010[9:MRR:149.0,82009.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 82013[9:MRR:158.1,82009.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 82014[9:MRR:156.1,82009.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 82015[9:MRR:159.1,82009.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 82016[9:MRR:82005.0,82010.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82017[9:MRR:82006.0,82013.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82018[9:MRR:82007.0,82014.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82019[9:MRR:82008.0,82015.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82020[10:Spt:82016.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82022[10:MRR:124.1,82020.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82025[10:MRR:122.1,82020.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82026[10:MRR:125.1,82020.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 82027[10:MRR:82017.0,82022.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82028[10:MRR:82018.0,82025.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82029[10:MRR:82019.0,82026.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82030[11:Spt:82027.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82033[11:MRR:107.0,82030.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 82036[11:MRR:115.1,82030.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82037[11:MRR:82028.0,82033.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82038[11:MRR:80.1,82037.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82044[11:MRR:82029.0,82036.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82050[11:MRR:82038.0,82044.0] || -> . % 3.65/3.85 82051[11:Spt:82050.0,82027.0,82030.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82052[11:Spt:82050.0,82027.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82053[11:MRR:79.0,82052.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82054[11:MRR:82028.1,82053.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82059[11:MRR:108.1,82054.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82060[11:MRR:82029.0,82059.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82063[11:MRR:87.0,87.1,82060.0,82052.0] || -> . % 3.65/3.85 82066[10:Spt:82063.0,82016.0,82020.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82067[10:Spt:82063.0,82016.1,82016.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82068[11:Spt:82067.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82069[11:MRR:96.1,82068.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82070[11:MRR:94.1,82068.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82074[11:MRR:97.1,82068.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 82075[11:MRR:82017.1,82069.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 82076[11:MRR:82018.1,82070.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82077[11:MRR:82019.1,82074.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 82078[12:Spt:82075.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82082[12:MRR:135.0,82078.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82083[12:MRR:143.1,82078.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82084[12:MRR:82076.0,82082.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82090[12:MRR:80.1,82084.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82091[12:MRR:82077.0,82083.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82097[12:MRR:82090.0,82091.0] || -> . % 3.65/3.85 82098[12:Spt:82097.0,82075.0,82078.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82099[12:Spt:82097.0,82075.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82100[12:MRR:79.0,82099.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82101[12:MRR:82076.1,82100.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82105[12:MRR:136.1,82101.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82106[12:MRR:82077.0,82105.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82109[12:MRR:87.0,87.1,82106.0,82099.0] || -> . % 3.65/3.85 82112[11:Spt:82109.0,82067.0,82068.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82113[11:Spt:82109.0,82067.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82114[11:MRR:66.1,82113.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 82115[11:MRR:82018.2,82114.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 82116[11:MRR:69.1,82113.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82117[11:MRR:82019.2,82116.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 82118[11:MRR:68.1,82113.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82119[11:MRR:82017.2,82118.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 82123[12:Spt:82115.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82124[12:MRR:135.1,82123.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82125[12:MRR:136.1,82123.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82129[12:MRR:82119.0,82124.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82130[12:MRR:115.1,82129.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82135[12:MRR:82117.0,82125.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82140[12:MRR:82130.0,82135.0] || -> . % 3.65/3.85 82141[12:Spt:82140.0,82115.0,82123.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82142[12:Spt:82140.0,82115.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82143[12:MRR:107.1,82142.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82144[12:MRR:82119.1,82143.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82145[12:MRR:143.1,82144.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82149[12:MRR:82117.0,82145.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82153[12:MRR:108.0,108.1,82149.0,82142.0] || -> . % 3.65/3.85 82154[9:Spt:82153.0,82004.0,82009.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 82155[9:Spt:82153.0,82004.1,82004.2,82004.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82156[10:Spt:82155.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 82157[10:MRR:128.1,82156.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82158[10:MRR:130.1,82156.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82159[10:MRR:131.1,82156.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 82162[10:MRR:121.0,82156.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82163[10:MRR:82007.1,82157.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82164[10:MRR:82006.1,82158.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82165[10:MRR:82008.1,82159.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82166[10:MRR:82005.1,82162.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82167[11:Spt:82163.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 82168[11:MRR:150.0,82167.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 82171[11:MRR:163.1,82167.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 82172[11:MRR:164.1,82167.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 82173[11:MRR:82166.0,82168.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82174[11:MRR:82164.0,82171.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82175[11:MRR:82165.0,82172.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82176[12:Spt:82173.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82177[12:MRR:97.1,82176.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82182[12:MRR:96.1,82176.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82183[12:MRR:82175.0,82177.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82188[12:MRR:87.0,82183.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82190[12:MRR:82174.0,82182.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82196[12:MRR:82188.0,82190.0] || -> . % 3.65/3.85 82197[12:Spt:82196.0,82173.0,82176.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82198[12:Spt:82196.0,82173.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82199[12:MRR:69.1,82198.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82200[12:MRR:82175.1,82199.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82201[12:MRR:115.0,82200.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82206[12:MRR:82174.0,82201.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82210[12:MRR:68.0,68.1,82206.0,82198.0] || -> . % 3.65/3.85 82212[11:Spt:82210.0,82163.0,82167.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 82213[11:Spt:82210.0,82163.1,82163.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82214[12:Spt:82213.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82215[12:MRR:94.0,82214.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82216[12:MRR:108.1,82214.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 82220[12:MRR:107.1,82214.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82221[12:MRR:82166.1,82215.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 82222[12:MRR:82165.1,82216.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 82223[12:MRR:82164.1,82220.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.85 82224[13:Spt:82221.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 82227[13:MRR:152.1,82224.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82228[13:MRR:153.1,82224.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82229[13:MRR:82223.0,82227.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82230[13:MRR:87.1,82229.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82236[13:MRR:82222.0,82228.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82242[13:MRR:82230.0,82236.0] || -> . % 3.65/3.85 82243[13:Spt:82242.0,82221.0,82224.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 82244[13:Spt:82242.0,82221.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82245[13:MRR:68.1,82244.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82246[13:MRR:82223.1,82245.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 82249[13:MRR:171.1,82246.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82250[13:MRR:82222.0,82249.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82255[13:MRR:69.0,69.1,82250.0,82244.0] || -> . % 3.65/3.85 82256[12:Spt:82255.0,82213.0,82214.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82257[12:Spt:82255.0,82213.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82258[12:MRR:79.1,82257.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 82259[12:MRR:82164.2,82258.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 82260[12:MRR:80.1,82257.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82261[12:MRR:82165.2,82260.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.85 82265[12:MRR:66.0,82257.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82266[12:MRR:82166.2,82265.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 82267[13:Spt:82259.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 82268[13:MRR:152.0,82267.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 82269[13:MRR:171.1,82267.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82272[13:MRR:82266.0,82268.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82277[13:MRR:97.1,82272.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82278[13:MRR:82261.0,82269.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82283[13:MRR:82277.0,82278.0] || -> . % 3.65/3.85 82284[13:Spt:82283.0,82259.0,82267.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82285[13:Spt:82283.0,82259.1] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82286[13:MRR:96.0,82285.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82287[13:MRR:82266.1,82286.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 82288[13:MRR:153.1,82287.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82291[13:MRR:82261.0,82288.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82292[13:MRR:115.0,115.1,82291.0,82285.0] || -> . % 3.65/3.85 82296[10:Spt:82292.0,82155.0,82156.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 82297[10:Spt:82292.0,82155.1,82155.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82298[11:Spt:82297.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82299[11:MRR:93.0,82298.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82300[11:MRR:103.1,82298.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 82301[11:MRR:102.1,82298.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82304[11:MRR:100.1,82298.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82305[11:MRR:82005.2,82299.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 82306[11:MRR:82008.2,82300.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 82307[11:MRR:82006.2,82301.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 82308[11:MRR:82007.2,82304.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82309[12:Spt:82305.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 82310[12:MRR:152.1,82309.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 82313[12:MRR:153.1,82309.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 82314[12:MRR:150.1,82309.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 82315[12:MRR:82307.0,82310.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 82316[12:MRR:82306.0,82313.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 82317[12:MRR:82308.0,82314.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82318[13:Spt:82315.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82319[13:MRR:135.0,82318.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82322[13:MRR:143.1,82318.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82324[13:MRR:82317.0,82319.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82326[13:MRR:80.1,82324.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82331[13:MRR:82316.0,82322.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82337[13:MRR:82326.0,82331.0] || -> . % 3.65/3.85 82338[13:Spt:82337.0,82315.0,82318.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82339[13:Spt:82337.0,82315.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82340[13:MRR:79.0,82339.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82341[13:MRR:82317.1,82340.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82344[13:MRR:136.1,82341.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82346[13:MRR:82316.0,82344.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82351[13:MRR:87.0,87.1,82346.0,82339.0] || -> . % 3.65/3.85 82352[12:Spt:82351.0,82305.0,82309.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 82353[12:Spt:82351.0,82305.1,82305.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 82354[13:Spt:82353.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82355[13:MRR:124.1,82354.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82356[13:MRR:122.1,82354.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82359[13:MRR:125.1,82354.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 82360[13:MRR:82307.1,82355.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.85 82361[13:MRR:82308.1,82356.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 82362[13:MRR:82306.1,82359.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 82363[14:Spt:82360.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 82366[14:MRR:171.1,82363.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82367[14:MRR:163.0,82363.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82368[14:MRR:82362.0,82366.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82369[14:MRR:80.0,82368.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82375[14:MRR:82361.0,82367.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82381[14:MRR:82369.0,82375.0] || -> . % 3.65/3.85 82382[14:Spt:82381.0,82360.0,82363.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82383[14:Spt:82381.0,82360.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82384[14:MRR:87.1,82383.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 82385[14:MRR:82362.1,82384.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 82388[14:MRR:164.0,82385.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82389[14:MRR:82361.0,82388.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82394[14:MRR:79.0,79.1,82383.0,82389.0] || -> . % 3.65/3.85 82395[13:Spt:82394.0,82353.0,82354.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82396[13:Spt:82394.0,82353.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82397[13:MRR:69.1,82396.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 82398[13:MRR:82306.2,82397.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.85 82399[13:MRR:66.1,82396.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82400[13:MRR:82308.2,82399.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.85 82401[13:MRR:68.1,82396.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82402[13:MRR:82307.2,82401.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 82406[14:Spt:82398.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 82407[14:MRR:171.0,82406.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82408[14:MRR:164.0,82406.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82411[14:MRR:82402.0,82407.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82415[14:MRR:135.0,82411.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82416[14:MRR:82400.0,82408.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82420[14:MRR:82415.0,82416.0] || -> . % 3.65/3.85 82421[14:Spt:82420.0,82398.0,82406.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82422[14:Spt:82420.0,82398.1] || -> pigeon_6_in_hole_5*. % 3.65/3.85 82423[14:MRR:143.0,82422.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82424[14:MRR:82402.1,82423.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 82425[14:MRR:163.0,82424.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82428[14:MRR:82400.0,82425.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82431[14:MRR:136.0,136.1,82422.0,82428.0] || -> . % 3.65/3.85 82432[11:Spt:82431.0,82297.0,82298.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 82433[11:Spt:82431.0,82297.1] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82434[11:MRR:75.1,82433.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 82435[11:MRR:72.1,82433.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 82436[11:MRR:65.0,82433.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 82439[11:MRR:74.1,82433.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 82440[11:MRR:82005.3,82436.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 82441[11:MRR:82008.3,82434.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 82442[11:MRR:82006.3,82439.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 82443[11:MRR:82007.3,82435.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 82444[12:Spt:82440.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 82445[12:MRR:150.1,82444.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 82446[12:MRR:153.1,82444.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 82449[12:MRR:152.1,82444.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 82450[12:MRR:82443.0,82445.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 82451[12:MRR:82441.0,82446.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 82452[12:MRR:82442.0,82449.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 82453[13:Spt:82450.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82454[13:MRR:135.1,82453.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82457[13:MRR:136.1,82453.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82459[13:MRR:82452.0,82454.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82461[13:MRR:115.1,82459.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82465[13:MRR:82451.0,82457.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82470[13:MRR:82461.0,82465.0] || -> . % 3.65/3.85 82471[13:Spt:82470.0,82450.0,82453.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82472[13:Spt:82470.0,82450.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82473[13:MRR:107.1,82472.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82474[13:MRR:82452.1,82473.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82475[13:MRR:143.1,82474.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 82479[13:MRR:82451.0,82475.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82480[13:MRR:108.0,108.1,82479.0,82472.0] || -> . % 3.65/3.85 82484[12:Spt:82480.0,82440.0,82444.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 82485[12:Spt:82480.0,82440.1,82440.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 82486[13:Spt:82485.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82487[13:MRR:122.1,82486.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82488[13:MRR:124.1,82486.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82491[13:MRR:125.1,82486.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 82492[13:MRR:82443.1,82487.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.85 82493[13:MRR:82442.1,82488.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 82494[13:MRR:82441.1,82491.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.85 82495[14:Spt:82492.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 82496[14:MRR:164.1,82495.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82497[14:MRR:163.1,82495.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82500[14:MRR:82494.0,82496.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82501[14:MRR:115.0,82500.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82506[14:MRR:82493.0,82497.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82511[14:MRR:82501.0,82506.0] || -> . % 3.65/3.85 82512[14:Spt:82511.0,82492.0,82495.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82513[14:Spt:82511.0,82492.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82514[14:MRR:108.1,82513.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 82515[14:MRR:82494.1,82514.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 82518[14:MRR:171.0,82515.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82519[14:MRR:82493.0,82518.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82523[14:MRR:107.0,107.1,82519.0,82513.0] || -> . % 3.65/3.85 82524[13:Spt:82523.0,82485.0,82486.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82525[13:Spt:82523.0,82485.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82526[13:MRR:97.1,82525.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 82527[13:MRR:82441.2,82526.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.85 82528[13:MRR:96.1,82525.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82529[13:MRR:82442.2,82528.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 82530[13:MRR:94.1,82525.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 82531[13:MRR:82443.2,82530.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.85 82534[14:Spt:82527.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 82535[14:MRR:164.0,82534.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 82536[14:MRR:171.0,82534.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82539[14:MRR:82531.0,82535.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82543[14:MRR:135.1,82539.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82544[14:MRR:82529.0,82536.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82548[14:MRR:82543.0,82544.0] || -> . % 3.65/3.85 82549[14:Spt:82548.0,82527.0,82534.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 82550[14:Spt:82548.0,82527.1] || -> pigeon_6_in_hole_5*. % 3.65/3.85 82551[14:MRR:136.0,82550.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82552[14:MRR:82531.1,82551.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 82555[14:MRR:163.1,82552.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 82556[14:MRR:82529.0,82555.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82557[14:MRR:143.0,143.1,82550.0,82556.0] || -> . % 3.65/3.85 82560[8:Spt:82557.0,81991.0,81997.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.85 82561[8:Spt:82557.0,81991.1,81991.2,81991.3,81991.4] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.85 82562[9:Spt:82561.0] || -> pigeon_4_in_hole_6*. % 3.65/3.85 82563[9:MRR:168.1,82562.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 82564[9:MRR:162.0,82562.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 82565[9:MRR:167.1,82562.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 82567[9:MRR:151.0,82562.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 82568[9:MRR:157.0,82562.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 82569[9:MRR:81993.1,82563.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82570[9:MRR:81996.1,82564.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82571[9:MRR:81995.1,82565.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82572[9:MRR:81992.1,82567.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82573[9:MRR:81994.1,82568.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82574[10:Spt:82569.1] || -> pigeon_6_in_hole_5*. % 3.65/3.85 82575[10:MRR:136.0,82574.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82576[10:MRR:143.0,82574.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82579[10:MRR:125.0,82574.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82580[10:MRR:131.0,82574.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 82581[10:MRR:82570.1,82575.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82582[10:MRR:82571.1,82576.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82583[10:MRR:82572.1,82579.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82584[10:MRR:82573.1,82580.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82585[11:Spt:82581.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82587[11:MRR:107.1,82585.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82588[11:MRR:94.0,82585.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82591[11:MRR:100.0,82585.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 82592[11:MRR:82582.1,82587.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.85 82593[11:MRR:82583.1,82588.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.85 82594[11:MRR:82584.1,82591.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.85 82595[12:Spt:82592.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82598[12:MRR:68.0,82595.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82601[12:MRR:74.0,82595.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82602[12:MRR:82593.1,82598.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 82603[12:MRR:177.1,82602.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 82608[12:MRR:82594.1,82601.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 82613[12:MRR:82603.0,82608.0] || -> . % 3.65/3.85 82614[12:Spt:82613.0,82592.1,82595.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82615[12:Spt:82613.0,82592.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 82616[12:MRR:180.0,82615.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82617[12:MRR:82593.0,82616.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82620[12:MRR:65.1,82617.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82623[12:MRR:82594.1,82620.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 82626[12:MRR:186.0,186.1,82615.0,82623.0] || -> . % 3.65/3.85 82628[11:Spt:82626.0,82581.1,82585.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82629[11:Spt:82626.0,82581.0,82581.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.85 82630[12:Spt:82629.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 82631[12:MRR:178.0,82630.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 82632[12:MRR:184.0,82630.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 82634[12:MRR:191.1,82630.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 82636[12:MRR:82583.0,82631.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82637[12:MRR:82584.0,82632.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82638[12:MRR:82582.0,82634.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82639[13:Spt:82636.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82641[13:MRR:96.1,82639.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 82644[13:MRR:93.1,82639.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 82645[13:MRR:82638.0,82641.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82646[13:MRR:74.0,82645.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82652[13:MRR:82637.0,82644.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82658[13:MRR:82646.0,82652.0] || -> . % 3.65/3.85 82659[13:Spt:82658.0,82636.0,82639.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82660[13:Spt:82658.0,82636.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82661[13:MRR:68.1,82660.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82662[13:MRR:82638.1,82661.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82666[13:MRR:102.0,82662.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 82667[13:MRR:82637.0,82666.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82672[13:MRR:65.0,65.1,82667.0,82660.0] || -> . % 3.65/3.85 82673[12:Spt:82672.0,82629.0,82630.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 82674[12:Spt:82672.0,82629.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82675[12:MRR:79.1,82674.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 82676[12:MRR:82582.2,82675.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 82677[12:MRR:72.0,82674.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82678[12:MRR:82584.2,82677.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 82681[12:MRR:66.0,82674.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82682[12:MRR:82583.2,82681.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 82684[13:Spt:82676.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 82685[13:MRR:180.0,82684.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82686[13:MRR:186.0,82684.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 82689[13:MRR:82682.0,82685.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82690[13:MRR:93.1,82689.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 82695[13:MRR:82678.0,82686.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82700[13:MRR:82690.0,82695.0] || -> . % 3.65/3.85 82701[13:Spt:82700.0,82676.0,82684.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 82702[13:Spt:82700.0,82676.1] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82703[13:MRR:96.0,82702.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82704[13:MRR:82682.1,82703.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 82707[13:MRR:177.1,82704.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 82708[13:MRR:82678.0,82707.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82712[13:MRR:102.0,102.1,82702.0,82708.0] || -> . % 3.65/3.85 82713[10:Spt:82712.0,82569.1,82574.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 82714[10:Spt:82712.0,82569.0,82569.2,82569.3] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82715[11:Spt:82714.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 82716[11:MRR:199.0,82715.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 82717[11:MRR:181.0,82715.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 82718[11:MRR:187.0,82715.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 82720[11:MRR:192.0,82715.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 82721[11:MRR:82571.0,82716.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82722[11:MRR:82572.0,82717.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82723[11:MRR:82573.0,82718.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82724[11:MRR:82570.0,82720.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82725[12:Spt:82721.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82726[12:MRR:135.0,82725.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82729[12:MRR:124.0,82725.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82730[12:MRR:130.0,82725.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 82731[12:MRR:82724.0,82726.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 82732[12:MRR:82722.0,82729.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 82733[12:MRR:82723.0,82730.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 82734[13:Spt:82731.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82735[13:MRR:100.0,82734.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 82738[13:MRR:94.0,82734.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82741[13:MRR:82733.0,82735.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82747[13:MRR:65.0,82741.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82748[13:MRR:82732.0,82738.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82754[13:MRR:82747.0,82748.0] || -> . % 3.65/3.85 82755[13:Spt:82754.0,82731.0,82734.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 82756[13:Spt:82754.0,82731.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82757[13:MRR:72.0,82756.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82758[13:MRR:82733.1,82757.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82759[13:MRR:93.0,82758.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 82764[13:MRR:82732.0,82759.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82766[13:MRR:66.0,66.1,82756.0,82764.0] || -> . % 3.65/3.85 82770[12:Spt:82766.0,82721.0,82725.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82771[12:Spt:82766.0,82721.1,82721.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 82772[13:Spt:82771.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 82773[13:MRR:107.0,82772.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82774[13:MRR:102.0,82772.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 82777[13:MRR:96.0,82772.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82779[13:MRR:82724.1,82773.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82780[13:MRR:82723.1,82774.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 82781[13:MRR:82722.1,82777.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 82782[14:Spt:82779.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82785[14:MRR:122.0,82782.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 82786[14:MRR:128.0,82782.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 82787[14:MRR:82781.0,82785.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82788[14:MRR:65.1,82787.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82794[14:MRR:82780.0,82786.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82800[14:MRR:82788.0,82794.0] || -> . % 3.65/3.85 82801[14:Spt:82800.0,82779.0,82782.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82802[14:Spt:82800.0,82779.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82803[14:MRR:66.0,82802.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82804[14:MRR:82781.1,82803.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82807[14:MRR:121.1,82804.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 82808[14:MRR:82780.0,82807.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82813[14:MRR:72.0,72.1,82802.0,82808.0] || -> . % 3.65/3.85 82814[13:Spt:82813.0,82771.0,82772.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82815[13:Spt:82813.0,82771.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82816[13:MRR:68.0,82815.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 82817[13:MRR:82722.2,82816.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 82818[13:MRR:74.0,82815.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82819[13:MRR:82723.2,82818.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 82821[13:MRR:79.0,82815.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 82822[13:MRR:82724.2,82821.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 82825[14:Spt:82817.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82826[14:MRR:122.1,82825.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 82827[14:MRR:121.1,82825.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 82830[14:MRR:82822.0,82826.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 82835[14:MRR:100.0,82830.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 82836[14:MRR:82819.0,82827.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82841[14:MRR:82835.0,82836.0] || -> . % 3.65/3.85 82842[14:Spt:82841.0,82817.0,82825.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 82843[14:Spt:82841.0,82817.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 82844[14:MRR:94.1,82843.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 82845[14:MRR:82822.1,82844.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82846[14:MRR:128.0,82845.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 82849[14:MRR:82819.0,82846.0] || -> pigeon_2_in_hole_4*. % 3.65/3.85 82850[14:MRR:93.0,93.1,82849.0,82843.0] || -> . % 3.65/3.85 82854[11:Spt:82850.0,82714.0,82715.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 82855[11:Spt:82850.0,82714.1,82714.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 82856[12:Spt:82855.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 82857[12:MRR:108.0,82856.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 82858[12:MRR:103.0,82856.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 82861[12:MRR:97.0,82856.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 82862[12:MRR:115.0,82856.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 82863[12:MRR:82570.2,82857.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82864[12:MRR:82573.2,82858.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 82865[12:MRR:82572.2,82861.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 82866[12:MRR:82571.2,82862.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 82867[13:Spt:82863.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 82868[13:MRR:191.1,82867.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 82869[13:MRR:178.0,82867.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 82870[13:MRR:184.0,82867.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 82872[13:MRR:82866.0,82868.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 82873[13:MRR:82865.0,82869.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 82874[13:MRR:82864.0,82870.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 82875[14:Spt:82872.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82876[14:MRR:130.0,82875.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 82877[14:MRR:124.0,82875.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 82881[14:MRR:82874.0,82876.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82882[14:MRR:65.0,82881.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82888[14:MRR:82873.0,82877.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82894[14:MRR:82882.0,82888.0] || -> . % 3.65/3.85 82895[14:Spt:82894.0,82872.0,82875.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82896[14:Spt:82894.0,82872.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82897[14:MRR:74.0,82896.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82898[14:MRR:82874.1,82897.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 82899[14:MRR:121.0,82898.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 82903[14:MRR:82873.0,82899.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82908[14:MRR:68.0,68.1,82896.0,82903.0] || -> . % 3.65/3.85 82909[13:Spt:82908.0,82863.0,82867.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 82910[13:Spt:82908.0,82863.1,82863.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 82911[14:Spt:82910.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 82912[14:MRR:135.1,82911.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 82913[14:MRR:128.0,82911.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 82914[14:MRR:122.0,82911.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 82917[14:MRR:82866.1,82912.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.85 82918[14:MRR:82864.1,82913.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.85 82919[14:MRR:82865.1,82914.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.85 82920[15:Spt:82917.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 82922[15:MRR:186.0,82920.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 82923[15:MRR:180.0,82920.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82924[15:MRR:82918.0,82922.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 82930[15:MRR:65.0,82924.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82931[15:MRR:82919.0,82923.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82937[15:MRR:82930.0,82931.0] || -> . % 3.65/3.85 82938[15:Spt:82937.0,82917.0,82920.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 82939[15:Spt:82937.0,82917.1] || -> pigeon_5_in_hole_3*. % 3.65/3.85 82940[15:MRR:74.0,82939.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 82941[15:MRR:82918.1,82940.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 82943[15:MRR:177.0,82941.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82944[15:MRR:82919.0,82943.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 82945[15:MRR:68.0,68.1,82939.0,82944.0] || -> . % 3.65/3.85 82950[14:Spt:82945.0,82910.0,82911.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 82951[14:Spt:82945.0,82910.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 82952[14:MRR:72.0,82951.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.85 82953[14:MRR:82864.2,82952.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 82954[14:MRR:66.0,82951.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 82955[14:MRR:82865.2,82954.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 82956[14:MRR:79.1,82951.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 82957[14:MRR:82866.2,82956.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 82961[15:Spt:82953.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 82962[15:MRR:186.1,82961.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 82963[15:MRR:177.0,82961.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82965[15:MRR:82957.0,82962.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 82968[15:MRR:124.0,82965.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 82970[15:MRR:82955.0,82963.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82974[15:MRR:82968.0,82970.0] || -> . % 3.65/3.85 82975[15:Spt:82974.0,82953.0,82961.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 82976[15:Spt:82974.0,82953.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 82977[15:MRR:130.1,82976.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 82978[15:MRR:82957.1,82977.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 82979[15:MRR:180.0,82978.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 82981[15:MRR:82955.0,82979.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 82984[15:MRR:121.0,121.1,82976.0,82981.0] || -> . % 3.65/3.85 82985[12:Spt:82984.0,82855.0,82856.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 82986[12:Spt:82984.0,82855.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 82987[12:MRR:75.0,82986.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.85 82988[12:MRR:69.0,82986.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 82989[12:MRR:87.0,82986.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 82990[12:MRR:80.0,82986.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 82993[12:MRR:82570.3,82990.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 82994[12:MRR:82573.3,82987.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 82995[12:MRR:82572.3,82988.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 82996[12:MRR:82571.3,82989.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 82997[13:Spt:82993.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 82999[13:MRR:184.0,82997.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 83000[13:MRR:178.0,82997.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83001[13:MRR:191.1,82997.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83002[13:MRR:82994.0,82999.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 83003[13:MRR:82995.0,83000.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 83004[13:MRR:82996.0,83001.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 83005[14:Spt:83002.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83006[14:MRR:130.1,83005.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 83007[14:MRR:121.0,83005.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83011[14:MRR:83004.0,83006.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83016[14:MRR:96.0,83011.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83017[14:MRR:83003.0,83007.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83022[14:MRR:83016.0,83017.0] || -> . % 3.65/3.85 83023[14:Spt:83022.0,83002.0,83005.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83024[14:Spt:83022.0,83002.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 83025[14:MRR:102.1,83024.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83026[14:MRR:83004.1,83025.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 83027[14:MRR:124.0,83026.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83031[14:MRR:83003.0,83027.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83034[14:MRR:93.0,93.1,83024.0,83031.0] || -> . % 3.65/3.85 83036[13:Spt:83034.0,82993.0,82997.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83037[13:Spt:83034.0,82993.1,82993.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 83038[14:Spt:83037.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83039[14:MRR:128.0,83038.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 83040[14:MRR:135.1,83038.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 83041[14:MRR:122.0,83038.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 83044[14:MRR:82994.1,83039.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.85 83045[14:MRR:82996.1,83040.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 83046[14:MRR:82995.1,83041.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 83047[15:Spt:83044.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 83049[15:MRR:177.0,83047.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83050[15:MRR:186.1,83047.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83051[15:MRR:83046.0,83049.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83052[15:MRR:96.1,83051.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83057[15:MRR:83045.0,83050.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83062[15:MRR:83052.0,83057.0] || -> . % 3.65/3.85 83063[15:Spt:83062.0,83044.0,83047.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 83064[15:Spt:83062.0,83044.1] || -> pigeon_2_in_hole_4*. % 3.65/3.85 83065[15:MRR:93.0,83064.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83066[15:MRR:83046.1,83065.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83068[15:MRR:180.1,83066.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83069[15:MRR:83045.0,83068.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83073[15:MRR:102.0,102.1,83069.0,83064.0] || -> . % 3.65/3.85 83074[14:Spt:83073.0,83037.0,83038.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 83075[14:Spt:83073.0,83037.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 83076[14:MRR:94.0,83075.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 83077[14:MRR:82995.2,83076.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 83078[14:MRR:107.1,83075.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83079[14:MRR:82996.2,83078.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.85 83082[14:MRR:100.0,83075.0] || pigeon_2_in_hole_4* -> . % 3.65/3.85 83083[14:MRR:82994.2,83082.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 83084[15:Spt:83077.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83085[15:MRR:177.1,83084.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 83086[15:MRR:180.1,83084.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83088[15:MRR:83083.0,83085.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83092[15:MRR:130.1,83088.0] || pigeon_5_in_hole_5* -> . % 3.65/3.85 83093[15:MRR:83079.0,83086.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 83097[15:MRR:83092.0,83093.0] || -> . % 3.65/3.85 83098[15:Spt:83097.0,83077.0,83084.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83099[15:Spt:83097.0,83077.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 83100[15:MRR:121.1,83099.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83101[15:MRR:83083.1,83100.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 83102[15:MRR:186.1,83101.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83104[15:MRR:83079.0,83102.0] || -> pigeon_5_in_hole_5*. % 3.65/3.85 83105[15:MRR:124.0,124.1,83104.0,83099.0] || -> . % 3.65/3.85 83108[9:Spt:83105.0,82561.0,82562.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.85 83109[9:Spt:83105.0,82561.1,82561.2,82561.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.85 83110[10:Spt:83109.0] || -> pigeon_4_in_hole_5*. % 3.65/3.85 83111[10:MRR:129.0,83110.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 83112[10:MRR:139.1,83110.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.85 83113[10:MRR:123.0,83110.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 83115[10:MRR:134.0,83110.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 83116[10:MRR:140.1,83110.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 83117[10:MRR:81994.2,83111.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.85 83118[10:MRR:81995.2,83112.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 83119[10:MRR:81992.2,83113.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 83120[10:MRR:81996.2,83115.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 83121[10:MRR:81993.2,83116.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 83122[11:Spt:83117.2] || -> pigeon_2_in_hole_4*. % 3.65/3.85 83123[11:MRR:93.0,83122.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 83124[11:MRR:102.1,83122.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 83127[11:MRR:100.1,83122.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 83128[11:MRR:103.1,83122.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 83129[11:MRR:83119.2,83123.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 83130[11:MRR:83118.2,83124.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.85 83131[11:MRR:83120.2,83127.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 83132[11:MRR:83121.2,83128.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 83133[12:Spt:83129.2] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83135[12:MRR:69.1,83133.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 83136[12:MRR:66.1,83133.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 83137[12:MRR:68.1,83133.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 83140[12:MRR:83132.2,83135.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.85 83141[12:MRR:83131.2,83136.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.85 83142[12:MRR:83130.2,83137.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.85 83143[13:Spt:83140.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83144[13:MRR:192.0,83143.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83148[13:MRR:199.0,83143.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83149[13:MRR:83141.0,83144.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83151[13:MRR:163.1,83149.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83155[13:MRR:83142.0,83148.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 83160[13:MRR:83151.0,83155.0] || -> . % 3.65/3.85 83161[13:Spt:83160.0,83140.0,83143.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83162[13:Spt:83160.0,83140.1] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83163[13:MRR:164.0,83162.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83164[13:MRR:83141.1,83163.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 83165[13:MRR:191.1,83164.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83169[13:MRR:83142.0,83165.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 83173[13:MRR:171.0,171.1,83162.0,83169.0] || -> . % 3.65/3.85 83174[12:Spt:83173.0,83129.2,83133.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 83175[12:Spt:83173.0,83129.0,83129.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 83176[13:Spt:83175.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83177[13:MRR:181.1,83176.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83178[13:MRR:178.1,83176.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83181[13:MRR:180.1,83176.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83182[13:MRR:83132.0,83177.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 83183[13:MRR:83131.0,83178.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 83184[13:MRR:83130.0,83181.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.85 83185[14:Spt:83182.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83186[14:MRR:164.0,83185.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83187[14:MRR:171.0,83185.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83191[14:MRR:83183.0,83186.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83194[14:MRR:79.1,83191.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83197[14:MRR:83184.0,83187.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83202[14:MRR:83194.0,83197.0] || -> . % 3.65/3.85 83203[14:Spt:83202.0,83182.0,83185.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 83204[14:Spt:83202.0,83182.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83205[14:MRR:80.0,83204.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83206[14:MRR:83183.1,83205.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83210[14:MRR:163.1,83206.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83211[14:MRR:83184.0,83210.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83214[14:MRR:87.0,87.1,83204.0,83211.0] || -> . % 3.65/3.85 83216[13:Spt:83214.0,83175.0,83176.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83217[13:Spt:83214.0,83175.1] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83218[13:MRR:153.1,83217.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83219[13:MRR:83132.1,83218.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.85 83220[13:MRR:150.1,83217.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83221[13:MRR:83131.1,83220.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.85 83222[13:MRR:152.1,83217.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83223[13:MRR:83130.1,83222.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.85 83226[14:Spt:83219.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83227[14:MRR:199.0,83226.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83230[14:MRR:192.0,83226.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83231[14:MRR:83223.0,83227.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83232[14:MRR:79.0,83231.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83237[14:MRR:83221.0,83230.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83242[14:MRR:83232.0,83237.0] || -> . % 3.65/3.85 83243[14:Spt:83242.0,83219.0,83226.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83244[14:Spt:83242.0,83219.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83245[14:MRR:87.0,83244.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83246[14:MRR:83223.1,83245.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83247[14:MRR:191.0,83246.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83250[14:MRR:83221.0,83247.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83254[14:MRR:80.0,80.1,83244.0,83250.0] || -> . % 3.65/3.85 83255[11:Spt:83254.0,83117.2,83122.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 83256[11:Spt:83254.0,83117.0,83117.1,83117.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.85 83257[12:Spt:83256.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 83258[12:MRR:187.1,83257.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83259[12:MRR:186.1,83257.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83260[12:MRR:184.1,83257.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83262[12:MRR:177.0,83257.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83263[12:MRR:83121.0,83258.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 83264[12:MRR:83118.0,83259.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 83265[12:MRR:83120.0,83260.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 83266[12:MRR:83119.0,83262.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 83267[13:Spt:83263.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83268[13:MRR:153.0,83267.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83271[13:MRR:171.0,83267.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 83272[13:MRR:164.0,83267.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83273[13:MRR:83266.0,83268.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 83274[13:MRR:83264.0,83271.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 83275[13:MRR:83265.0,83272.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 83276[14:Spt:83273.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83277[14:MRR:94.1,83276.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 83280[14:MRR:96.1,83276.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83282[14:MRR:83275.0,83277.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83283[14:MRR:79.1,83282.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83289[14:MRR:83274.0,83280.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83295[14:MRR:83283.0,83289.0] || -> . % 3.65/3.85 83296[14:Spt:83295.0,83273.0,83276.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83297[14:Spt:83295.0,83273.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83298[14:MRR:66.1,83297.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83299[14:MRR:83275.1,83298.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 83300[14:MRR:107.1,83299.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83304[14:MRR:83274.0,83300.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83305[14:MRR:68.0,68.1,83304.0,83297.0] || -> . % 3.65/3.85 83310[13:Spt:83305.0,83263.0,83267.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83311[13:Spt:83305.0,83263.1,83263.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 83312[14:Spt:83311.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83313[14:MRR:97.0,83312.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 83314[14:MRR:108.0,83312.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 83317[14:MRR:115.0,83312.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 83318[14:MRR:83266.1,83313.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 83319[14:MRR:83265.1,83314.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 83320[14:MRR:83264.1,83317.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.85 83321[15:Spt:83318.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83322[15:MRR:150.1,83321.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83323[15:MRR:152.1,83321.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83326[15:MRR:83319.0,83322.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83332[15:MRR:79.1,83326.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83333[15:MRR:83320.0,83323.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83339[15:MRR:83332.0,83333.0] || -> . % 3.65/3.85 83340[15:Spt:83339.0,83318.0,83321.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83341[15:Spt:83339.0,83318.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83342[15:MRR:66.1,83341.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83343[15:MRR:83319.1,83342.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83346[15:MRR:163.1,83343.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83347[15:MRR:83320.0,83346.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83352[15:MRR:68.0,68.1,83347.0,83341.0] || -> . % 3.65/3.85 83353[14:Spt:83352.0,83311.0,83312.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 83354[14:Spt:83352.0,83311.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83355[14:MRR:80.0,83354.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 83356[14:MRR:83265.2,83355.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.85 83357[14:MRR:87.0,83354.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83358[14:MRR:83264.2,83357.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 83359[14:MRR:69.0,83354.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83360[14:MRR:83266.2,83359.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 83364[15:Spt:83356.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83365[15:MRR:150.0,83364.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83366[15:MRR:163.1,83364.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83369[15:MRR:83360.0,83365.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83370[15:MRR:96.1,83369.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83374[15:MRR:83358.0,83366.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83378[15:MRR:83370.0,83374.0] || -> . % 3.65/3.85 83379[15:Spt:83378.0,83356.0,83364.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83380[15:Spt:83378.0,83356.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 83381[15:MRR:94.0,83380.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83382[15:MRR:83360.1,83381.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83385[15:MRR:152.1,83382.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83386[15:MRR:83358.0,83385.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83389[15:MRR:107.0,107.1,83386.0,83380.0] || -> . % 3.65/3.85 83390[12:Spt:83389.0,83256.0,83257.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 83391[12:Spt:83389.0,83256.1,83256.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.85 83392[13:Spt:83391.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 83393[13:MRR:156.1,83392.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83394[13:MRR:149.0,83392.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83395[13:MRR:158.1,83392.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 83397[13:MRR:159.1,83392.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83398[13:MRR:83120.1,83393.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 83399[13:MRR:83119.1,83394.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 83400[13:MRR:83118.1,83395.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 83401[13:MRR:83121.1,83397.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 83402[14:Spt:83398.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 83403[14:MRR:192.1,83402.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83404[14:MRR:191.1,83402.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83406[14:MRR:178.0,83402.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83407[14:MRR:83401.0,83403.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.85 83408[14:MRR:83400.0,83404.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.85 83409[14:MRR:83399.0,83406.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.85 83410[15:Spt:83407.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83411[15:MRR:115.0,83410.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83415[15:MRR:97.0,83410.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83416[15:MRR:83408.0,83411.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83422[15:MRR:68.0,83416.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83423[15:MRR:83409.0,83415.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83429[15:MRR:83422.0,83423.0] || -> . % 3.65/3.85 83430[15:Spt:83429.0,83407.0,83410.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 83431[15:Spt:83429.0,83407.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83432[15:MRR:87.0,83431.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83433[15:MRR:83408.1,83432.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83434[15:MRR:96.0,83433.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83438[15:MRR:83409.0,83434.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83442[15:MRR:69.0,69.1,83431.0,83438.0] || -> . % 3.65/3.85 83444[14:Spt:83442.0,83398.0,83402.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83445[14:Spt:83442.0,83398.1,83398.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.85 83446[15:Spt:83445.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 83447[15:MRR:108.1,83446.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 83448[15:MRR:107.1,83446.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 83451[15:MRR:94.0,83446.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 83452[15:MRR:83401.1,83447.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.85 83453[15:MRR:83400.1,83448.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.85 83454[15:MRR:83399.1,83451.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.85 83455[16:Spt:83452.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83457[16:MRR:199.0,83455.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83458[16:MRR:181.0,83455.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83459[16:MRR:83453.0,83457.0] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83461[16:MRR:68.0,83459.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83466[16:MRR:83454.0,83458.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83472[16:MRR:83461.0,83466.0] || -> . % 3.65/3.85 83473[16:Spt:83472.0,83452.0,83455.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83474[16:Spt:83472.0,83452.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83475[16:MRR:87.0,83474.0] || pigeon_5_in_hole_3* -> . % 3.65/3.85 83476[16:MRR:83453.1,83475.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83478[16:MRR:180.0,83476.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83479[16:MRR:83454.0,83478.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83481[16:MRR:69.0,69.1,83474.0,83479.0] || -> . % 3.65/3.85 83485[15:Spt:83481.0,83445.0,83446.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 83486[15:Spt:83481.0,83445.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83487[15:MRR:79.1,83486.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 83488[15:MRR:83400.2,83487.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 83489[15:MRR:66.0,83486.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83490[15:MRR:83399.2,83489.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 83491[15:MRR:80.1,83486.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 83492[15:MRR:83401.2,83491.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.85 83496[16:Spt:83488.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83497[16:MRR:199.1,83496.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83498[16:MRR:180.0,83496.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83500[16:MRR:83492.0,83497.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83501[16:MRR:97.0,83500.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83505[16:MRR:83490.0,83498.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83509[16:MRR:83501.0,83505.0] || -> . % 3.65/3.85 83510[16:Spt:83509.0,83488.0,83496.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83511[16:Spt:83509.0,83488.1] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83512[16:MRR:115.1,83511.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 83513[16:MRR:83492.1,83512.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83514[16:MRR:181.0,83513.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83516[16:MRR:83490.0,83514.0] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83519[16:MRR:96.0,96.1,83511.0,83516.0] || -> . % 3.65/3.85 83520[13:Spt:83519.0,83391.0,83392.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 83521[13:Spt:83519.0,83391.1] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83522[13:MRR:74.1,83521.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 83523[13:MRR:65.0,83521.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 83524[13:MRR:75.1,83521.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 83527[13:MRR:72.1,83521.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 83528[13:MRR:83120.3,83527.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.85 83529[13:MRR:83119.3,83523.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 83530[13:MRR:83118.3,83522.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 83531[13:MRR:83121.3,83524.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.85 83532[14:Spt:83528.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 83533[14:MRR:178.0,83532.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83535[14:MRR:191.1,83532.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83536[14:MRR:192.1,83532.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83537[14:MRR:83529.0,83533.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.85 83538[14:MRR:83530.0,83535.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.85 83539[14:MRR:83531.0,83536.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.85 83540[15:Spt:83537.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83542[15:MRR:152.1,83540.0] || pigeon_5_in_hole_6* -> . % 3.65/3.85 83544[15:MRR:153.1,83540.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 83545[15:MRR:83538.0,83542.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83546[15:MRR:115.1,83545.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 83551[15:MRR:83539.0,83544.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83556[15:MRR:83546.0,83551.0] || -> . % 3.65/3.85 83557[15:Spt:83556.0,83537.0,83540.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83558[15:Spt:83556.0,83537.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83559[15:MRR:96.1,83558.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83560[15:MRR:83538.1,83559.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 83563[15:MRR:171.1,83560.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 83564[15:MRR:83539.0,83563.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83566[15:MRR:97.0,97.1,83564.0,83558.0] || -> . % 3.65/3.85 83569[14:Spt:83566.0,83528.0,83532.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83570[14:Spt:83566.0,83528.1,83528.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.85 83571[15:Spt:83570.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83572[15:MRR:150.0,83571.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83573[15:MRR:163.1,83571.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 83575[15:MRR:164.1,83571.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83576[15:MRR:83529.1,83572.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.85 83577[15:MRR:83530.1,83573.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.85 83578[15:MRR:83531.1,83575.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.85 83579[16:Spt:83576.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83580[16:MRR:180.1,83579.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83581[16:MRR:181.1,83579.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83583[16:MRR:83577.0,83580.0] || -> pigeon_5_in_hole_4*. % 3.65/3.85 83588[16:MRR:115.1,83583.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 83589[16:MRR:83578.0,83581.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83594[16:MRR:83588.0,83589.0] || -> . % 3.65/3.85 83595[16:Spt:83594.0,83576.0,83579.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83596[16:Spt:83594.0,83576.1] || -> pigeon_1_in_hole_4*. % 3.65/3.85 83597[16:MRR:96.1,83596.0] || pigeon_5_in_hole_4* -> . % 3.65/3.85 83598[16:MRR:83577.1,83597.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83600[16:MRR:199.1,83598.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83601[16:MRR:83578.0,83600.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 83604[16:MRR:97.0,97.1,83601.0,83596.0] || -> . % 3.65/3.85 83606[15:Spt:83604.0,83570.0,83571.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83607[15:Spt:83604.0,83570.1] || -> pigeon_3_in_hole_4*. % 3.65/3.85 83608[15:MRR:107.1,83607.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 83609[15:MRR:83530.2,83608.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.85 83610[15:MRR:108.1,83607.0] || pigeon_6_in_hole_4* -> . % 3.65/3.85 83611[15:MRR:83531.2,83610.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.85 83612[15:MRR:94.0,83607.0] || pigeon_1_in_hole_4* -> . % 3.65/3.85 83613[15:MRR:83529.2,83612.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 83616[16:Spt:83609.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83617[16:MRR:180.0,83616.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83618[16:MRR:199.1,83616.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83620[16:MRR:83613.0,83617.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83621[16:MRR:153.1,83620.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 83624[16:MRR:83611.0,83618.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83627[16:MRR:83621.0,83624.0] || -> . % 3.65/3.85 83628[16:Spt:83627.0,83609.0,83616.0] || pigeon_5_in_hole_7* -> . % 3.65/3.85 83629[16:Spt:83627.0,83609.1] || -> pigeon_5_in_hole_6*. % 3.65/3.85 83630[16:MRR:152.0,83629.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83631[16:MRR:83613.1,83630.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83633[16:MRR:181.1,83631.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83634[16:MRR:83611.0,83633.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83636[16:MRR:171.0,171.1,83634.0,83629.0] || -> . % 3.65/3.85 83637[10:Spt:83636.0,83109.0,83110.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.85 83638[10:Spt:83636.0,83109.1,83109.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.85 83639[11:Spt:83638.0] || -> pigeon_4_in_hole_4*. % 3.65/3.85 83640[11:MRR:111.1,83639.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.85 83641[11:MRR:112.1,83639.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.85 83642[11:MRR:95.0,83639.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.85 83643[11:MRR:106.0,83639.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.85 83645[11:MRR:101.0,83639.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.85 83646[11:MRR:81995.3,83640.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.85 83647[11:MRR:81993.3,83641.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 83648[11:MRR:81992.3,83642.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 83649[11:MRR:81996.3,83643.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 83650[11:MRR:81994.3,83645.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 83651[12:Spt:83646.3] || -> pigeon_5_in_hole_3*. % 3.65/3.85 83652[12:MRR:74.0,83651.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.85 83653[12:MRR:79.0,83651.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 83654[12:MRR:87.1,83651.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 83657[12:MRR:68.0,83651.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 83658[12:MRR:83650.3,83652.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 83659[12:MRR:83649.3,83653.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.85 83660[12:MRR:83647.3,83654.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.85 83661[12:MRR:83648.3,83657.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 83662[13:Spt:83658.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 83663[13:MRR:177.0,83662.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83665[13:MRR:184.1,83662.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83667[13:MRR:187.1,83662.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83668[13:MRR:83661.0,83663.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 83669[13:MRR:83659.0,83665.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.85 83670[13:MRR:83660.0,83667.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.85 83671[14:Spt:83668.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83674[14:MRR:153.1,83671.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 83675[14:MRR:150.1,83671.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83677[14:MRR:83670.0,83674.0] || -> pigeon_6_in_hole_5*. % 3.65/3.85 83682[14:MRR:136.0,83677.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 83683[14:MRR:83669.0,83675.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83688[14:MRR:83682.0,83683.0] || -> . % 3.65/3.85 83689[14:Spt:83688.0,83668.0,83671.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83690[14:Spt:83688.0,83668.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 83691[14:MRR:125.1,83690.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 83692[14:MRR:83670.1,83691.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83695[14:MRR:164.0,83692.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83697[14:MRR:83669.0,83695.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83699[14:MRR:122.0,122.1,83697.0,83690.0] || -> . % 3.65/3.85 83702[13:Spt:83699.0,83658.0,83662.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 83703[13:Spt:83699.0,83658.1,83658.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 83704[14:Spt:83703.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 83705[14:MRR:149.0,83704.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83706[14:MRR:159.1,83704.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83709[14:MRR:156.1,83704.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83710[14:MRR:83661.1,83705.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 83711[14:MRR:83660.1,83706.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.85 83712[14:MRR:83659.1,83709.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.85 83713[15:Spt:83710.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83715[15:MRR:181.1,83713.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83717[15:MRR:178.1,83713.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83718[15:MRR:83711.0,83715.0] || -> pigeon_6_in_hole_5*. % 3.65/3.85 83720[15:MRR:136.0,83718.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 83724[15:MRR:83712.0,83717.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83729[15:MRR:83720.0,83724.0] || -> . % 3.65/3.85 83730[15:Spt:83729.0,83710.0,83713.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83731[15:Spt:83729.0,83710.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 83732[15:MRR:125.1,83731.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 83733[15:MRR:83711.1,83732.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83736[15:MRR:192.0,83733.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83737[15:MRR:83712.0,83736.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83740[15:MRR:122.0,122.1,83737.0,83731.0] || -> . % 3.65/3.85 83742[14:Spt:83740.0,83703.0,83704.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 83743[14:Spt:83740.0,83703.1] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83744[14:MRR:131.1,83743.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 83745[14:MRR:83660.2,83744.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.85 83746[14:MRR:128.1,83743.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 83747[14:MRR:83659.2,83746.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.85 83748[14:MRR:121.0,83743.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83749[14:MRR:83661.2,83748.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 83752[15:Spt:83745.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83753[15:MRR:181.0,83752.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83754[15:MRR:192.0,83752.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83757[15:MRR:83749.0,83753.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83758[15:MRR:150.1,83757.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83762[15:MRR:83747.0,83754.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83766[15:MRR:83758.0,83762.0] || -> . % 3.65/3.85 83767[15:Spt:83766.0,83745.0,83752.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83768[15:Spt:83766.0,83745.1] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83769[15:MRR:153.0,83768.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83770[15:MRR:83749.1,83769.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83771[15:MRR:178.1,83770.0] || pigeon_3_in_hole_7* -> . % 3.65/3.85 83774[15:MRR:83747.0,83771.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83777[15:MRR:164.0,164.1,83768.0,83774.0] || -> . % 3.65/3.85 83778[12:Spt:83777.0,83646.3,83651.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 83779[12:Spt:83777.0,83646.0,83646.1,83646.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 83780[13:Spt:83779.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 83781[13:MRR:199.1,83780.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83782[13:MRR:180.0,83780.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83783[13:MRR:191.0,83780.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83785[13:MRR:186.0,83780.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 83786[13:MRR:83647.0,83781.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 83787[13:MRR:83648.0,83782.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 83788[13:MRR:83649.0,83783.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 83789[13:MRR:83650.0,83785.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 83790[14:Spt:83786.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 83791[14:MRR:153.0,83790.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83792[14:MRR:164.0,83790.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83795[14:MRR:159.0,83790.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 83796[14:MRR:83787.0,83791.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 83797[14:MRR:83788.0,83792.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 83798[14:MRR:83789.0,83795.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 83799[15:Spt:83796.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 83801[15:MRR:122.1,83799.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 83802[15:MRR:121.1,83799.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83805[15:MRR:83797.0,83801.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83806[15:MRR:72.0,83805.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 83811[15:MRR:83798.0,83802.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83816[15:MRR:83806.0,83811.0] || -> . % 3.65/3.85 83817[15:Spt:83816.0,83796.0,83799.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83818[15:Spt:83816.0,83796.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83819[15:MRR:66.1,83818.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83820[15:MRR:83797.1,83819.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83822[15:MRR:128.0,83820.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83825[15:MRR:83798.0,83822.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83829[15:MRR:65.0,65.1,83825.0,83818.0] || -> . % 3.65/3.85 83830[14:Spt:83829.0,83786.0,83790.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83831[14:Spt:83829.0,83786.1,83786.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 83832[15:Spt:83831.0] || -> pigeon_6_in_hole_5*. % 3.65/3.85 83833[15:MRR:125.0,83832.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 83834[15:MRR:136.0,83832.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 83835[15:MRR:131.0,83832.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 83838[15:MRR:83787.1,83833.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 83839[15:MRR:83788.1,83834.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 83840[15:MRR:83789.1,83835.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.85 83841[16:Spt:83838.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83844[16:MRR:150.1,83841.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83845[16:MRR:149.1,83841.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 83846[16:MRR:83839.0,83844.0] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83851[16:MRR:72.0,83846.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 83852[16:MRR:83840.0,83845.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83857[16:MRR:83851.0,83852.0] || -> . % 3.65/3.85 83858[16:Spt:83857.0,83838.0,83841.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83859[16:Spt:83857.0,83838.1] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83860[16:MRR:66.1,83859.0] || pigeon_3_in_hole_3* -> . % 3.65/3.85 83861[16:MRR:83839.1,83860.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83864[16:MRR:156.0,83861.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 83865[16:MRR:83840.0,83864.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83866[16:MRR:65.0,65.1,83865.0,83859.0] || -> . % 3.65/3.85 83870[15:Spt:83866.0,83831.0,83832.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 83871[15:Spt:83866.0,83831.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83872[15:MRR:80.0,83871.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 83873[15:MRR:83788.2,83872.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.85 83874[15:MRR:75.0,83871.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 83875[15:MRR:83789.2,83874.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.85 83876[15:MRR:69.0,83871.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83877[15:MRR:83787.2,83876.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.85 83880[16:Spt:83873.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 83881[16:MRR:150.0,83880.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 83882[16:MRR:156.0,83880.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 83885[16:MRR:83877.0,83881.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 83888[16:MRR:121.1,83885.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83890[16:MRR:83875.0,83882.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83894[16:MRR:83888.0,83890.0] || -> . % 3.65/3.85 83895[16:Spt:83894.0,83873.0,83880.0] || pigeon_3_in_hole_6* -> . % 3.65/3.85 83896[16:Spt:83894.0,83873.1] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83897[16:MRR:122.0,83896.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83898[16:MRR:83877.1,83897.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 83899[16:MRR:149.1,83898.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 83902[16:MRR:83875.0,83899.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83905[16:MRR:128.0,128.1,83896.0,83902.0] || -> . % 3.65/3.85 83906[13:Spt:83905.0,83779.0,83780.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.85 83907[13:Spt:83905.0,83779.1,83779.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.85 83908[14:Spt:83907.0] || -> pigeon_5_in_hole_6*. % 3.65/3.85 83909[14:MRR:163.0,83908.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 83910[14:MRR:152.0,83908.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 83911[14:MRR:158.0,83908.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 83913[14:MRR:171.1,83908.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 83914[14:MRR:83649.1,83909.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 83915[14:MRR:83648.1,83910.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 83916[14:MRR:83650.1,83911.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 83917[14:MRR:83647.1,83913.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 83918[15:Spt:83914.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 83919[15:MRR:192.1,83918.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 83920[15:MRR:178.0,83918.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 83922[15:MRR:184.0,83918.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 83923[15:MRR:83917.0,83919.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.85 83924[15:MRR:83915.0,83920.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.85 83925[15:MRR:83916.0,83922.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.85 83926[16:Spt:83923.0] || -> pigeon_6_in_hole_5*. % 3.65/3.85 83929[16:MRR:131.0,83926.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 83931[16:MRR:125.0,83926.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83932[16:MRR:83925.0,83929.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83935[16:MRR:65.0,83932.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83938[16:MRR:83924.0,83931.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83943[16:MRR:83935.0,83938.0] || -> . % 3.65/3.85 83944[16:Spt:83943.0,83923.0,83926.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 83945[16:Spt:83943.0,83923.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83946[16:MRR:75.0,83945.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 83947[16:MRR:83925.1,83946.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 83950[16:MRR:121.0,83947.0] || pigeon_1_in_hole_5* -> . % 3.65/3.85 83952[16:MRR:83924.0,83950.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83955[16:MRR:69.0,69.1,83945.0,83952.0] || -> . % 3.65/3.85 83957[15:Spt:83955.0,83914.0,83918.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 83958[15:Spt:83955.0,83914.1,83914.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.85 83959[16:Spt:83958.0] || -> pigeon_3_in_hole_5*. % 3.65/3.85 83960[16:MRR:136.1,83959.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 83961[16:MRR:128.0,83959.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 83964[16:MRR:122.0,83959.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 83965[16:MRR:83917.1,83960.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.85 83966[16:MRR:83916.1,83961.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.85 83967[16:MRR:83915.1,83964.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.85 83968[17:Spt:83965.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 83970[17:MRR:181.0,83968.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 83971[17:MRR:187.0,83968.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 83972[17:MRR:83967.0,83970.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 83973[17:MRR:65.1,83972.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 83978[17:MRR:83966.0,83971.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83983[17:MRR:83973.0,83978.0] || -> . % 3.65/3.85 83984[17:Spt:83983.0,83965.0,83968.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 83985[17:Spt:83983.0,83965.1] || -> pigeon_6_in_hole_3*. % 3.65/3.85 83986[17:MRR:69.0,83985.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 83987[17:MRR:83967.1,83986.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 83989[17:MRR:177.1,83987.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 83990[17:MRR:83966.0,83989.0] || -> pigeon_2_in_hole_3*. % 3.65/3.85 83994[17:MRR:75.0,75.1,83985.0,83990.0] || -> . % 3.65/3.85 83995[16:Spt:83994.0,83958.0,83959.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 83996[16:Spt:83994.0,83958.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 83997[16:MRR:66.0,83996.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 83998[16:MRR:83915.2,83997.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.85 83999[16:MRR:72.0,83996.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 84000[16:MRR:83916.2,83999.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.85 84003[16:MRR:80.1,83996.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 84004[16:MRR:83917.2,84003.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.85 84005[17:Spt:83998.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 84006[17:MRR:181.1,84005.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 84007[17:MRR:177.1,84005.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 84009[17:MRR:84004.0,84006.0] || -> pigeon_6_in_hole_5*. % 3.65/3.85 84011[17:MRR:131.0,84009.0] || pigeon_2_in_hole_5* -> . % 3.65/3.85 84014[17:MRR:84000.0,84007.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 84018[17:MRR:84011.0,84014.0] || -> . % 3.65/3.85 84019[17:Spt:84018.0,83998.0,84005.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 84020[17:Spt:84018.0,83998.1] || -> pigeon_1_in_hole_5*. % 3.65/3.85 84021[17:MRR:125.1,84020.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 84022[17:MRR:84004.1,84021.0] || -> pigeon_6_in_hole_7*. % 3.65/3.85 84023[17:MRR:187.0,84022.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 84025[17:MRR:84000.0,84023.0] || -> pigeon_2_in_hole_5*. % 3.65/3.85 84028[17:MRR:121.0,121.1,84025.0,84020.0] || -> . % 3.65/3.85 84029[14:Spt:84028.0,83907.0,83908.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.85 84030[14:Spt:84028.0,83907.1] || -> pigeon_5_in_hole_5*. % 3.65/3.85 84031[14:MRR:143.1,84030.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.85 84032[14:MRR:130.0,84030.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.85 84033[14:MRR:124.0,84030.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.85 84035[14:MRR:135.0,84030.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.85 84036[14:MRR:83649.2,84035.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 84037[14:MRR:83648.2,84033.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 84038[14:MRR:83650.2,84032.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.85 84039[14:MRR:83647.2,84031.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 84040[15:Spt:84036.0] || -> pigeon_3_in_hole_7*. % 3.65/3.85 84041[15:MRR:184.0,84040.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 84043[15:MRR:178.0,84040.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 84044[15:MRR:192.1,84040.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 84045[15:MRR:84038.0,84041.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.85 84046[15:MRR:84037.0,84043.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.85 84047[15:MRR:84039.0,84044.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.85 84048[16:Spt:84045.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 84050[16:MRR:149.0,84048.0] || pigeon_1_in_hole_6* -> . % 3.65/3.85 84052[16:MRR:159.1,84048.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 84053[16:MRR:84046.0,84050.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 84055[16:MRR:69.1,84053.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 84059[16:MRR:84047.0,84052.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 84064[16:MRR:84055.0,84059.0] || -> . % 3.65/3.85 84065[16:Spt:84064.0,84045.0,84048.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 84066[16:Spt:84064.0,84045.1] || -> pigeon_2_in_hole_3*. % 3.65/3.85 84067[16:MRR:65.0,84066.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 84068[16:MRR:84046.1,84067.0] || -> pigeon_1_in_hole_6*. % 3.65/3.85 84071[16:MRR:153.1,84068.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 84072[16:MRR:84047.0,84071.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 84076[16:MRR:75.0,75.1,84072.0,84066.0] || -> . % 3.65/3.85 84077[15:Spt:84076.0,84036.0,84040.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 84078[15:Spt:84076.0,84036.1,84036.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.85 84079[16:Spt:84078.0] || -> pigeon_3_in_hole_6*. % 3.65/3.85 84080[16:MRR:156.0,84079.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.85 84081[16:MRR:150.0,84079.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 84083[16:MRR:164.1,84079.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 84084[16:MRR:84038.1,84080.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.85 84085[16:MRR:84037.1,84081.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.85 84086[16:MRR:84039.1,84083.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.85 84087[17:Spt:84084.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 84088[17:MRR:177.0,84087.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 84089[17:MRR:187.1,84087.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 84091[17:MRR:84085.0,84088.0] || -> pigeon_1_in_hole_3*. % 3.65/3.85 84095[17:MRR:69.1,84091.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 84097[17:MRR:84086.0,84089.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 84102[17:MRR:84095.0,84097.0] || -> . % 3.65/3.85 84103[17:Spt:84102.0,84084.0,84087.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 84104[17:Spt:84102.0,84084.1] || -> pigeon_2_in_hole_3*. % 3.65/3.85 84105[17:MRR:65.0,84104.0] || pigeon_1_in_hole_3* -> . % 3.65/3.85 84106[17:MRR:84085.1,84105.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 84108[17:MRR:181.1,84106.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 84109[17:MRR:84086.0,84108.0] || -> pigeon_6_in_hole_3*. % 3.65/3.85 84110[17:MRR:75.0,75.1,84109.0,84104.0] || -> . % 3.65/3.85 84114[16:Spt:84110.0,84078.0,84079.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 84115[16:Spt:84110.0,84078.1] || -> pigeon_3_in_hole_3*. % 3.65/3.85 84116[16:MRR:66.0,84115.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 84117[16:MRR:84037.2,84116.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.85 84118[16:MRR:80.1,84115.0] || pigeon_6_in_hole_3* -> . % 3.65/3.85 84119[16:MRR:84039.2,84118.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.85 84120[16:MRR:72.0,84115.0] || pigeon_2_in_hole_3* -> . % 3.65/3.85 84121[16:MRR:84038.2,84120.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.85 84124[17:Spt:84117.0] || -> pigeon_1_in_hole_7*. % 3.65/3.85 84125[17:MRR:177.1,84124.0] || pigeon_2_in_hole_7* -> . % 3.65/3.85 84126[17:MRR:181.1,84124.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 84128[17:MRR:84121.0,84125.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 84129[17:MRR:159.1,84128.0] || pigeon_6_in_hole_6* -> . % 3.65/3.85 84132[17:MRR:84119.0,84126.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 84135[17:MRR:84129.0,84132.0] || -> . % 3.65/3.85 84136[17:Spt:84135.0,84117.0,84124.0] || pigeon_1_in_hole_7* -> . % 3.65/3.85 84137[17:Spt:84135.0,84117.1] || -> pigeon_1_in_hole_6*. % 3.65/3.85 84138[17:MRR:149.1,84137.0] || pigeon_2_in_hole_6* -> . % 3.65/3.85 84139[17:MRR:84121.1,84138.0] || -> pigeon_2_in_hole_7*. % 3.65/3.85 84141[17:MRR:187.1,84139.0] || pigeon_6_in_hole_7* -> . % 3.65/3.85 84142[17:MRR:84119.0,84141.0] || -> pigeon_6_in_hole_6*. % 3.65/3.85 84144[17:MRR:153.0,153.1,84142.0,84137.0] || -> . % 3.65/3.85 84145[11:Spt:84144.0,83638.0,83639.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.85 84146[11:Spt:84144.0,83638.1] || -> pigeon_4_in_hole_3*. % 3.65/3.85 84147[11:MRR:67.0,84146.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.85 84148[11:MRR:84.1,84146.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.85 84149[11:MRR:73.0,84146.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.85 84151[11:MRR:78.0,84146.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.85 84152[11:MRR:83.1,84146.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.85 84153[11:MRR:81995.4,84152.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.85 84154[11:MRR:81993.4,84148.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 84155[11:MRR:81992.4,84147.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 84156[11:MRR:81996.4,84151.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 84157[11:MRR:81994.4,84149.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 84158[12:Spt:84153.0] || -> pigeon_5_in_hole_7*. % 3.65/3.85 84159[12:MRR:186.0,84158.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.85 84161[12:MRR:191.0,84158.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.85 84162[12:MRR:180.0,84158.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.85 84163[12:MRR:199.1,84158.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.85 84164[12:MRR:84157.0,84159.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.85 84165[12:MRR:84156.0,84161.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 84166[12:MRR:84155.0,84162.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 84167[12:MRR:84154.0,84163.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 84168[13:Spt:84164.0] || -> pigeon_2_in_hole_6*. % 3.65/3.85 84169[13:MRR:149.0,84168.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.85 84171[13:MRR:159.1,84168.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.85 84172[13:MRR:156.1,84168.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.85 84174[13:MRR:84166.0,84169.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.85 84175[13:MRR:84167.0,84171.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.85 84176[13:MRR:84165.0,84172.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.85 84177[14:Spt:84174.0] || -> pigeon_1_in_hole_5*. % 3.65/3.85 84178[14:MRR:125.1,84177.0] || pigeon_6_in_hole_5* -> . % 3.65/3.85 84182[14:MRR:122.1,84177.0] || pigeon_3_in_hole_5* -> . % 3.65/3.85 84183[14:MRR:84175.0,84178.0] || -> pigeon_6_in_hole_4*. % 3.65/3.85 84185[14:MRR:108.0,84183.0] || pigeon_3_in_hole_4* -> . % 3.65/3.85 84189[14:MRR:84176.0,84182.0] || -> pigeon_3_in_hole_4*. % 3.65/3.85 84194[14:MRR:84185.0,84189.0] || -> . % 3.65/3.85 84195[14:Spt:84194.0,84174.0,84177.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84196[14:Spt:84194.0,84174.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84197[14:MRR:97.1,84196.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 84198[14:MRR:84175.1,84197.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84202[14:MRR:136.0,84198.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84203[14:MRR:84176.0,84202.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84206[14:MRR:94.0,94.1,84203.0,84196.0] || -> . % 3.65/3.86 84208[13:Spt:84206.0,84164.0,84168.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 84209[13:Spt:84206.0,84164.1,84164.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 84210[14:Spt:84209.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84211[14:MRR:121.0,84210.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 84212[14:MRR:131.1,84210.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 84215[14:MRR:128.1,84210.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 84216[14:MRR:84166.1,84211.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 84217[14:MRR:84167.1,84212.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 84218[14:MRR:84165.1,84215.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 84219[15:Spt:84216.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84220[15:MRR:153.1,84219.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84222[15:MRR:150.1,84219.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84224[15:MRR:84217.0,84220.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84228[15:MRR:108.0,84224.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84230[15:MRR:84218.0,84222.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84235[15:MRR:84228.0,84230.0] || -> . % 3.65/3.86 84236[15:Spt:84235.0,84216.0,84219.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84237[15:Spt:84235.0,84216.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84238[15:MRR:97.1,84237.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 84239[15:MRR:84217.1,84238.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84241[15:MRR:164.0,84239.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84243[15:MRR:84218.0,84241.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84245[15:MRR:94.0,94.1,84243.0,84237.0] || -> . % 3.65/3.86 84248[14:Spt:84245.0,84209.0,84210.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84249[14:Spt:84245.0,84209.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84250[14:MRR:103.1,84249.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 84251[14:MRR:84167.2,84250.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 84252[14:MRR:100.1,84249.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84253[14:MRR:84165.2,84252.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 84254[14:MRR:93.0,84249.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 84255[14:MRR:84166.2,84254.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 84258[15:Spt:84251.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84259[15:MRR:153.0,84258.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84261[15:MRR:164.0,84258.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84263[15:MRR:84255.0,84259.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84264[15:MRR:122.1,84263.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84268[15:MRR:84253.0,84261.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84272[15:MRR:84264.0,84268.0] || -> . % 3.65/3.86 84273[15:Spt:84272.0,84251.0,84258.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84274[15:Spt:84272.0,84251.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84275[15:MRR:125.0,84274.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84276[15:MRR:84255.1,84275.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84278[15:MRR:150.1,84276.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84280[15:MRR:84253.0,84278.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84283[15:MRR:136.0,136.1,84274.0,84280.0] || -> . % 3.65/3.86 84284[12:Spt:84283.0,84153.0,84158.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 84285[12:Spt:84283.0,84153.1,84153.2,84153.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 84286[13:Spt:84285.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 84287[13:MRR:171.1,84286.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 84288[13:MRR:152.0,84286.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 84290[13:MRR:163.0,84286.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 84291[13:MRR:158.0,84286.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 84292[13:MRR:84154.1,84287.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 84293[13:MRR:84155.1,84288.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 84294[13:MRR:84156.1,84290.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 84295[13:MRR:84157.1,84291.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 84296[14:Spt:84292.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 84297[14:MRR:187.0,84296.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 84299[14:MRR:192.0,84296.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 84300[14:MRR:181.0,84296.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 84301[14:MRR:84295.0,84297.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 84302[14:MRR:84294.0,84299.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 84303[14:MRR:84293.0,84300.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 84304[15:Spt:84301.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84305[15:MRR:128.1,84304.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84309[15:MRR:121.0,84304.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84310[15:MRR:84302.0,84305.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84314[15:MRR:94.0,84310.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 84316[15:MRR:84303.0,84309.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84321[15:MRR:84314.0,84316.0] || -> . % 3.65/3.86 84322[15:Spt:84321.0,84301.0,84304.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 84323[15:Spt:84321.0,84301.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84324[15:MRR:100.1,84323.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84325[15:MRR:84302.1,84324.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84326[15:MRR:122.0,84325.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84330[15:MRR:84303.0,84326.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84333[15:MRR:93.0,93.1,84323.0,84330.0] || -> . % 3.65/3.86 84335[14:Spt:84333.0,84292.0,84296.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 84336[14:Spt:84333.0,84292.1,84292.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 84337[15:Spt:84336.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84338[15:MRR:131.0,84337.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84339[15:MRR:136.0,84337.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 84342[15:MRR:125.0,84337.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 84343[15:MRR:84295.1,84338.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 84344[15:MRR:84294.1,84339.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 84345[15:MRR:84293.1,84342.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 84346[16:Spt:84343.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 84347[16:MRR:177.0,84346.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84349[16:MRR:184.1,84346.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84350[16:MRR:84345.0,84347.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84351[16:MRR:94.1,84350.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84356[16:MRR:84344.0,84349.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84361[16:MRR:84351.0,84356.0] || -> . % 3.65/3.86 84362[16:Spt:84361.0,84343.0,84346.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 84363[16:Spt:84361.0,84343.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84364[16:MRR:93.0,84363.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 84365[16:MRR:84345.1,84364.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 84367[16:MRR:178.1,84365.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84368[16:MRR:84344.0,84367.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84372[16:MRR:100.0,100.1,84368.0,84363.0] || -> . % 3.65/3.86 84373[15:Spt:84372.0,84336.0,84337.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 84374[15:Spt:84372.0,84336.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84375[15:MRR:97.0,84374.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 84376[15:MRR:84293.2,84375.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.86 84377[15:MRR:108.0,84374.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84378[15:MRR:84294.2,84377.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 84381[15:MRR:103.0,84374.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 84382[15:MRR:84295.2,84381.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 84383[16:Spt:84376.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 84384[16:MRR:177.1,84383.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 84385[16:MRR:178.1,84383.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84387[16:MRR:84382.0,84384.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84391[16:MRR:128.1,84387.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84392[16:MRR:84378.0,84385.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84396[16:MRR:84391.0,84392.0] || -> . % 3.65/3.86 84397[16:Spt:84396.0,84376.0,84383.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84398[16:Spt:84396.0,84376.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84399[16:MRR:121.1,84398.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 84400[16:MRR:84382.1,84399.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 84401[16:MRR:184.1,84400.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84403[16:MRR:84378.0,84401.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84404[16:MRR:122.0,122.1,84403.0,84398.0] || -> . % 3.65/3.86 84407[13:Spt:84404.0,84285.0,84286.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 84408[13:Spt:84404.0,84285.1,84285.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 84409[14:Spt:84408.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 84410[14:MRR:130.0,84409.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84411[14:MRR:135.0,84409.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 84412[14:MRR:124.0,84409.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 84414[14:MRR:143.1,84409.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 84415[14:MRR:84157.2,84410.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 84416[14:MRR:84156.2,84411.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 84417[14:MRR:84155.2,84412.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 84418[14:MRR:84154.2,84414.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 84419[15:Spt:84415.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 84420[15:MRR:177.0,84419.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 84422[15:MRR:184.1,84419.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 84423[15:MRR:187.1,84419.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 84424[15:MRR:84417.0,84420.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 84425[15:MRR:84416.0,84422.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 84426[15:MRR:84418.0,84423.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 84427[16:Spt:84424.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84428[16:MRR:153.1,84427.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84430[16:MRR:150.1,84427.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84432[16:MRR:84426.0,84428.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84434[16:MRR:108.0,84432.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84438[16:MRR:84425.0,84430.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84443[16:MRR:84434.0,84438.0] || -> . % 3.65/3.86 84444[16:Spt:84443.0,84424.0,84427.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84445[16:Spt:84443.0,84424.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84446[16:MRR:97.1,84445.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 84447[16:MRR:84426.1,84446.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84449[16:MRR:164.0,84447.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84451[16:MRR:84425.0,84449.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84455[16:MRR:94.0,94.1,84451.0,84445.0] || -> . % 3.65/3.86 84456[15:Spt:84455.0,84415.0,84419.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 84457[15:Spt:84455.0,84415.1,84415.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 84458[16:Spt:84457.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 84459[16:MRR:149.0,84458.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 84460[16:MRR:159.1,84458.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 84462[16:MRR:156.1,84458.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 84463[16:MRR:84417.1,84459.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 84464[16:MRR:84418.1,84460.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 84465[16:MRR:84416.1,84462.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 84466[17:Spt:84463.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 84468[17:MRR:178.1,84466.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84469[17:MRR:181.1,84466.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84470[17:MRR:84465.0,84468.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 84471[17:MRR:108.1,84470.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 84476[17:MRR:84464.0,84469.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84481[17:MRR:84471.0,84476.0] || -> . % 3.65/3.86 84482[17:Spt:84481.0,84463.0,84466.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84483[17:Spt:84481.0,84463.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84484[17:MRR:94.1,84483.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 84485[17:MRR:84465.1,84484.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 84487[17:MRR:192.1,84485.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84488[17:MRR:84464.0,84487.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84492[17:MRR:97.0,97.1,84488.0,84483.0] || -> . % 3.65/3.86 84493[16:Spt:84492.0,84457.0,84458.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 84494[16:Spt:84492.0,84457.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84495[16:MRR:100.1,84494.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 84496[16:MRR:84416.2,84495.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 84497[16:MRR:103.1,84494.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 84498[16:MRR:84418.2,84497.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 84499[16:MRR:93.0,84494.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 84500[16:MRR:84417.2,84499.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.86 84503[17:Spt:84496.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 84504[17:MRR:178.0,84503.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84505[17:MRR:192.1,84503.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84507[17:MRR:84500.0,84504.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84510[17:MRR:153.1,84507.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84511[17:MRR:84498.0,84505.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84514[17:MRR:84510.0,84511.0] || -> . % 3.65/3.86 84515[17:Spt:84514.0,84496.0,84503.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84516[17:Spt:84514.0,84496.1] || -> pigeon_3_in_hole_6*. % 3.65/3.86 84517[17:MRR:150.0,84516.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84518[17:MRR:84500.1,84517.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 84519[17:MRR:181.1,84518.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84521[17:MRR:84498.0,84519.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84523[17:MRR:164.0,164.1,84521.0,84516.0] || -> . % 3.65/3.86 84524[14:Spt:84523.0,84408.0,84409.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 84525[14:Spt:84523.0,84408.1] || -> pigeon_5_in_hole_4*. % 3.65/3.86 84526[14:MRR:107.0,84525.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 84527[14:MRR:115.1,84525.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 84528[14:MRR:102.0,84525.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 84530[14:MRR:96.0,84525.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 84531[14:MRR:84157.3,84528.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 84532[14:MRR:84156.3,84526.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 84533[14:MRR:84155.3,84530.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 84534[14:MRR:84154.3,84527.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 84535[15:Spt:84531.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 84536[15:MRR:187.1,84535.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 84537[15:MRR:184.1,84535.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 84539[15:MRR:177.0,84535.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 84540[15:MRR:84534.0,84536.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 84541[15:MRR:84532.0,84537.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 84542[15:MRR:84533.0,84539.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 84543[16:Spt:84540.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84544[16:MRR:153.0,84543.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84546[16:MRR:164.0,84543.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84548[16:MRR:84542.0,84544.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84550[16:MRR:122.1,84548.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84553[16:MRR:84541.0,84546.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84557[16:MRR:84550.0,84553.0] || -> . % 3.65/3.86 84558[16:Spt:84557.0,84540.0,84543.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84559[16:Spt:84557.0,84540.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84560[16:MRR:125.0,84559.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84561[16:MRR:84542.1,84560.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84562[16:MRR:150.1,84561.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 84565[16:MRR:84541.0,84562.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84566[16:MRR:136.0,136.1,84559.0,84565.0] || -> . % 3.65/3.86 84569[15:Spt:84566.0,84531.0,84535.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 84570[15:Spt:84566.0,84531.1,84531.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 84571[16:Spt:84570.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 84572[16:MRR:159.1,84571.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 84573[16:MRR:149.0,84571.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 84575[16:MRR:156.1,84571.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 84576[16:MRR:84534.1,84572.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.86 84577[16:MRR:84533.1,84573.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.86 84578[16:MRR:84532.1,84575.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 84579[17:Spt:84576.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 84580[17:MRR:192.0,84579.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84581[17:MRR:181.0,84579.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84583[17:MRR:84578.0,84580.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 84584[17:MRR:122.0,84583.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84588[17:MRR:84577.0,84581.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84592[17:MRR:84584.0,84588.0] || -> . % 3.65/3.86 84593[17:Spt:84592.0,84576.0,84579.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84594[17:Spt:84592.0,84576.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84595[17:MRR:136.0,84594.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 84596[17:MRR:84578.1,84595.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 84598[17:MRR:178.0,84596.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84599[17:MRR:84577.0,84598.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84602[17:MRR:125.0,125.1,84594.0,84599.0] || -> . % 3.65/3.86 84603[16:Spt:84602.0,84570.0,84571.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 84604[16:Spt:84602.0,84570.1] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84605[16:MRR:128.1,84604.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 84606[16:MRR:84532.2,84605.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 84607[16:MRR:121.0,84604.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84608[16:MRR:84533.2,84607.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.86 84609[16:MRR:131.1,84604.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 84610[16:MRR:84534.2,84609.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 84612[17:Spt:84606.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 84613[17:MRR:192.1,84612.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 84614[17:MRR:178.0,84612.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84616[17:MRR:84610.0,84613.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 84619[17:MRR:153.0,84616.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 84620[17:MRR:84608.0,84614.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84623[17:MRR:84619.0,84620.0] || -> . % 3.65/3.86 84624[17:Spt:84623.0,84606.0,84612.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 84625[17:Spt:84623.0,84606.1] || -> pigeon_3_in_hole_6*. % 3.65/3.86 84626[17:MRR:164.1,84625.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 84627[17:MRR:84610.1,84626.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 84629[17:MRR:181.0,84627.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 84630[17:MRR:84608.0,84629.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 84631[17:MRR:150.0,150.1,84625.0,84630.0] || -> . % 3.65/3.86 84633[7:Spt:84631.0,81976.5,81983.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.86 84634[7:Spt:84631.0,81976.0,81976.1,81976.2,81976.3,81976.4] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.65/3.86 84635[8:Spt:84634.0] || -> pigeon_7_in_hole_7*. % 3.65/3.86 84636[8:MRR:193.0,84635.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 84637[8:MRR:202.0,84635.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 84638[8:MRR:182.0,84635.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 84639[8:MRR:188.0,84635.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 84640[8:MRR:200.0,84635.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 84641[8:MRR:197.0,84635.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 84642[8:MRR:81981.0,84636.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 84643[8:MRR:81982.0,84637.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 84644[8:MRR:81978.0,84638.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84645[8:MRR:81977.0,84639.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84646[8:MRR:81980.0,84640.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84647[8:MRR:81979.0,84641.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84648[9:Spt:84642.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 84649[9:MRR:164.1,84648.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 84650[9:MRR:150.0,84648.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 84652[9:MRR:156.0,84648.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 84653[9:MRR:163.1,84648.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 84654[9:MRR:162.1,84648.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 84655[9:MRR:84643.0,84649.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 84656[9:MRR:84644.0,84650.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84657[9:MRR:84645.0,84652.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84658[9:MRR:84646.0,84653.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84659[9:MRR:84647.0,84654.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84660[10:Spt:84655.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 84662[10:MRR:125.0,84660.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 84663[10:MRR:131.0,84660.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84665[10:MRR:143.0,84660.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 84666[10:MRR:140.0,84660.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 84667[10:MRR:84656.0,84662.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84668[10:MRR:84657.0,84663.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84669[10:MRR:84658.0,84665.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84670[10:MRR:84659.0,84666.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84671[11:Spt:84667.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 84674[11:MRR:93.1,84671.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 84676[11:MRR:96.1,84671.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 84677[11:MRR:95.1,84671.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 84678[11:MRR:84668.0,84674.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84679[11:MRR:84669.0,84676.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84680[11:MRR:84670.0,84677.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84681[12:Spt:84678.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 84684[12:MRR:73.1,84681.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 84687[12:MRR:74.1,84681.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 84688[12:MRR:84680.0,84684.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84693[12:MRR:27.1,84688.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 84695[12:MRR:84679.0,84687.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 84701[12:MRR:84693.0,84695.0] || -> . % 3.65/3.86 84702[12:Spt:84701.0,84678.0,84681.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 84703[12:Spt:84701.0,84678.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84704[12:MRR:17.1,84703.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84705[12:MRR:84680.1,84704.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84710[12:MRR:83.1,84705.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 84711[12:MRR:84679.0,84710.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 84714[12:MRR:18.0,18.1,84711.0,84703.0] || -> . % 3.65/3.86 84717[11:Spt:84714.0,84667.0,84671.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 84718[11:Spt:84714.0,84667.1,84667.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84719[12:Spt:84718.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 84720[12:MRR:65.1,84719.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 84721[12:MRR:67.1,84719.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 84725[12:MRR:68.1,84719.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 84726[12:MRR:84668.1,84720.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 84727[12:MRR:84670.1,84721.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 84728[12:MRR:84669.1,84725.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 84729[13:Spt:84726.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84732[13:MRR:102.1,84729.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 84734[13:MRR:101.1,84729.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84735[13:MRR:84728.0,84732.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 84736[13:MRR:27.0,84735.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84742[13:MRR:84727.0,84734.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84748[13:MRR:84736.0,84742.0] || -> . % 3.65/3.86 84749[13:Spt:84748.0,84726.0,84729.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 84750[13:Spt:84748.0,84726.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84751[13:MRR:18.1,84750.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 84752[13:MRR:84728.1,84751.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 84756[13:MRR:111.0,84752.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84757[13:MRR:84727.0,84756.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84762[13:MRR:17.0,17.1,84757.0,84750.0] || -> . % 3.65/3.86 84763[12:Spt:84762.0,84718.0,84719.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 84764[12:Spt:84762.0,84718.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 84765[12:MRR:12.1,84764.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 84766[12:MRR:84669.2,84765.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 84767[12:MRR:11.1,84764.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84768[12:MRR:84670.2,84767.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 84771[12:MRR:9.1,84764.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 84772[12:MRR:84668.2,84771.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 84774[13:Spt:84766.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 84775[13:MRR:102.0,84774.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 84776[13:MRR:111.0,84774.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84780[13:MRR:84772.0,84775.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 84784[13:MRR:73.1,84780.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 84786[13:MRR:84768.0,84776.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84791[13:MRR:84784.0,84786.0] || -> . % 3.65/3.86 84792[13:Spt:84791.0,84766.0,84774.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 84793[13:Spt:84791.0,84766.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 84794[13:MRR:74.0,84793.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 84795[13:MRR:84772.1,84794.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84796[13:MRR:101.1,84795.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84800[13:MRR:84768.0,84796.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84804[13:MRR:83.0,83.1,84793.0,84800.0] || -> . % 3.65/3.86 84805[10:Spt:84804.0,84655.0,84660.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 84806[10:Spt:84804.0,84655.1,84655.2,84655.3] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 84807[11:Spt:84806.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 84808[11:MRR:115.0,84807.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 84809[11:MRR:103.0,84807.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 84810[11:MRR:112.0,84807.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 84813[11:MRR:97.0,84807.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 84814[11:MRR:84658.1,84808.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84815[11:MRR:84657.1,84809.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84816[11:MRR:84659.1,84810.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84817[11:MRR:84656.1,84813.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84818[12:Spt:84814.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 84820[12:MRR:124.0,84818.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 84821[12:MRR:130.0,84818.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84823[12:MRR:139.0,84818.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 84824[12:MRR:84817.0,84820.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 84825[12:MRR:84815.0,84821.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 84826[12:MRR:84816.0,84823.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 84827[13:Spt:84824.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 84832[13:MRR:67.1,84827.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 84833[13:MRR:65.1,84827.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 84834[13:MRR:84826.0,84832.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84840[13:MRR:17.0,84834.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 84841[13:MRR:84825.0,84833.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84847[13:MRR:84840.0,84841.0] || -> . % 3.65/3.86 84848[13:Spt:84847.0,84824.0,84827.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 84849[13:Spt:84847.0,84824.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 84850[13:MRR:11.1,84849.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84851[13:MRR:84826.1,84850.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84856[13:MRR:73.0,84851.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 84857[13:MRR:84825.0,84856.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84859[13:MRR:9.0,9.1,84857.0,84849.0] || -> . % 3.65/3.86 84863[12:Spt:84859.0,84814.0,84818.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 84864[12:Spt:84859.0,84814.1,84814.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 84865[13:Spt:84864.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 84866[13:MRR:68.0,84865.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 84867[13:MRR:83.0,84865.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 84868[13:MRR:74.0,84865.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 84872[13:MRR:84817.1,84866.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 84873[13:MRR:84816.1,84867.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 84874[13:MRR:84815.1,84868.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 84875[14:Spt:84872.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84877[14:MRR:121.1,84875.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 84879[14:MRR:123.1,84875.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 84880[14:MRR:84874.0,84877.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84881[14:MRR:17.1,84880.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84887[14:MRR:84873.0,84879.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84893[14:MRR:84881.0,84887.0] || -> . % 3.65/3.86 84894[14:Spt:84893.0,84872.0,84875.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84895[14:Spt:84893.0,84872.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 84896[14:MRR:9.1,84895.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 84897[14:MRR:84874.1,84896.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84900[14:MRR:129.1,84897.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 84901[14:MRR:84873.0,84900.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84906[14:MRR:11.0,11.1,84901.0,84895.0] || -> . % 3.65/3.86 84907[13:Spt:84906.0,84864.0,84865.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 84908[13:Spt:84906.0,84864.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 84909[13:MRR:18.0,84908.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 84910[13:MRR:84815.2,84909.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 84911[13:MRR:27.0,84908.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84912[13:MRR:84816.2,84911.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 84914[13:MRR:12.0,84908.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 84915[13:MRR:84817.2,84914.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 84918[14:Spt:84910.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 84919[14:MRR:121.0,84918.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 84920[14:MRR:129.1,84918.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 84923[14:MRR:84915.0,84919.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 84925[14:MRR:67.1,84923.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 84929[14:MRR:84912.0,84920.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84934[14:MRR:84925.0,84929.0] || -> . % 3.65/3.86 84935[14:Spt:84934.0,84910.0,84918.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 84936[14:Spt:84934.0,84910.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 84937[14:MRR:65.0,84936.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 84938[14:MRR:84915.1,84937.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84939[14:MRR:123.1,84938.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 84942[14:MRR:84912.0,84939.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 84946[14:MRR:73.0,73.1,84942.0,84936.0] || -> . % 3.65/3.86 84947[11:Spt:84946.0,84806.0,84807.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 84948[11:Spt:84946.0,84806.1,84806.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 84949[12:Spt:84948.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 84950[12:MRR:69.0,84949.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 84951[12:MRR:84.0,84949.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 84952[12:MRR:75.0,84949.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 84955[12:MRR:87.0,84949.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 84956[12:MRR:84656.2,84950.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 84957[12:MRR:84659.2,84951.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 84958[12:MRR:84657.2,84952.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 84959[12:MRR:84658.2,84955.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 84960[13:Spt:84956.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 84961[13:MRR:121.1,84960.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 84964[13:MRR:123.1,84960.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 84965[13:MRR:124.1,84960.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 84966[13:MRR:84958.0,84961.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 84967[13:MRR:84957.0,84964.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 84968[13:MRR:84959.0,84965.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 84969[14:Spt:84966.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 84970[14:MRR:102.1,84969.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 84973[14:MRR:101.1,84969.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84975[14:MRR:84968.0,84970.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 84977[14:MRR:27.0,84975.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 84982[14:MRR:84967.0,84973.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 84988[14:MRR:84977.0,84982.0] || -> . % 3.65/3.86 84989[14:Spt:84988.0,84966.0,84969.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 84990[14:Spt:84988.0,84966.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 84991[14:MRR:18.1,84990.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 84992[14:MRR:84968.1,84991.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 84995[14:MRR:111.0,84992.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 84997[14:MRR:84967.0,84995.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 85002[14:MRR:17.0,17.1,84997.0,84990.0] || -> . % 3.65/3.86 85003[13:Spt:85002.0,84956.0,84960.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 85004[13:Spt:85002.0,84956.1,84956.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 85005[14:Spt:85004.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85006[14:MRR:93.1,85005.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85007[14:MRR:96.1,85005.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85010[14:MRR:95.1,85005.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 85011[14:MRR:84958.1,85006.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 85012[14:MRR:84959.1,85007.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 85013[14:MRR:84957.1,85010.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 85014[15:Spt:85011.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 85017[15:MRR:129.1,85014.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 85018[15:MRR:130.1,85014.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85019[15:MRR:85013.0,85017.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 85020[15:MRR:27.1,85019.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85026[15:MRR:85012.0,85018.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85032[15:MRR:85020.0,85026.0] || -> . % 3.65/3.86 85033[15:Spt:85032.0,85011.0,85014.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85034[15:Spt:85032.0,85011.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85035[15:MRR:17.1,85034.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 85036[15:MRR:85013.1,85035.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85039[15:MRR:139.1,85036.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85040[15:MRR:85012.0,85039.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85045[15:MRR:18.0,18.1,85040.0,85034.0] || -> . % 3.65/3.86 85046[14:Spt:85045.0,85004.0,85005.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85047[14:Spt:85045.0,85004.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85048[14:MRR:11.1,85047.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 85049[14:MRR:84957.2,85048.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 85050[14:MRR:12.1,85047.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85051[14:MRR:84959.2,85050.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 85052[14:MRR:9.1,85047.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85053[14:MRR:84958.2,85052.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 85057[15:Spt:85049.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85058[15:MRR:129.0,85057.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85059[15:MRR:139.1,85057.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85062[15:MRR:85053.0,85058.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85066[15:MRR:102.1,85062.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 85067[15:MRR:85051.0,85059.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85071[15:MRR:85066.0,85067.0] || -> . % 3.65/3.86 85072[15:Spt:85071.0,85049.0,85057.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 85073[15:Spt:85071.0,85049.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 85074[15:MRR:101.0,85073.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85075[15:MRR:85053.1,85074.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 85076[15:MRR:130.1,85075.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85079[15:MRR:85051.0,85076.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85082[15:MRR:111.0,111.1,85079.0,85073.0] || -> . % 3.65/3.86 85083[12:Spt:85082.0,84948.0,84949.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 85084[12:Spt:85082.0,84948.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85085[12:MRR:28.0,85084.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 85086[12:MRR:31.0,85084.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 85087[12:MRR:13.0,85084.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 85090[12:MRR:19.0,85084.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 85091[12:MRR:84656.3,85087.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 85092[12:MRR:84659.3,85085.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 85093[12:MRR:84657.3,85090.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 85094[12:MRR:84658.3,85086.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 85095[13:Spt:85091.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 85096[13:MRR:124.1,85095.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 85097[13:MRR:123.1,85095.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 85100[13:MRR:121.1,85095.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 85101[13:MRR:85094.0,85096.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 85102[13:MRR:85092.0,85097.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 85103[13:MRR:85093.0,85100.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 85104[14:Spt:85101.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85105[14:MRR:102.0,85104.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85108[14:MRR:111.0,85104.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 85110[14:MRR:85103.0,85105.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85112[14:MRR:73.1,85110.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 85116[14:MRR:85102.0,85108.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 85121[14:MRR:85112.0,85116.0] || -> . % 3.65/3.86 85122[14:Spt:85121.0,85101.0,85104.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 85123[14:Spt:85121.0,85101.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85124[14:MRR:74.0,85123.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85125[14:MRR:85103.1,85124.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85126[14:MRR:101.1,85125.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 85130[14:MRR:85102.0,85126.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 85131[14:MRR:83.0,83.1,85123.0,85130.0] || -> . % 3.65/3.86 85135[13:Spt:85131.0,85091.0,85095.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 85136[13:Spt:85131.0,85091.1,85091.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 85137[14:Spt:85136.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85138[14:MRR:96.1,85137.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85139[14:MRR:93.1,85137.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85142[14:MRR:95.1,85137.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 85143[14:MRR:85094.1,85138.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 85144[14:MRR:85093.1,85139.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 85145[14:MRR:85092.1,85142.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 85146[15:Spt:85143.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 85147[15:MRR:139.0,85146.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 85148[15:MRR:130.0,85146.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85151[15:MRR:85145.0,85147.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 85152[15:MRR:73.0,85151.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85157[15:MRR:85144.0,85148.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85162[15:MRR:85152.0,85157.0] || -> . % 3.65/3.86 85163[15:Spt:85162.0,85143.0,85146.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85164[15:Spt:85162.0,85143.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85165[15:MRR:83.0,85164.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 85166[15:MRR:85145.1,85165.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85169[15:MRR:129.0,85166.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85170[15:MRR:85144.0,85169.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85174[15:MRR:74.0,74.1,85164.0,85170.0] || -> . % 3.65/3.86 85175[14:Spt:85174.0,85136.0,85137.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85176[14:Spt:85174.0,85136.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85177[14:MRR:67.1,85176.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 85178[14:MRR:85092.2,85177.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 85179[14:MRR:65.1,85176.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85180[14:MRR:85093.2,85179.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 85181[14:MRR:68.1,85176.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 85182[14:MRR:85094.2,85181.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 85185[15:Spt:85178.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85186[15:MRR:139.1,85185.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85187[15:MRR:129.0,85185.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85190[15:MRR:85182.0,85186.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85194[15:MRR:102.0,85190.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85195[15:MRR:85180.0,85187.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85199[15:MRR:85194.0,85195.0] || -> . % 3.65/3.86 85200[15:Spt:85199.0,85178.0,85185.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 85201[15:Spt:85199.0,85178.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 85202[15:MRR:111.1,85201.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 85203[15:MRR:85182.1,85202.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 85206[15:MRR:130.0,85203.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85207[15:MRR:85180.0,85206.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85208[15:MRR:101.0,101.1,85201.0,85207.0] || -> . % 3.65/3.86 85211[9:Spt:85208.0,84642.0,84648.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 85212[9:Spt:85208.0,84642.1,84642.2,84642.3,84642.4] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 85213[10:Spt:85212.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 85214[10:MRR:134.1,85213.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 85215[10:MRR:135.1,85213.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 85216[10:MRR:128.0,85213.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 85218[10:MRR:122.0,85213.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 85219[10:MRR:136.1,85213.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 85220[10:MRR:84647.1,85214.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85221[10:MRR:84646.1,85215.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85222[10:MRR:84645.1,85216.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85223[10:MRR:84644.1,85218.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85224[10:MRR:84643.1,85219.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85225[11:Spt:85220.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 85226[11:MRR:111.1,85225.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85227[11:MRR:101.0,85225.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85230[11:MRR:95.0,85225.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85231[11:MRR:112.1,85225.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 85232[11:MRR:85221.1,85226.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85233[11:MRR:85222.1,85227.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85234[11:MRR:85223.1,85230.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85235[11:MRR:85224.1,85231.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85236[12:Spt:85232.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85238[12:MRR:74.0,85236.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 85239[12:MRR:68.0,85236.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85242[12:MRR:87.1,85236.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 85243[12:MRR:85233.1,85238.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 85244[12:MRR:85234.1,85239.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 85245[12:MRR:85235.1,85242.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 85246[13:Spt:85243.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85249[13:MRR:9.0,85246.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85252[13:MRR:19.1,85246.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85253[13:MRR:85244.1,85249.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 85254[13:MRR:153.1,85253.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85259[13:MRR:85245.1,85252.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85264[13:MRR:85254.0,85259.0] || -> . % 3.65/3.86 85265[13:Spt:85264.0,85243.1,85246.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85266[13:Spt:85264.0,85243.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 85267[13:MRR:149.0,85266.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85268[13:MRR:85244.0,85267.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85271[13:MRR:13.1,85268.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85274[13:MRR:85245.1,85271.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85277[13:MRR:159.0,159.1,85274.0,85266.0] || -> . % 3.65/3.86 85279[12:Spt:85277.0,85232.1,85236.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 85280[12:Spt:85277.0,85232.0,85232.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.86 85281[13:Spt:85280.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 85282[13:MRR:152.0,85281.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85283[13:MRR:171.1,85281.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 85285[13:MRR:158.0,85281.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85287[13:MRR:85234.0,85282.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85288[13:MRR:85235.0,85283.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85289[13:MRR:85233.0,85285.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85290[14:Spt:85287.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85292[14:MRR:65.1,85290.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85295[14:MRR:69.1,85290.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85296[14:MRR:85289.0,85292.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85297[14:MRR:19.1,85296.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85303[14:MRR:85288.0,85295.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85309[14:MRR:85297.0,85303.0] || -> . % 3.65/3.86 85310[14:Spt:85309.0,85287.0,85290.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85311[14:Spt:85309.0,85287.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85312[14:MRR:9.1,85311.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85313[14:MRR:85289.1,85312.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85317[14:MRR:75.1,85313.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85318[14:MRR:85288.0,85317.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85323[14:MRR:13.0,13.1,85318.0,85311.0] || -> . % 3.65/3.86 85324[13:Spt:85323.0,85280.0,85281.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85325[13:Spt:85323.0,85280.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85326[13:MRR:18.0,85325.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 85327[13:MRR:85233.2,85326.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 85328[13:MRR:31.1,85325.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85329[13:MRR:85235.2,85328.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 85332[13:MRR:12.0,85325.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85333[13:MRR:85234.2,85332.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 85335[14:Spt:85327.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 85336[14:MRR:149.0,85335.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85337[14:MRR:159.1,85335.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85340[14:MRR:85333.0,85336.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85341[14:MRR:69.1,85340.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85346[14:MRR:85329.0,85337.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85351[14:MRR:85341.0,85346.0] || -> . % 3.65/3.86 85352[14:Spt:85351.0,85327.0,85335.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85353[14:Spt:85351.0,85327.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85354[14:MRR:65.0,85353.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85355[14:MRR:85333.1,85354.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 85358[14:MRR:153.1,85355.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85359[14:MRR:85329.0,85358.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85363[14:MRR:75.0,75.1,85359.0,85353.0] || -> . % 3.65/3.86 85364[11:Spt:85363.0,85220.1,85225.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 85365[11:Spt:85363.0,85220.0,85220.2,85220.3] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85366[12:Spt:85365.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 85367[12:MRR:157.0,85366.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85368[12:MRR:151.0,85366.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85369[12:MRR:168.1,85366.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 85371[12:MRR:167.1,85366.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85372[12:MRR:85222.0,85367.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85373[12:MRR:85223.0,85368.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85374[12:MRR:85224.0,85369.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85375[12:MRR:85221.0,85371.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85376[13:Spt:85372.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85377[13:MRR:102.1,85376.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85380[13:MRR:93.0,85376.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85381[13:MRR:103.1,85376.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 85382[13:MRR:85375.0,85377.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85383[13:MRR:85373.0,85380.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85384[13:MRR:85374.0,85381.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85385[14:Spt:85382.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85386[14:MRR:87.1,85385.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85389[14:MRR:68.0,85385.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85392[14:MRR:85384.0,85386.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85398[14:MRR:13.0,85392.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85399[14:MRR:85383.0,85389.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85405[14:MRR:85398.0,85399.0] || -> . % 3.65/3.86 85406[14:Spt:85405.0,85382.0,85385.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 85407[14:Spt:85405.0,85382.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85408[14:MRR:31.1,85407.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85409[14:MRR:85384.1,85408.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85410[14:MRR:69.0,85409.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85415[14:MRR:85383.0,85410.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85417[14:MRR:12.0,12.1,85407.0,85415.0] || -> . % 3.65/3.86 85421[13:Spt:85417.0,85372.0,85376.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85422[13:Spt:85417.0,85372.1,85372.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85423[14:Spt:85422.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85424[14:MRR:74.1,85423.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 85425[14:MRR:75.1,85423.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 85428[14:MRR:65.0,85423.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85430[14:MRR:85375.1,85424.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 85431[14:MRR:85374.1,85425.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 85432[14:MRR:85373.1,85428.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 85433[15:Spt:85430.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85436[15:MRR:96.0,85433.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85437[15:MRR:115.1,85433.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85438[15:MRR:85432.0,85436.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85439[15:MRR:13.1,85438.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85445[15:MRR:85431.0,85437.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85451[15:MRR:85439.0,85445.0] || -> . % 3.65/3.86 85452[15:Spt:85451.0,85430.0,85433.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 85453[15:Spt:85451.0,85430.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85454[15:MRR:12.0,85453.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85455[15:MRR:85432.1,85454.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85458[15:MRR:97.1,85455.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85459[15:MRR:85431.0,85458.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85464[15:MRR:31.0,31.1,85459.0,85453.0] || -> . % 3.65/3.86 85465[14:Spt:85464.0,85422.0,85423.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 85466[14:Spt:85464.0,85422.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85467[14:MRR:9.0,85466.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 85468[14:MRR:85373.2,85467.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 85469[14:MRR:19.1,85466.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85470[14:MRR:85374.2,85469.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 85472[14:MRR:18.1,85466.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85473[14:MRR:85375.2,85472.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 85476[15:Spt:85468.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85477[15:MRR:96.1,85476.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 85478[15:MRR:97.1,85476.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85481[15:MRR:85473.0,85477.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85486[15:MRR:87.1,85481.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85487[15:MRR:85470.0,85478.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85492[15:MRR:85486.0,85487.0] || -> . % 3.65/3.86 85493[15:Spt:85492.0,85468.0,85476.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85494[15:Spt:85492.0,85468.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85495[15:MRR:68.1,85494.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 85496[15:MRR:85473.1,85495.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85497[15:MRR:115.1,85496.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85500[15:MRR:85470.0,85497.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85501[15:MRR:69.0,69.1,85500.0,85494.0] || -> . % 3.65/3.86 85505[12:Spt:85501.0,85365.0,85366.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 85506[12:Spt:85501.0,85365.1,85365.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85507[13:Spt:85506.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 85508[13:MRR:83.1,85507.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 85509[13:MRR:84.1,85507.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 85512[13:MRR:67.0,85507.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85513[13:MRR:73.0,85507.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 85514[13:MRR:85221.2,85508.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 85515[13:MRR:85224.2,85509.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 85516[13:MRR:85223.2,85512.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 85517[13:MRR:85222.2,85513.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 85518[14:Spt:85514.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 85519[14:MRR:158.0,85518.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85520[14:MRR:152.0,85518.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85521[14:MRR:171.1,85518.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 85523[14:MRR:85517.0,85519.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 85524[14:MRR:85516.0,85520.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 85525[14:MRR:85515.0,85521.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 85526[15:Spt:85523.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85527[15:MRR:103.1,85526.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85528[15:MRR:93.0,85526.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85532[15:MRR:85525.0,85527.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85533[15:MRR:13.0,85532.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85539[15:MRR:85524.0,85528.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85545[15:MRR:85533.0,85539.0] || -> . % 3.65/3.86 85546[15:Spt:85545.0,85523.0,85526.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85547[15:Spt:85545.0,85523.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85548[15:MRR:19.1,85547.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85549[15:MRR:85525.1,85548.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 85550[15:MRR:97.0,85549.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85554[15:MRR:85524.0,85550.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85559[15:MRR:9.0,9.1,85547.0,85554.0] || -> . % 3.65/3.86 85560[14:Spt:85559.0,85514.0,85518.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85561[14:Spt:85559.0,85514.1,85514.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 85562[15:Spt:85561.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85563[15:MRR:102.0,85562.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85564[15:MRR:115.1,85562.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 85565[15:MRR:96.0,85562.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85568[15:MRR:85517.1,85563.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 85569[15:MRR:85515.1,85564.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 85570[15:MRR:85516.1,85565.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 85571[16:Spt:85568.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 85573[16:MRR:159.1,85571.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85574[16:MRR:149.0,85571.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85575[16:MRR:85569.0,85573.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 85581[16:MRR:13.0,85575.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85582[16:MRR:85570.0,85574.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85588[16:MRR:85581.0,85582.0] || -> . % 3.65/3.86 85589[16:Spt:85588.0,85568.0,85571.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85590[16:Spt:85588.0,85568.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85591[16:MRR:19.1,85590.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 85592[16:MRR:85569.1,85591.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85594[16:MRR:153.0,85592.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85595[16:MRR:85570.0,85594.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85596[16:MRR:9.0,9.1,85590.0,85595.0] || -> . % 3.65/3.86 85601[15:Spt:85596.0,85561.0,85562.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85602[15:Spt:85596.0,85561.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85603[15:MRR:31.1,85602.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 85604[15:MRR:85515.2,85603.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 85605[15:MRR:12.0,85602.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 85606[15:MRR:85516.2,85605.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 85607[15:MRR:18.0,85602.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85608[15:MRR:85517.2,85607.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 85612[16:Spt:85604.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85613[16:MRR:159.0,85612.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85614[16:MRR:153.0,85612.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85616[16:MRR:85608.0,85613.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85619[16:MRR:93.0,85616.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85621[16:MRR:85606.0,85614.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85625[16:MRR:85619.0,85621.0] || -> . % 3.65/3.86 85626[16:Spt:85625.0,85604.0,85612.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85627[16:Spt:85625.0,85604.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 85628[16:MRR:103.0,85627.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85629[16:MRR:85608.1,85628.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 85630[16:MRR:149.0,85629.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85632[16:MRR:85606.0,85630.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85635[16:MRR:97.0,97.1,85627.0,85632.0] || -> . % 3.65/3.86 85636[13:Spt:85635.0,85506.0,85507.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 85637[13:Spt:85635.0,85506.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 85638[13:MRR:28.1,85637.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 85639[13:MRR:11.0,85637.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 85640[13:MRR:17.0,85637.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 85641[13:MRR:27.1,85637.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 85644[13:MRR:85221.3,85641.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 85645[13:MRR:85224.3,85638.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 85646[13:MRR:85223.3,85639.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 85647[13:MRR:85222.3,85640.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 85648[14:Spt:85644.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 85650[14:MRR:171.1,85648.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 85651[14:MRR:152.0,85648.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85652[14:MRR:158.0,85648.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85653[14:MRR:85645.0,85650.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 85654[14:MRR:85646.0,85651.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 85655[14:MRR:85647.0,85652.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 85656[15:Spt:85653.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 85657[15:MRR:103.0,85656.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85658[15:MRR:97.0,85656.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85662[15:MRR:85655.0,85657.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85667[15:MRR:65.0,85662.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85668[15:MRR:85654.0,85658.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85673[15:MRR:85667.0,85668.0] || -> . % 3.65/3.86 85674[15:Spt:85673.0,85653.0,85656.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85675[15:Spt:85673.0,85653.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85676[15:MRR:75.0,85675.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85677[15:MRR:85655.1,85676.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85678[15:MRR:93.0,85677.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 85682[15:MRR:85654.0,85678.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85685[15:MRR:69.0,69.1,85675.0,85682.0] || -> . % 3.65/3.86 85687[14:Spt:85685.0,85644.0,85648.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85688[14:Spt:85685.0,85644.1,85644.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 85689[15:Spt:85688.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 85690[15:MRR:115.1,85689.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 85691[15:MRR:102.0,85689.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85692[15:MRR:96.0,85689.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85695[15:MRR:85645.1,85690.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 85696[15:MRR:85647.1,85691.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 85697[15:MRR:85646.1,85692.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 85698[16:Spt:85695.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85700[16:MRR:153.0,85698.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85701[16:MRR:159.0,85698.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85702[16:MRR:85697.0,85700.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85703[16:MRR:65.1,85702.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85708[16:MRR:85696.0,85701.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85713[16:MRR:85703.0,85708.0] || -> . % 3.65/3.86 85714[16:Spt:85713.0,85695.0,85698.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85715[16:Spt:85713.0,85695.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85716[16:MRR:69.0,85715.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85717[16:MRR:85697.1,85716.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 85719[16:MRR:149.1,85717.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85720[16:MRR:85696.0,85719.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 85724[16:MRR:75.0,75.1,85715.0,85720.0] || -> . % 3.65/3.86 85725[15:Spt:85724.0,85688.0,85689.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85726[15:Spt:85724.0,85688.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85727[15:MRR:68.0,85726.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85728[15:MRR:85646.2,85727.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 85729[15:MRR:74.0,85726.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85730[15:MRR:85647.2,85729.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 85733[15:MRR:87.1,85726.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 85734[15:MRR:85645.2,85733.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 85735[16:Spt:85728.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 85736[16:MRR:153.1,85735.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 85737[16:MRR:149.1,85735.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85739[16:MRR:85734.0,85736.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 85743[16:MRR:103.0,85739.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 85744[16:MRR:85730.0,85737.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85748[16:MRR:85743.0,85744.0] || -> . % 3.65/3.86 85749[16:Spt:85748.0,85728.0,85735.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 85750[16:Spt:85748.0,85728.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 85751[16:MRR:97.1,85750.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 85752[16:MRR:85734.1,85751.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85753[16:MRR:159.0,85752.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85755[16:MRR:85730.0,85753.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 85756[16:MRR:93.0,93.1,85755.0,85750.0] || -> . % 3.65/3.86 85759[10:Spt:85756.0,85212.0,85213.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 85760[10:Spt:85756.0,85212.1,85212.2,85212.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 85761[11:Spt:85760.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 85762[11:MRR:108.1,85761.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 85763[11:MRR:100.0,85761.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 85765[11:MRR:94.0,85761.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 85766[11:MRR:107.1,85761.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 85767[11:MRR:106.1,85761.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 85768[11:MRR:84643.2,85762.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 85769[11:MRR:84645.2,85763.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85770[11:MRR:84644.2,85765.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85771[11:MRR:84646.2,85766.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85772[11:MRR:84647.2,85767.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85773[12:Spt:85768.2] || -> pigeon_6_in_hole_3*. % 3.65/3.86 85774[12:MRR:69.0,85773.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85775[12:MRR:75.0,85773.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 85778[12:MRR:87.0,85773.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 85779[12:MRR:84.0,85773.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 85780[12:MRR:85770.2,85774.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 85781[12:MRR:85769.2,85775.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 85782[12:MRR:85771.2,85778.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 85783[12:MRR:85772.2,85779.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 85784[13:Spt:85780.2] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85786[13:MRR:11.1,85784.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 85787[13:MRR:12.1,85784.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 85788[13:MRR:9.1,85784.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 85791[13:MRR:85783.2,85786.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 85792[13:MRR:85782.2,85787.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 85793[13:MRR:85781.2,85788.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 85794[14:Spt:85791.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 85795[14:MRR:167.1,85794.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 85799[14:MRR:157.0,85794.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85800[14:MRR:85792.0,85795.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 85802[14:MRR:130.0,85800.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85806[14:MRR:85793.0,85799.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 85811[14:MRR:85802.0,85806.0] || -> . % 3.65/3.86 85812[14:Spt:85811.0,85791.0,85794.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 85813[14:Spt:85811.0,85791.1] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85814[14:MRR:139.1,85813.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85815[14:MRR:85792.1,85814.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 85816[14:MRR:158.0,85815.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85820[14:MRR:85793.0,85816.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 85824[14:MRR:129.0,129.1,85813.0,85820.0] || -> . % 3.65/3.86 85825[13:Spt:85824.0,85780.2,85784.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 85826[13:Spt:85824.0,85780.0,85780.1] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 85827[14:Spt:85826.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 85828[14:MRR:151.1,85827.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 85829[14:MRR:152.1,85827.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85832[14:MRR:149.1,85827.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85833[14:MRR:85783.0,85828.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 85834[14:MRR:85782.0,85829.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 85835[14:MRR:85781.0,85832.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 85836[15:Spt:85833.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85837[15:MRR:139.1,85836.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85838[15:MRR:129.0,85836.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85842[15:MRR:85834.0,85837.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85845[15:MRR:18.0,85842.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85848[15:MRR:85835.0,85838.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85853[15:MRR:85845.0,85848.0] || -> . % 3.65/3.86 85854[15:Spt:85853.0,85833.0,85836.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 85855[15:Spt:85853.0,85833.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 85856[15:MRR:27.1,85855.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85857[15:MRR:85834.1,85856.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 85861[15:MRR:130.0,85857.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85862[15:MRR:85835.0,85861.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85865[15:MRR:17.0,17.1,85855.0,85862.0] || -> . % 3.65/3.86 85867[14:Spt:85865.0,85826.0,85827.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85868[14:Spt:85865.0,85826.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 85869[14:MRR:123.1,85868.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 85870[14:MRR:85783.1,85869.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 85871[14:MRR:124.1,85868.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85872[14:MRR:85782.1,85871.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.86 85873[14:MRR:121.1,85868.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85874[14:MRR:85781.1,85873.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 85877[15:Spt:85870.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 85878[15:MRR:157.0,85877.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 85881[15:MRR:167.1,85877.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 85882[15:MRR:85874.0,85878.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85883[15:MRR:18.1,85882.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85888[15:MRR:85872.0,85881.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85893[15:MRR:85883.0,85888.0] || -> . % 3.65/3.86 85894[15:Spt:85893.0,85870.0,85877.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 85895[15:Spt:85893.0,85870.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 85896[15:MRR:17.0,85895.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85897[15:MRR:85874.1,85896.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 85898[15:MRR:158.1,85897.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 85901[15:MRR:85872.0,85898.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85905[15:MRR:27.0,27.1,85901.0,85895.0] || -> . % 3.65/3.86 85906[12:Spt:85905.0,85768.2,85773.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 85907[12:Spt:85905.0,85768.0,85768.1,85768.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 85908[13:Spt:85907.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 85909[13:MRR:168.0,85908.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 85910[13:MRR:159.0,85908.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 85911[13:MRR:171.0,85908.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 85913[13:MRR:153.0,85908.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 85914[13:MRR:85772.0,85909.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85915[13:MRR:85769.0,85910.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85916[13:MRR:85771.0,85911.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85917[13:MRR:85770.0,85913.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85918[14:Spt:85914.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 85919[14:MRR:123.0,85918.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 85922[14:MRR:129.0,85918.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 85923[14:MRR:139.1,85918.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 85924[14:MRR:85917.0,85919.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 85925[14:MRR:85915.0,85922.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 85926[14:MRR:85916.0,85923.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 85927[15:Spt:85924.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 85928[15:MRR:68.1,85927.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 85931[15:MRR:65.1,85927.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85933[15:MRR:85926.0,85928.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85934[15:MRR:18.0,85933.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85940[15:MRR:85925.0,85931.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85946[15:MRR:85934.0,85940.0] || -> . % 3.65/3.86 85947[15:Spt:85946.0,85924.0,85927.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 85948[15:Spt:85946.0,85924.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85949[15:MRR:12.1,85948.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85950[15:MRR:85926.1,85949.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 85951[15:MRR:74.0,85950.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 85955[15:MRR:85925.0,85951.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85956[15:MRR:9.0,9.1,85955.0,85948.0] || -> . % 3.65/3.86 85961[14:Spt:85956.0,85914.0,85918.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 85962[14:Spt:85956.0,85914.1,85914.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 85963[15:Spt:85962.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 85964[15:MRR:67.0,85963.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 85965[15:MRR:83.1,85963.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 85968[15:MRR:73.0,85963.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 85969[15:MRR:85917.1,85964.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 85970[15:MRR:85916.1,85965.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 85971[15:MRR:85915.1,85968.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 85972[16:Spt:85969.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 85973[16:MRR:124.1,85972.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 85974[16:MRR:121.1,85972.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85977[16:MRR:85970.0,85973.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 85983[16:MRR:18.0,85977.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 85984[16:MRR:85971.0,85974.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 85990[16:MRR:85983.0,85984.0] || -> . % 3.65/3.86 85991[16:Spt:85990.0,85969.0,85972.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 85992[16:Spt:85990.0,85969.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 85993[16:MRR:12.1,85992.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 85994[16:MRR:85970.1,85993.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 85997[16:MRR:130.0,85994.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 85998[16:MRR:85971.0,85997.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 86003[16:MRR:9.0,9.1,85998.0,85992.0] || -> . % 3.65/3.86 86004[15:Spt:86003.0,85962.0,85963.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 86005[15:Spt:86003.0,85962.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86006[15:MRR:27.1,86005.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 86007[15:MRR:85916.2,86006.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 86008[15:MRR:17.0,86005.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 86009[15:MRR:85915.2,86008.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 86010[15:MRR:11.0,86005.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86011[15:MRR:85917.2,86010.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 86015[16:Spt:86007.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86016[16:MRR:124.0,86015.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86017[16:MRR:130.0,86015.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 86020[16:MRR:86011.0,86016.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86021[16:MRR:65.1,86020.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 86025[16:MRR:86009.0,86017.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86029[16:MRR:86021.0,86025.0] || -> . % 3.65/3.86 86030[16:Spt:86029.0,86007.0,86015.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86031[16:Spt:86029.0,86007.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86032[16:MRR:68.0,86031.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86033[16:MRR:86011.1,86032.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86036[16:MRR:121.1,86033.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 86037[16:MRR:86009.0,86036.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86040[16:MRR:74.0,74.1,86031.0,86037.0] || -> . % 3.65/3.86 86041[13:Spt:86040.0,85907.0,85908.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86042[13:Spt:86040.0,85907.1,85907.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 86043[14:Spt:86042.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 86044[14:MRR:143.0,86043.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86045[14:MRR:125.0,86043.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86046[14:MRR:131.0,86043.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 86048[14:MRR:140.0,86043.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86049[14:MRR:85771.1,86044.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 86050[14:MRR:85770.1,86045.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 86051[14:MRR:85769.1,86046.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 86052[14:MRR:85772.1,86048.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 86053[15:Spt:86049.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 86054[15:MRR:167.0,86053.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86055[15:MRR:158.0,86053.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 86057[15:MRR:152.0,86053.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86058[15:MRR:86052.0,86054.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 86059[15:MRR:86051.0,86055.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 86060[15:MRR:86050.0,86057.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 86061[16:Spt:86058.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86062[16:MRR:73.0,86061.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 86066[16:MRR:67.0,86061.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86067[16:MRR:86059.0,86062.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 86073[16:MRR:9.0,86067.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86074[16:MRR:86060.0,86066.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86080[16:MRR:86073.0,86074.0] || -> . % 3.65/3.86 86081[16:Spt:86080.0,86058.0,86061.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86082[16:Spt:86080.0,86058.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86083[16:MRR:17.0,86082.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 86084[16:MRR:86059.1,86083.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86085[16:MRR:65.0,86084.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86089[16:MRR:86060.0,86085.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86093[16:MRR:11.0,11.1,86082.0,86089.0] || -> . % 3.65/3.86 86095[15:Spt:86093.0,86049.0,86053.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86096[15:Spt:86093.0,86049.1,86049.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 86097[16:Spt:86096.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86098[16:MRR:83.0,86097.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 86099[16:MRR:74.0,86097.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 86102[16:MRR:68.0,86097.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 86103[16:MRR:86052.1,86098.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 86104[16:MRR:86051.1,86099.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 86105[16:MRR:86050.1,86102.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 86106[17:Spt:86103.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86108[17:MRR:157.0,86106.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 86109[17:MRR:151.0,86106.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86110[17:MRR:86104.0,86108.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 86112[17:MRR:9.0,86110.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86117[17:MRR:86105.0,86109.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86123[17:MRR:86112.0,86117.0] || -> . % 3.65/3.86 86124[17:Spt:86123.0,86103.0,86106.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86125[17:Spt:86123.0,86103.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86126[17:MRR:17.0,86125.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 86127[17:MRR:86104.1,86126.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86129[17:MRR:149.0,86127.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86130[17:MRR:86105.0,86129.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86132[17:MRR:11.0,11.1,86125.0,86130.0] || -> . % 3.65/3.86 86136[16:Spt:86132.0,86096.0,86097.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 86137[16:Spt:86132.0,86096.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 86138[16:MRR:18.0,86137.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 86139[16:MRR:86051.2,86138.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 86140[16:MRR:12.0,86137.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86141[16:MRR:86050.2,86140.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 86142[16:MRR:27.0,86137.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 86143[16:MRR:86052.2,86142.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 86147[17:Spt:86139.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86148[17:MRR:157.1,86147.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86149[17:MRR:149.0,86147.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86151[17:MRR:86143.0,86148.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86152[17:MRR:67.0,86151.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86156[17:MRR:86141.0,86149.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86160[17:MRR:86152.0,86156.0] || -> . % 3.65/3.86 86161[17:Spt:86160.0,86139.0,86147.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 86162[17:Spt:86160.0,86139.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86163[17:MRR:73.1,86162.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86164[17:MRR:86143.1,86163.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86165[17:MRR:151.0,86164.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86167[17:MRR:86141.0,86165.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86170[17:MRR:65.0,65.1,86162.0,86167.0] || -> . % 3.65/3.86 86171[14:Spt:86170.0,86042.0,86043.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86172[14:Spt:86170.0,86042.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86173[14:MRR:19.0,86172.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 86174[14:MRR:13.0,86172.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 86175[14:MRR:28.0,86172.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 86178[14:MRR:31.0,86172.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 86179[14:MRR:85771.3,86178.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 86180[14:MRR:85770.3,86174.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 86181[14:MRR:85769.3,86173.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 86182[14:MRR:85772.3,86175.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 86183[15:Spt:86179.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 86184[15:MRR:152.0,86183.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86186[15:MRR:158.0,86183.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 86187[15:MRR:167.0,86183.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86188[15:MRR:86180.0,86184.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 86189[15:MRR:86181.0,86186.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 86190[15:MRR:86182.0,86187.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 86191[16:Spt:86188.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86193[16:MRR:121.1,86191.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 86195[16:MRR:123.1,86191.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86196[16:MRR:86189.0,86193.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86197[16:MRR:73.1,86196.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86202[16:MRR:86190.0,86195.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86207[16:MRR:86197.0,86202.0] || -> . % 3.65/3.86 86208[16:Spt:86207.0,86188.0,86191.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86209[16:Spt:86207.0,86188.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86210[16:MRR:65.1,86209.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 86211[16:MRR:86189.1,86210.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 86214[16:MRR:129.1,86211.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86215[16:MRR:86190.0,86214.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86217[16:MRR:67.0,67.1,86215.0,86209.0] || -> . % 3.65/3.86 86220[15:Spt:86217.0,86179.0,86183.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86221[15:Spt:86217.0,86179.1,86179.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 86222[16:Spt:86221.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86223[16:MRR:124.0,86222.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86224[16:MRR:130.0,86222.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 86226[16:MRR:139.0,86222.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86227[16:MRR:86180.1,86223.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 86228[16:MRR:86181.1,86224.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 86229[16:MRR:86182.1,86226.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 86230[17:Spt:86227.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86231[17:MRR:149.1,86230.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 86232[17:MRR:151.1,86230.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86234[17:MRR:86228.0,86231.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 86239[17:MRR:73.1,86234.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86240[17:MRR:86229.0,86232.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86245[17:MRR:86239.0,86240.0] || -> . % 3.65/3.86 86246[17:Spt:86245.0,86227.0,86230.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86247[17:Spt:86245.0,86227.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86248[17:MRR:65.1,86247.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 86249[17:MRR:86228.1,86248.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86251[17:MRR:157.1,86249.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86252[17:MRR:86229.0,86251.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86255[17:MRR:67.0,67.1,86252.0,86247.0] || -> . % 3.65/3.86 86257[16:Spt:86255.0,86221.0,86222.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86258[16:Spt:86255.0,86221.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86259[16:MRR:74.0,86258.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 86260[16:MRR:86181.2,86259.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 86261[16:MRR:83.0,86258.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86262[16:MRR:86182.2,86261.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 86263[16:MRR:68.0,86258.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86264[16:MRR:86180.2,86263.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 86267[17:Spt:86260.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86268[17:MRR:149.0,86267.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86269[17:MRR:157.1,86267.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86271[17:MRR:86264.0,86268.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86272[17:MRR:123.1,86271.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86275[17:MRR:86262.0,86269.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86278[17:MRR:86272.0,86275.0] || -> . % 3.65/3.86 86279[17:Spt:86278.0,86260.0,86267.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 86280[17:Spt:86278.0,86260.1] || -> pigeon_2_in_hole_5*. % 3.65/3.86 86281[17:MRR:121.0,86280.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86282[17:MRR:86264.1,86281.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86284[17:MRR:151.1,86282.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86285[17:MRR:86262.0,86284.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86287[17:MRR:129.0,129.1,86285.0,86280.0] || -> . % 3.65/3.86 86288[11:Spt:86287.0,85760.0,85761.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 86289[11:Spt:86287.0,85760.1,85760.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 86290[12:Spt:86289.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 86291[12:MRR:72.0,86290.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 86292[12:MRR:78.1,86290.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 86293[12:MRR:66.0,86290.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 86294[12:MRR:79.1,86290.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 86296[12:MRR:80.1,86290.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 86297[12:MRR:84645.3,86291.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 86298[12:MRR:84647.3,86292.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 86299[12:MRR:84644.3,86293.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 86300[12:MRR:84646.3,86294.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 86301[12:MRR:84643.3,86296.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 86302[13:Spt:86297.3] || -> pigeon_2_in_hole_1*. % 3.65/3.86 86303[13:MRR:19.1,86302.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 86304[13:MRR:18.1,86302.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 86305[13:MRR:17.1,86302.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 86308[13:MRR:9.0,86302.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 86309[13:MRR:86301.3,86303.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 86310[13:MRR:86300.3,86304.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 86311[13:MRR:86298.3,86305.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 86312[13:MRR:86299.3,86308.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 86313[14:Spt:86309.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 86314[14:MRR:153.0,86313.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86316[14:MRR:171.0,86313.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86318[14:MRR:168.0,86313.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86319[14:MRR:86312.0,86314.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 86320[14:MRR:86310.0,86316.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 86321[14:MRR:86311.0,86318.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 86322[15:Spt:86319.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86325[15:MRR:123.1,86322.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86326[15:MRR:124.1,86322.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86328[15:MRR:86321.0,86325.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86333[15:MRR:111.1,86328.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86334[15:MRR:86320.0,86326.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86339[15:MRR:86333.0,86334.0] || -> . % 3.65/3.86 86340[15:Spt:86339.0,86319.0,86322.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86341[15:Spt:86339.0,86319.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86342[15:MRR:95.1,86341.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 86343[15:MRR:86321.1,86342.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86346[15:MRR:139.1,86343.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86348[15:MRR:86320.0,86346.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86349[15:MRR:96.0,96.1,86348.0,86341.0] || -> . % 3.65/3.86 86353[14:Spt:86349.0,86309.0,86313.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86354[14:Spt:86349.0,86309.1,86309.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 86355[15:Spt:86354.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 86356[15:MRR:125.0,86355.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86357[15:MRR:140.0,86355.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86360[15:MRR:143.0,86355.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86361[15:MRR:86312.1,86356.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 86362[15:MRR:86311.1,86357.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 86363[15:MRR:86310.1,86360.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.86 86364[16:Spt:86361.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86366[16:MRR:151.1,86364.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86368[16:MRR:152.1,86364.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 86369[16:MRR:86362.0,86366.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86371[16:MRR:111.1,86369.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86375[16:MRR:86363.0,86368.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86380[16:MRR:86371.0,86375.0] || -> . % 3.65/3.86 86381[16:Spt:86380.0,86361.0,86364.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86382[16:Spt:86380.0,86361.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86383[16:MRR:95.1,86382.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 86384[16:MRR:86362.1,86383.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86387[16:MRR:167.1,86384.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 86388[16:MRR:86363.0,86387.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86392[16:MRR:96.0,96.1,86388.0,86382.0] || -> . % 3.65/3.86 86393[15:Spt:86392.0,86354.0,86355.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86394[15:Spt:86392.0,86354.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86395[15:MRR:112.0,86394.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 86396[15:MRR:86311.2,86395.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 86397[15:MRR:115.0,86394.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86398[15:MRR:86310.2,86397.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 86399[15:MRR:97.0,86394.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86400[15:MRR:86312.2,86399.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 86403[16:Spt:86396.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86404[16:MRR:151.0,86403.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86405[16:MRR:167.1,86403.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 86408[16:MRR:86400.0,86404.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86409[16:MRR:124.1,86408.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86413[16:MRR:86398.0,86405.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86417[16:MRR:86409.0,86413.0] || -> . % 3.65/3.86 86418[16:Spt:86417.0,86396.0,86403.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86419[16:Spt:86417.0,86396.1] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86420[16:MRR:123.0,86419.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86421[16:MRR:86400.1,86420.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86422[16:MRR:152.1,86421.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 86425[16:MRR:86398.0,86422.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86428[16:MRR:139.0,139.1,86425.0,86419.0] || -> . % 3.65/3.86 86429[13:Spt:86428.0,86297.3,86302.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 86430[13:Spt:86428.0,86297.0,86297.1,86297.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 86431[14:Spt:86430.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86432[14:MRR:157.1,86431.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86433[14:MRR:149.0,86431.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86434[14:MRR:158.1,86431.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86436[14:MRR:159.1,86431.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86437[14:MRR:86298.0,86432.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 86438[14:MRR:86299.0,86433.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 86439[14:MRR:86300.0,86434.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 86440[14:MRR:86301.0,86436.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 86441[15:Spt:86437.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86442[15:MRR:123.0,86441.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86443[15:MRR:139.1,86441.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86446[15:MRR:140.1,86441.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86447[15:MRR:86438.0,86442.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 86448[15:MRR:86439.0,86443.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 86449[15:MRR:86440.0,86446.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 86450[16:Spt:86447.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86452[16:MRR:96.1,86450.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86453[16:MRR:97.1,86450.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86456[16:MRR:86448.0,86452.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 86457[16:MRR:31.1,86456.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86462[16:MRR:86449.0,86453.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86467[16:MRR:86457.0,86462.0] || -> . % 3.65/3.86 86468[16:Spt:86467.0,86447.0,86450.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86469[16:Spt:86467.0,86447.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86470[16:MRR:12.1,86469.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 86471[16:MRR:86448.1,86470.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86473[16:MRR:115.1,86471.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86476[16:MRR:86449.0,86473.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86480[16:MRR:13.0,13.1,86476.0,86469.0] || -> . % 3.65/3.86 86481[15:Spt:86480.0,86437.0,86441.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86482[15:Spt:86480.0,86437.1,86437.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 86483[16:Spt:86482.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86484[16:MRR:95.0,86483.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 86485[16:MRR:111.1,86483.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 86486[16:MRR:112.1,86483.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 86489[16:MRR:86438.1,86484.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 86490[16:MRR:86439.1,86485.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 86491[16:MRR:86440.1,86486.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 86492[17:Spt:86489.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86495[17:MRR:124.1,86492.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86496[17:MRR:125.1,86492.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86497[17:MRR:86490.0,86495.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 86502[17:MRR:31.1,86497.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86503[17:MRR:86491.0,86496.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86508[17:MRR:86502.0,86503.0] || -> . % 3.65/3.86 86509[17:Spt:86508.0,86489.0,86492.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86510[17:Spt:86508.0,86489.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86511[17:MRR:12.1,86510.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 86512[17:MRR:86490.1,86511.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86515[17:MRR:143.1,86512.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86516[17:MRR:86491.0,86515.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86517[17:MRR:13.0,13.1,86516.0,86510.0] || -> . % 3.65/3.86 86521[16:Spt:86517.0,86482.0,86483.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 86522[16:Spt:86517.0,86482.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86523[16:MRR:27.1,86522.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 86524[16:MRR:86439.2,86523.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 86525[16:MRR:28.1,86522.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86526[16:MRR:86440.2,86525.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 86527[16:MRR:11.0,86522.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86528[16:MRR:86438.2,86527.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 86531[17:Spt:86524.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86532[17:MRR:124.0,86531.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86533[17:MRR:143.1,86531.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86536[17:MRR:86528.0,86532.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86539[17:MRR:97.1,86536.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86541[17:MRR:86526.0,86533.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86545[17:MRR:86539.0,86541.0] || -> . % 3.65/3.86 86546[17:Spt:86545.0,86524.0,86531.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86547[17:Spt:86545.0,86524.1] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86548[17:MRR:96.0,86547.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86549[17:MRR:86528.1,86548.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86550[17:MRR:125.1,86549.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86553[17:MRR:86526.0,86550.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86556[17:MRR:115.0,115.1,86553.0,86547.0] || -> . % 3.65/3.86 86557[14:Spt:86556.0,86430.0,86431.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 86558[14:Spt:86556.0,86430.1,86430.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 86559[15:Spt:86558.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 86560[15:MRR:130.1,86559.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86561[15:MRR:121.0,86559.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86562[15:MRR:131.1,86559.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86564[15:MRR:129.1,86559.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86565[15:MRR:86300.1,86560.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 86566[15:MRR:86299.1,86561.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 86567[15:MRR:86301.1,86562.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 86568[15:MRR:86298.1,86564.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 86569[16:Spt:86565.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 86570[16:MRR:167.0,86569.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86571[16:MRR:152.0,86569.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86573[16:MRR:171.1,86569.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86574[16:MRR:86568.0,86570.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 86575[16:MRR:86566.0,86571.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 86576[16:MRR:86567.0,86573.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 86577[17:Spt:86574.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86580[17:MRR:112.1,86577.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86582[17:MRR:95.0,86577.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86583[17:MRR:86576.0,86580.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86586[17:MRR:13.0,86583.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86589[17:MRR:86575.0,86582.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86594[17:MRR:86586.0,86589.0] || -> . % 3.65/3.86 86595[17:Spt:86594.0,86574.0,86577.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 86596[17:Spt:86594.0,86574.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86597[17:MRR:28.1,86596.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86598[17:MRR:86576.1,86597.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86601[17:MRR:97.0,86598.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86603[17:MRR:86575.0,86601.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86606[17:MRR:11.0,11.1,86596.0,86603.0] || -> . % 3.65/3.86 86608[16:Spt:86606.0,86565.0,86569.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86609[16:Spt:86606.0,86565.1,86565.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 86610[17:Spt:86609.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86611[17:MRR:111.0,86610.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 86612[17:MRR:115.1,86610.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 86615[17:MRR:96.0,86610.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 86616[17:MRR:86568.1,86611.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 86617[17:MRR:86567.1,86612.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 86618[17:MRR:86566.1,86615.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 86619[18:Spt:86616.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86621[18:MRR:151.0,86619.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86622[18:MRR:168.1,86619.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86623[18:MRR:86618.0,86621.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86624[18:MRR:13.1,86623.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86629[18:MRR:86617.0,86622.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86634[18:MRR:86624.0,86629.0] || -> . % 3.65/3.86 86635[18:Spt:86634.0,86616.0,86619.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86636[18:Spt:86634.0,86616.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86637[18:MRR:11.0,86636.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86638[18:MRR:86618.1,86637.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86640[18:MRR:153.1,86638.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86641[18:MRR:86617.0,86640.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86645[18:MRR:28.0,28.1,86641.0,86636.0] || -> . % 3.65/3.86 86646[17:Spt:86645.0,86609.0,86610.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 86647[17:Spt:86645.0,86609.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 86648[17:MRR:12.0,86647.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 86649[17:MRR:86566.2,86648.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 86650[17:MRR:31.1,86647.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86651[17:MRR:86567.2,86650.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 86654[17:MRR:27.0,86647.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 86655[17:MRR:86568.2,86654.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 86656[18:Spt:86649.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86657[18:MRR:151.1,86656.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86658[18:MRR:153.1,86656.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86660[18:MRR:86655.0,86657.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86662[18:MRR:112.1,86660.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86665[18:MRR:86651.0,86658.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86669[18:MRR:86662.0,86665.0] || -> . % 3.65/3.86 86670[18:Spt:86669.0,86649.0,86656.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86671[18:Spt:86669.0,86649.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86672[18:MRR:95.1,86671.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 86673[18:MRR:86655.1,86672.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86674[18:MRR:168.1,86673.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86676[18:MRR:86651.0,86674.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86679[18:MRR:97.0,97.1,86676.0,86671.0] || -> . % 3.65/3.86 86680[15:Spt:86679.0,86558.0,86559.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 86681[15:Spt:86679.0,86558.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 86682[15:MRR:101.1,86681.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 86683[15:MRR:103.1,86681.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 86684[15:MRR:93.0,86681.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 86686[15:MRR:102.1,86681.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 86687[15:MRR:86300.2,86686.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 86688[15:MRR:86299.2,86684.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 86689[15:MRR:86301.2,86683.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 86690[15:MRR:86298.2,86682.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 86691[16:Spt:86687.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 86692[16:MRR:171.1,86691.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86694[16:MRR:152.0,86691.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86695[16:MRR:167.0,86691.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86696[16:MRR:86689.0,86692.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 86697[16:MRR:86688.0,86694.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 86698[16:MRR:86690.0,86695.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 86699[17:Spt:86696.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 86701[17:MRR:125.0,86699.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86703[17:MRR:140.0,86699.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86704[17:MRR:86697.0,86701.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86706[17:MRR:11.1,86704.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 86710[17:MRR:86698.0,86703.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86715[17:MRR:86706.0,86710.0] || -> . % 3.65/3.86 86716[17:Spt:86715.0,86696.0,86699.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86717[17:Spt:86715.0,86696.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86718[17:MRR:13.0,86717.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86719[17:MRR:86697.1,86718.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86722[17:MRR:123.1,86719.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86723[17:MRR:86698.0,86722.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86727[17:MRR:28.0,28.1,86717.0,86723.0] || -> . % 3.65/3.86 86728[16:Spt:86727.0,86687.0,86691.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86729[16:Spt:86727.0,86687.1,86687.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 86730[17:Spt:86729.0] || -> pigeon_5_in_hole_5*. % 3.65/3.86 86731[17:MRR:143.1,86730.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86732[17:MRR:124.0,86730.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86734[17:MRR:139.0,86730.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86735[17:MRR:86689.1,86731.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 86736[17:MRR:86688.1,86732.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 86737[17:MRR:86690.1,86734.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 86738[18:Spt:86735.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 86739[18:MRR:153.0,86738.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86740[18:MRR:168.0,86738.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86742[18:MRR:86736.0,86739.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 86746[18:MRR:11.1,86742.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 86748[18:MRR:86737.0,86740.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86753[18:MRR:86746.0,86748.0] || -> . % 3.65/3.86 86754[18:Spt:86753.0,86735.0,86738.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86755[18:Spt:86753.0,86735.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 86756[18:MRR:13.0,86755.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 86757[18:MRR:86736.1,86756.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86759[18:MRR:151.1,86757.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86760[18:MRR:86737.0,86759.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 86761[18:MRR:28.0,28.1,86755.0,86760.0] || -> . % 3.65/3.86 86765[17:Spt:86761.0,86729.0,86730.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86766[17:Spt:86761.0,86729.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 86767[17:MRR:12.0,86766.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 86768[17:MRR:86688.2,86767.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 86769[17:MRR:27.0,86766.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 86770[17:MRR:86690.2,86769.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 86771[17:MRR:31.1,86766.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 86772[17:MRR:86689.2,86771.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 86775[18:Spt:86768.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 86776[18:MRR:153.1,86775.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 86777[18:MRR:151.1,86775.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86779[18:MRR:86772.0,86776.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 86780[18:MRR:140.0,86779.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86783[18:MRR:86770.0,86777.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86786[18:MRR:86780.0,86783.0] || -> . % 3.65/3.86 86787[18:Spt:86786.0,86768.0,86775.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 86788[18:Spt:86786.0,86768.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86789[18:MRR:125.1,86788.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 86790[18:MRR:86772.1,86789.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 86792[18:MRR:168.0,86790.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 86793[18:MRR:86770.0,86792.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86795[18:MRR:123.0,123.1,86793.0,86788.0] || -> . % 3.65/3.86 86796[12:Spt:86795.0,86289.0,86290.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 86797[12:Spt:86795.0,86289.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 86798[12:MRR:10.0,86797.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 86799[12:MRR:22.1,86797.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 86800[12:MRR:24.1,86797.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 86802[12:MRR:23.1,86797.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 86803[12:MRR:16.0,86797.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 86804[12:MRR:84645.4,86803.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 86805[12:MRR:84647.4,86799.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 86806[12:MRR:84644.4,86798.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 86807[12:MRR:84646.4,86802.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 86808[12:MRR:84643.4,86800.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 86809[13:Spt:86804.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 86810[13:MRR:159.1,86809.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86812[13:MRR:158.1,86809.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86813[13:MRR:149.0,86809.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86814[13:MRR:157.1,86809.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86815[13:MRR:86808.0,86810.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 86816[13:MRR:86807.0,86812.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 86817[13:MRR:86806.0,86813.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 86818[13:MRR:86805.0,86814.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 86819[14:Spt:86815.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 86820[14:MRR:125.0,86819.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86822[14:MRR:140.0,86819.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86823[14:MRR:143.0,86819.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86825[14:MRR:86817.0,86820.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 86826[14:MRR:86818.0,86822.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 86827[14:MRR:86816.0,86823.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 86828[15:Spt:86825.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86829[15:MRR:95.1,86828.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 86833[15:MRR:96.1,86828.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86834[15:MRR:86826.0,86829.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86836[15:MRR:83.1,86834.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 86840[15:MRR:86827.0,86833.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86845[15:MRR:86836.0,86840.0] || -> . % 3.65/3.86 86846[15:Spt:86845.0,86825.0,86828.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86847[15:Spt:86845.0,86825.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86848[15:MRR:67.1,86847.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86849[15:MRR:86826.1,86848.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86853[15:MRR:111.1,86849.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86854[15:MRR:86827.0,86853.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86857[15:MRR:68.0,68.1,86854.0,86847.0] || -> . % 3.65/3.86 86859[14:Spt:86857.0,86815.0,86819.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86860[14:Spt:86857.0,86815.1,86815.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 86861[15:Spt:86860.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86862[15:MRR:97.0,86861.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 86863[15:MRR:112.0,86861.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 86866[15:MRR:115.0,86861.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 86867[15:MRR:86817.1,86862.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 86868[15:MRR:86818.1,86863.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 86869[15:MRR:86816.1,86866.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 86870[16:Spt:86867.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86871[16:MRR:123.1,86870.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86873[16:MRR:124.1,86870.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86875[16:MRR:86868.0,86871.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 86879[16:MRR:83.1,86875.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 86881[16:MRR:86869.0,86873.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86886[16:MRR:86879.0,86881.0] || -> . % 3.65/3.86 86887[16:Spt:86886.0,86867.0,86870.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86888[16:Spt:86886.0,86867.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86889[16:MRR:67.1,86888.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 86890[16:MRR:86868.1,86889.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86892[16:MRR:139.1,86890.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86894[16:MRR:86869.0,86892.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86896[16:MRR:68.0,68.1,86894.0,86888.0] || -> . % 3.65/3.86 86899[15:Spt:86896.0,86860.0,86861.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 86900[15:Spt:86896.0,86860.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 86901[15:MRR:84.0,86900.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 86902[15:MRR:86818.2,86901.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 86903[15:MRR:87.0,86900.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 86904[15:MRR:86816.2,86903.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 86905[15:MRR:69.0,86900.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86906[15:MRR:86817.2,86905.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 86909[16:Spt:86902.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 86910[16:MRR:123.0,86909.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 86912[16:MRR:139.1,86909.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86914[16:MRR:86906.0,86910.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 86915[16:MRR:96.1,86914.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86919[16:MRR:86904.0,86912.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86923[16:MRR:86915.0,86919.0] || -> . % 3.65/3.86 86924[16:Spt:86923.0,86902.0,86909.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 86925[16:Spt:86923.0,86902.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86926[16:MRR:95.0,86925.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86927[16:MRR:86906.1,86926.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 86929[16:MRR:124.1,86927.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 86931[16:MRR:86904.0,86929.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86934[16:MRR:111.0,111.1,86931.0,86925.0] || -> . % 3.65/3.86 86935[13:Spt:86934.0,86804.0,86809.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 86936[13:Spt:86934.0,86804.1,86804.2,86804.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 86937[14:Spt:86936.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 86938[14:MRR:129.1,86937.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 86939[14:MRR:121.0,86937.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 86941[14:MRR:130.1,86937.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 86942[14:MRR:131.1,86937.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 86943[14:MRR:86805.1,86938.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 86944[14:MRR:86806.1,86939.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 86945[14:MRR:86807.1,86941.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 86946[14:MRR:86808.1,86942.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 86947[15:Spt:86943.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 86948[15:MRR:168.1,86947.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 86950[15:MRR:167.1,86947.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 86951[15:MRR:151.0,86947.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 86952[15:MRR:86946.0,86948.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 86953[15:MRR:86945.0,86950.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 86954[15:MRR:86944.0,86951.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 86955[16:Spt:86952.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 86956[16:MRR:115.0,86955.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 86960[16:MRR:97.0,86955.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86961[16:MRR:86953.0,86956.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 86965[16:MRR:68.0,86961.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 86967[16:MRR:86954.0,86960.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86972[16:MRR:86965.0,86967.0] || -> . % 3.65/3.86 86973[16:Spt:86972.0,86952.0,86955.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 86974[16:Spt:86972.0,86952.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 86975[16:MRR:87.0,86974.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 86976[16:MRR:86953.1,86975.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 86977[16:MRR:96.0,86976.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 86981[16:MRR:86954.0,86977.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 86984[16:MRR:69.0,69.1,86974.0,86981.0] || -> . % 3.65/3.86 86986[15:Spt:86984.0,86943.0,86947.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 86987[15:Spt:86984.0,86943.1,86943.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 86988[16:Spt:86987.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 86989[16:MRR:112.1,86988.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 86990[16:MRR:111.1,86988.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 86993[16:MRR:95.0,86988.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 86994[16:MRR:86946.1,86989.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 86995[16:MRR:86945.1,86990.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 86996[16:MRR:86944.1,86993.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 86997[17:Spt:86994.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 86998[17:MRR:153.0,86997.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87000[17:MRR:171.0,86997.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87001[17:MRR:86996.0,86998.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87002[17:MRR:68.1,87001.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 87007[17:MRR:86995.0,87000.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 87012[17:MRR:87002.0,87007.0] || -> . % 3.65/3.86 87013[17:Spt:87012.0,86994.0,86997.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 87014[17:Spt:87012.0,86994.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87015[17:MRR:69.0,87014.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87016[17:MRR:86996.1,87015.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 87018[17:MRR:152.1,87016.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87019[17:MRR:86995.0,87018.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 87023[17:MRR:87.0,87.1,87014.0,87019.0] || -> . % 3.65/3.86 87024[16:Spt:87023.0,86987.0,86988.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 87025[16:Spt:87023.0,86987.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87026[16:MRR:67.0,87025.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87027[16:MRR:86944.2,87026.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 87028[16:MRR:83.1,87025.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 87029[16:MRR:86945.2,87028.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.86 87032[16:MRR:84.1,87025.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87033[16:MRR:86946.2,87032.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 87034[17:Spt:87027.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 87035[17:MRR:153.1,87034.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 87036[17:MRR:152.1,87034.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87038[17:MRR:87033.0,87035.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87042[17:MRR:115.0,87038.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 87043[17:MRR:87029.0,87036.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 87047[17:MRR:87042.0,87043.0] || -> . % 3.65/3.86 87048[17:Spt:87047.0,87027.0,87034.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87049[17:Spt:87047.0,87027.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87050[17:MRR:97.1,87049.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 87051[17:MRR:87033.1,87050.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 87052[17:MRR:171.0,87051.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87054[17:MRR:87029.0,87052.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 87055[17:MRR:96.0,96.1,87054.0,87049.0] || -> . % 3.65/3.86 87058[14:Spt:87055.0,86936.0,86937.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 87059[14:Spt:87055.0,86936.1,86936.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 87060[15:Spt:87059.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87061[15:MRR:103.1,87060.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87062[15:MRR:102.1,87060.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 87063[15:MRR:93.0,87060.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87065[15:MRR:101.1,87060.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 87066[15:MRR:86808.2,87061.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 87067[15:MRR:86807.2,87062.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 87068[15:MRR:86806.2,87063.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 87069[15:MRR:86805.2,87065.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 87070[16:Spt:87066.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 87071[16:MRR:153.0,87070.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 87073[16:MRR:171.0,87070.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 87074[16:MRR:168.0,87070.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 87075[16:MRR:87068.0,87071.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 87076[16:MRR:87067.0,87073.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.86 87077[16:MRR:87069.0,87074.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 87078[17:Spt:87075.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87079[17:MRR:123.1,87078.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87081[17:MRR:124.1,87078.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 87083[17:MRR:87077.0,87079.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87085[17:MRR:83.1,87083.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 87089[17:MRR:87076.0,87081.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 87094[17:MRR:87085.0,87089.0] || -> . % 3.65/3.86 87095[17:Spt:87094.0,87075.0,87078.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87096[17:Spt:87094.0,87075.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87097[17:MRR:67.1,87096.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 87098[17:MRR:87077.1,87097.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87100[17:MRR:139.1,87098.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 87102[17:MRR:87076.0,87100.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 87106[17:MRR:68.0,68.1,87102.0,87096.0] || -> . % 3.65/3.86 87107[16:Spt:87106.0,87066.0,87070.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 87108[16:Spt:87106.0,87066.1,87066.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 87109[17:Spt:87108.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 87110[17:MRR:125.0,87109.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 87111[17:MRR:140.0,87109.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 87113[17:MRR:143.0,87109.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 87114[17:MRR:87068.1,87110.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.86 87115[17:MRR:87069.1,87111.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 87116[17:MRR:87067.1,87113.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 87117[18:Spt:87114.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 87119[18:MRR:152.1,87117.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87120[18:MRR:151.1,87117.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87121[18:MRR:87116.0,87119.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 87122[18:MRR:83.0,87121.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 87127[18:MRR:87115.0,87120.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87132[18:MRR:87122.0,87127.0] || -> . % 3.65/3.86 87133[18:Spt:87132.0,87114.0,87117.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87134[18:Spt:87132.0,87114.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87135[18:MRR:68.1,87134.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 87136[18:MRR:87116.1,87135.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 87138[18:MRR:167.0,87136.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87139[18:MRR:87115.0,87138.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87143[18:MRR:67.0,67.1,87139.0,87134.0] || -> . % 3.65/3.86 87144[17:Spt:87143.0,87108.0,87109.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 87145[17:Spt:87143.0,87108.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87146[17:MRR:87.0,87145.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 87147[17:MRR:87067.2,87146.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 87148[17:MRR:84.0,87145.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 87149[17:MRR:87069.2,87148.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 87150[17:MRR:69.0,87145.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87151[17:MRR:87068.2,87150.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 87154[18:Spt:87147.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 87155[18:MRR:152.0,87154.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87156[18:MRR:167.0,87154.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87158[18:MRR:87151.0,87155.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87161[18:MRR:123.1,87158.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87162[18:MRR:87149.0,87156.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87165[18:MRR:87161.0,87162.0] || -> . % 3.65/3.86 87166[18:Spt:87165.0,87147.0,87154.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87167[18:Spt:87165.0,87147.1] || -> pigeon_5_in_hole_5*. % 3.65/3.86 87168[18:MRR:124.0,87167.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87169[18:MRR:87151.1,87168.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 87170[18:MRR:151.1,87169.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87172[18:MRR:87149.0,87170.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87174[18:MRR:139.0,139.1,87167.0,87172.0] || -> . % 3.65/3.86 87175[15:Spt:87174.0,87059.0,87060.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87176[15:Spt:87174.0,87059.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87177[15:MRR:74.1,87176.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 87178[15:MRR:73.1,87176.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 87179[15:MRR:75.1,87176.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 87181[15:MRR:65.0,87176.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87182[15:MRR:86808.3,87179.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 87183[15:MRR:86807.3,87177.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 87184[15:MRR:86806.3,87181.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 87185[15:MRR:86805.3,87178.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 87186[16:Spt:87182.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 87187[16:MRR:168.0,87186.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 87188[16:MRR:171.0,87186.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 87190[16:MRR:153.0,87186.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 87191[16:MRR:87185.0,87187.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 87192[16:MRR:87183.0,87188.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.86 87193[16:MRR:87184.0,87190.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 87194[17:Spt:87191.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87195[17:MRR:123.0,87194.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87197[17:MRR:139.1,87194.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 87199[17:MRR:87193.0,87195.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87201[17:MRR:96.1,87199.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 87204[17:MRR:87192.0,87197.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 87208[17:MRR:87201.0,87204.0] || -> . % 3.65/3.86 87209[17:Spt:87208.0,87191.0,87194.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87210[17:Spt:87208.0,87191.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 87211[17:MRR:95.0,87210.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 87212[17:MRR:87193.1,87211.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87213[17:MRR:124.1,87212.0] || pigeon_5_in_hole_5* -> . % 3.65/3.86 87216[17:MRR:87192.0,87213.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 87217[17:MRR:111.0,111.1,87216.0,87210.0] || -> . % 3.65/3.86 87220[16:Spt:87217.0,87182.0,87186.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 87221[16:Spt:87217.0,87182.1,87182.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 87222[17:Spt:87221.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 87223[17:MRR:140.0,87222.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 87224[17:MRR:125.0,87222.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 87226[17:MRR:143.0,87222.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 87227[17:MRR:87185.1,87223.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 87228[17:MRR:87184.1,87224.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.86 87229[17:MRR:87183.1,87226.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.86 87230[18:Spt:87227.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 87231[18:MRR:167.1,87230.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87232[18:MRR:151.0,87230.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87234[18:MRR:87229.0,87231.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 87235[18:MRR:96.0,87234.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 87239[18:MRR:87228.0,87232.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87243[18:MRR:87235.0,87239.0] || -> . % 3.65/3.86 87244[18:Spt:87243.0,87227.0,87230.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87245[18:Spt:87243.0,87227.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 87246[18:MRR:111.1,87245.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 87247[18:MRR:87229.1,87246.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 87249[18:MRR:152.0,87247.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87250[18:MRR:87228.0,87249.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87253[18:MRR:95.0,95.1,87245.0,87250.0] || -> . % 3.65/3.86 87254[17:Spt:87253.0,87221.0,87222.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 87255[17:Spt:87253.0,87221.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87256[17:MRR:115.0,87255.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 87257[17:MRR:87183.2,87256.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 87258[17:MRR:97.0,87255.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 87259[17:MRR:87184.2,87258.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 87260[17:MRR:112.0,87255.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 87261[17:MRR:87185.2,87260.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.86 87263[18:Spt:87257.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 87264[18:MRR:167.0,87263.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 87265[18:MRR:152.0,87263.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87267[18:MRR:87261.0,87264.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87270[18:MRR:123.0,87267.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87271[18:MRR:87259.0,87265.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87274[18:MRR:87270.0,87271.0] || -> . % 3.65/3.86 87275[18:Spt:87274.0,87257.0,87263.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 87276[18:Spt:87274.0,87257.1] || -> pigeon_5_in_hole_5*. % 3.65/3.86 87277[18:MRR:139.0,87276.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87278[18:MRR:87261.1,87277.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 87280[18:MRR:151.0,87278.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 87281[18:MRR:87259.0,87280.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87282[18:MRR:124.0,124.1,87276.0,87281.0] || -> . % 3.65/3.86 87284[8:Spt:87282.0,84634.0,84635.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.86 87285[8:Spt:87282.0,84634.1,84634.2,84634.3,84634.4] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.65/3.86 87286[9:Spt:87285.0] || -> pigeon_7_in_hole_6*. % 3.65/3.86 87287[9:MRR:172.0,87286.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 87288[9:MRR:169.0,87286.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 87289[9:MRR:154.0,87286.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 87290[9:MRR:174.0,87286.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 87291[9:MRR:160.0,87286.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 87292[9:MRR:165.0,87286.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 87293[9:MRR:81980.1,87287.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 87294[9:MRR:81979.1,87288.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87295[9:MRR:81978.1,87289.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87296[9:MRR:81982.1,87290.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87297[9:MRR:81977.1,87291.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87298[9:MRR:81981.1,87292.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87299[10:Spt:87293.1] || -> pigeon_5_in_hole_5*. % 3.65/3.86 87300[10:MRR:139.0,87299.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 87301[10:MRR:124.0,87299.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 87303[10:MRR:143.1,87299.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 87304[10:MRR:130.0,87299.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 87305[10:MRR:135.0,87299.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 87306[10:MRR:87294.1,87300.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87307[10:MRR:87295.1,87301.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87308[10:MRR:87296.1,87303.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87309[10:MRR:87297.1,87304.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87310[10:MRR:87298.1,87305.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87311[11:Spt:87306.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 87313[11:MRR:95.0,87311.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87314[11:MRR:112.1,87311.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87316[11:MRR:101.0,87311.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87317[11:MRR:106.0,87311.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 87318[11:MRR:87307.1,87313.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87319[11:MRR:87308.1,87314.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87320[11:MRR:87309.1,87316.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87321[11:MRR:87310.1,87317.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87322[12:Spt:87318.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87325[12:MRR:69.1,87322.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 87327[12:MRR:65.1,87322.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 87328[12:MRR:66.1,87322.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 87329[12:MRR:87319.1,87325.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 87330[12:MRR:87320.1,87327.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 87331[12:MRR:87321.1,87328.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.86 87332[13:Spt:87329.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87335[13:MRR:24.0,87332.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87338[13:MRR:19.0,87332.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87339[13:MRR:87331.1,87335.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 87342[13:MRR:184.0,87339.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87345[13:MRR:87330.1,87338.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87350[13:MRR:87342.0,87345.0] || -> . % 3.65/3.86 87351[13:Spt:87350.0,87329.1,87332.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 87352[13:Spt:87350.0,87329.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 87353[13:MRR:192.0,87352.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87354[13:MRR:87331.0,87353.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87359[13:MRR:16.0,87354.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87360[13:MRR:87330.1,87359.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87364[13:MRR:187.0,187.1,87352.0,87360.0] || -> . % 3.65/3.86 87365[12:Spt:87364.0,87318.1,87322.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87366[12:Spt:87364.0,87318.0,87318.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.86 87367[13:Spt:87366.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 87368[13:MRR:178.1,87367.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 87369[13:MRR:177.1,87367.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 87370[13:MRR:181.1,87367.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 87373[13:MRR:87321.0,87368.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87374[13:MRR:87320.0,87369.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87375[13:MRR:87319.0,87370.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87376[14:Spt:87373.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87379[14:MRR:80.1,87376.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87381[14:MRR:72.0,87376.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87382[14:MRR:87375.0,87379.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87383[14:MRR:19.0,87382.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87389[14:MRR:87374.0,87381.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87395[14:MRR:87383.0,87389.0] || -> . % 3.65/3.86 87396[14:Spt:87395.0,87373.0,87376.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87397[14:Spt:87395.0,87373.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87398[14:MRR:24.1,87397.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 87399[14:MRR:87375.1,87398.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87402[14:MRR:75.0,87399.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87404[14:MRR:87374.0,87402.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87409[14:MRR:16.0,16.1,87397.0,87404.0] || -> . % 3.65/3.86 87410[13:Spt:87409.0,87366.0,87367.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 87411[13:Spt:87409.0,87366.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87412[13:MRR:13.1,87411.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 87413[13:MRR:87319.2,87412.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 87414[13:MRR:9.1,87411.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87415[13:MRR:87320.2,87414.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 87418[13:MRR:10.1,87411.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87419[13:MRR:87321.2,87418.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.86 87421[14:Spt:87413.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 87422[14:MRR:192.0,87421.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87423[14:MRR:187.0,87421.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87426[14:MRR:87419.0,87422.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87427[14:MRR:72.0,87426.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87432[14:MRR:87415.0,87423.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87437[14:MRR:87427.0,87432.0] || -> . % 3.65/3.86 87438[14:Spt:87437.0,87413.0,87421.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87439[14:Spt:87437.0,87413.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87440[14:MRR:80.0,87439.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87441[14:MRR:87419.1,87440.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 87444[14:MRR:184.0,87441.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87445[14:MRR:87415.0,87444.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87449[14:MRR:75.0,75.1,87439.0,87445.0] || -> . % 3.65/3.86 87450[11:Spt:87449.0,87306.1,87311.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 87451[11:Spt:87449.0,87306.0,87306.2,87306.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87452[12:Spt:87451.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 87453[12:MRR:196.1,87452.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 87454[12:MRR:190.0,87452.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 87455[12:MRR:185.0,87452.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 87457[12:MRR:179.0,87452.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 87458[12:MRR:87308.0,87453.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87459[12:MRR:87310.0,87454.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87460[12:MRR:87309.0,87455.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87461[12:MRR:87307.0,87457.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87462[13:Spt:87458.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87464[13:MRR:97.0,87462.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87466[13:MRR:103.0,87462.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87467[13:MRR:108.0,87462.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 87468[13:MRR:87461.0,87464.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87469[13:MRR:87460.0,87466.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87470[13:MRR:87459.0,87467.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87471[14:Spt:87468.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87472[14:MRR:66.1,87471.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87473[14:MRR:65.1,87471.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87478[14:MRR:87470.0,87472.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87480[14:MRR:16.0,87478.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87485[14:MRR:87469.0,87473.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87491[14:MRR:87480.0,87485.0] || -> . % 3.65/3.86 87492[14:Spt:87491.0,87468.0,87471.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87493[14:Spt:87491.0,87468.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87494[14:MRR:10.1,87493.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87495[14:MRR:87470.1,87494.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87500[14:MRR:72.0,87495.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87501[14:MRR:87469.0,87500.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87505[14:MRR:9.0,9.1,87501.0,87493.0] || -> . % 3.65/3.86 87507[13:Spt:87505.0,87458.0,87462.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87508[13:Spt:87505.0,87458.1,87458.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87509[14:Spt:87508.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87510[14:MRR:69.0,87509.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87511[14:MRR:80.0,87509.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 87512[14:MRR:75.0,87509.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 87516[14:MRR:87461.1,87510.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 87517[14:MRR:87459.1,87511.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 87518[14:MRR:87460.1,87512.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 87519[15:Spt:87516.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87522[15:MRR:93.1,87519.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87523[15:MRR:94.1,87519.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87524[15:MRR:87518.0,87522.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87525[15:MRR:16.1,87524.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87531[15:MRR:87517.0,87523.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87537[15:MRR:87525.0,87531.0] || -> . % 3.65/3.86 87538[15:Spt:87537.0,87516.0,87519.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 87539[15:Spt:87537.0,87516.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87540[15:MRR:9.1,87539.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87541[15:MRR:87518.1,87540.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87544[15:MRR:100.1,87541.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87545[15:MRR:87517.0,87544.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87550[15:MRR:10.0,10.1,87545.0,87539.0] || -> . % 3.65/3.86 87551[14:Spt:87550.0,87508.0,87509.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 87552[14:Spt:87550.0,87508.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87553[14:MRR:19.0,87552.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 87554[14:MRR:87460.2,87553.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 87555[14:MRR:24.0,87552.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87556[14:MRR:87459.2,87555.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 87560[14:MRR:13.0,87552.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 87561[14:MRR:87461.2,87560.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 87562[15:Spt:87554.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87563[15:MRR:93.0,87562.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 87564[15:MRR:100.1,87562.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87567[15:MRR:87561.0,87563.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87572[15:MRR:66.1,87567.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87573[15:MRR:87556.0,87564.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87578[15:MRR:87572.0,87573.0] || -> . % 3.65/3.86 87579[15:Spt:87578.0,87554.0,87562.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87580[15:Spt:87578.0,87554.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87581[15:MRR:65.0,87580.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87582[15:MRR:87561.1,87581.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87583[15:MRR:94.1,87582.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87586[15:MRR:87556.0,87583.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87590[15:MRR:72.0,72.1,87586.0,87580.0] || -> . % 3.65/3.86 87591[12:Spt:87590.0,87451.0,87452.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 87592[12:Spt:87590.0,87451.1,87451.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87593[13:Spt:87592.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87594[13:MRR:67.0,87593.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87595[13:MRR:78.0,87593.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 87597[13:MRR:73.0,87593.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 87599[13:MRR:84.1,87593.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 87600[13:MRR:87307.2,87594.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 87601[13:MRR:87310.2,87595.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 87602[13:MRR:87309.2,87597.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 87603[13:MRR:87308.2,87599.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 87604[14:Spt:87600.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 87605[14:MRR:181.1,87604.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 87606[14:MRR:178.1,87604.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 87607[14:MRR:177.1,87604.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 87609[14:MRR:87603.0,87605.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 87610[14:MRR:87601.0,87606.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 87611[14:MRR:87602.0,87607.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 87612[15:Spt:87609.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87613[15:MRR:108.0,87612.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87614[15:MRR:103.0,87612.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87618[15:MRR:87610.0,87613.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87619[15:MRR:16.0,87618.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87625[15:MRR:87611.0,87614.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87631[15:MRR:87619.0,87625.0] || -> . % 3.65/3.86 87632[15:Spt:87631.0,87609.0,87612.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 87633[15:Spt:87631.0,87609.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87634[15:MRR:24.0,87633.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87635[15:MRR:87610.1,87634.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 87636[15:MRR:100.0,87635.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87640[15:MRR:87611.0,87636.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87645[15:MRR:19.0,19.1,87633.0,87640.0] || -> . % 3.65/3.86 87646[14:Spt:87645.0,87600.0,87604.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 87647[14:Spt:87645.0,87600.1,87600.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 87648[15:Spt:87647.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87649[15:MRR:97.1,87648.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87650[15:MRR:94.1,87648.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 87651[15:MRR:93.1,87648.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87654[15:MRR:87603.1,87649.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 87655[15:MRR:87601.1,87650.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.86 87656[15:MRR:87602.1,87651.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 87657[16:Spt:87654.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 87659[16:MRR:187.0,87657.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87660[16:MRR:192.0,87657.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87661[16:MRR:87656.0,87659.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87662[16:MRR:16.1,87661.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87668[16:MRR:87655.0,87660.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87674[16:MRR:87662.0,87668.0] || -> . % 3.65/3.86 87675[16:Spt:87674.0,87654.0,87657.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87676[16:Spt:87674.0,87654.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87677[16:MRR:19.0,87676.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 87678[16:MRR:87656.1,87677.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87680[16:MRR:184.1,87678.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87681[16:MRR:87655.0,87680.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 87686[16:MRR:24.0,24.1,87676.0,87681.0] || -> . % 3.65/3.86 87687[15:Spt:87686.0,87647.0,87648.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87688[15:Spt:87686.0,87647.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87689[15:MRR:9.1,87688.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 87690[15:MRR:87602.2,87689.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 87691[15:MRR:10.1,87688.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 87692[15:MRR:87601.2,87691.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 87696[15:MRR:13.1,87688.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 87697[15:MRR:87603.2,87696.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 87698[16:Spt:87690.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87699[16:MRR:187.1,87698.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87700[16:MRR:184.1,87698.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87702[16:MRR:87697.0,87699.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87706[16:MRR:108.0,87702.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87707[16:MRR:87692.0,87700.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 87711[16:MRR:87706.0,87707.0] || -> . % 3.65/3.86 87712[16:Spt:87711.0,87690.0,87698.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87713[16:Spt:87711.0,87690.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87714[16:MRR:103.1,87713.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 87715[16:MRR:87697.1,87714.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 87716[16:MRR:192.0,87715.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87718[16:MRR:87692.0,87716.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 87719[16:MRR:100.0,100.1,87718.0,87713.0] || -> . % 3.65/3.86 87722[13:Spt:87719.0,87592.0,87593.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 87723[13:Spt:87719.0,87592.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 87724[13:MRR:17.0,87723.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 87725[13:MRR:22.0,87723.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 87726[13:MRR:11.0,87723.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 87727[13:MRR:28.1,87723.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 87730[13:MRR:87307.3,87726.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 87731[13:MRR:87310.3,87725.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 87732[13:MRR:87309.3,87724.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 87733[13:MRR:87308.3,87727.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 87734[14:Spt:87730.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 87736[14:MRR:177.1,87734.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 87737[14:MRR:178.1,87734.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 87738[14:MRR:181.1,87734.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 87739[14:MRR:87732.0,87736.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 87740[14:MRR:87731.0,87737.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 87741[14:MRR:87733.0,87738.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 87742[15:Spt:87739.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87743[15:MRR:103.1,87742.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 87744[15:MRR:100.1,87742.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87748[15:MRR:87741.0,87743.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87750[15:MRR:80.0,87748.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87754[15:MRR:87740.0,87744.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87759[15:MRR:87750.0,87754.0] || -> . % 3.65/3.86 87760[15:Spt:87759.0,87739.0,87742.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87761[15:Spt:87759.0,87739.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87762[15:MRR:75.1,87761.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87763[15:MRR:87741.1,87762.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87764[15:MRR:108.0,87763.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 87768[15:MRR:87740.0,87764.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87769[15:MRR:72.0,72.1,87768.0,87761.0] || -> . % 3.65/3.86 87773[14:Spt:87769.0,87730.0,87734.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 87774[14:Spt:87769.0,87730.1,87730.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 87775[15:Spt:87774.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 87776[15:MRR:93.1,87775.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87777[15:MRR:97.1,87775.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87778[15:MRR:94.1,87775.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 87781[15:MRR:87732.1,87776.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 87782[15:MRR:87733.1,87777.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 87783[15:MRR:87731.1,87778.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.86 87784[16:Spt:87781.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87786[16:MRR:184.1,87784.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87787[16:MRR:187.1,87784.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87788[16:MRR:87783.0,87786.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 87789[16:MRR:80.1,87788.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87794[16:MRR:87782.0,87787.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87799[16:MRR:87789.0,87794.0] || -> . % 3.65/3.86 87800[16:Spt:87799.0,87781.0,87784.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87801[16:Spt:87799.0,87781.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87802[16:MRR:72.1,87801.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 87803[16:MRR:87783.1,87802.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 87805[16:MRR:192.1,87803.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87806[16:MRR:87782.0,87805.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87810[16:MRR:75.0,75.1,87806.0,87801.0] || -> . % 3.65/3.86 87811[15:Spt:87810.0,87774.0,87775.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87812[15:Spt:87810.0,87774.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87813[15:MRR:66.1,87812.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 87814[15:MRR:87731.2,87813.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 87815[15:MRR:69.1,87812.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87816[15:MRR:87733.2,87815.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 87817[15:MRR:65.1,87812.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 87818[15:MRR:87732.2,87817.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 87821[16:Spt:87814.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 87822[16:MRR:184.0,87821.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 87823[16:MRR:192.1,87821.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87825[16:MRR:87818.0,87822.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 87829[16:MRR:103.1,87825.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 87830[16:MRR:87816.0,87823.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87834[16:MRR:87829.0,87830.0] || -> . % 3.65/3.86 87835[16:Spt:87834.0,87814.0,87821.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 87836[16:Spt:87834.0,87814.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 87837[16:MRR:100.0,87836.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 87838[16:MRR:87818.1,87837.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 87839[16:MRR:187.1,87838.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 87841[16:MRR:87816.0,87839.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 87842[16:MRR:108.0,108.1,87841.0,87836.0] || -> . % 3.65/3.86 87845[10:Spt:87842.0,87293.1,87299.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 87846[10:Spt:87842.0,87293.0,87293.2,87293.3,87293.4] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 87847[11:Spt:87846.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 87848[11:MRR:191.0,87847.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 87849[11:MRR:186.0,87847.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 87850[11:MRR:199.1,87847.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 87851[11:MRR:180.0,87847.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 87852[11:MRR:195.0,87847.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 87853[11:MRR:87298.0,87848.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87854[11:MRR:87297.0,87849.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87855[11:MRR:87296.0,87850.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87856[11:MRR:87295.0,87851.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87857[11:MRR:87294.0,87852.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87858[12:Spt:87853.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 87859[12:MRR:100.0,87858.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 87860[12:MRR:108.1,87858.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 87863[12:MRR:94.0,87858.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 87864[12:MRR:106.1,87858.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 87865[12:MRR:87854.1,87859.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 87866[12:MRR:87855.1,87860.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87867[12:MRR:87856.1,87863.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87868[12:MRR:87857.1,87864.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87869[13:Spt:87865.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 87871[13:MRR:75.1,87869.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 87872[13:MRR:65.0,87869.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 87875[13:MRR:73.1,87869.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 87876[13:MRR:87866.1,87871.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 87877[13:MRR:87867.1,87872.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 87878[13:MRR:87868.1,87875.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 87879[14:Spt:87876.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87882[14:MRR:28.0,87879.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 87885[14:MRR:13.0,87879.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 87886[14:MRR:87878.1,87882.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87887[14:MRR:123.0,87886.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87892[14:MRR:87877.1,87885.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87897[14:MRR:87887.0,87892.0] || -> . % 3.65/3.86 87898[14:Spt:87897.0,87876.1,87879.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 87899[14:Spt:87897.0,87876.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 87900[14:MRR:140.0,87899.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87901[14:MRR:87878.0,87900.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 87904[14:MRR:11.0,87901.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 87907[14:MRR:87877.1,87904.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 87910[14:MRR:125.0,125.1,87899.0,87907.0] || -> . % 3.65/3.86 87912[13:Spt:87910.0,87865.1,87869.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 87913[13:Spt:87910.0,87865.0,87865.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 87914[14:Spt:87913.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 87915[14:MRR:129.1,87914.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 87916[14:MRR:121.0,87914.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 87918[14:MRR:131.1,87914.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 87920[14:MRR:87868.0,87915.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 87921[14:MRR:87867.0,87916.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 87922[14:MRR:87866.0,87918.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 87923[15:Spt:87920.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87925[15:MRR:84.1,87923.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 87926[15:MRR:67.0,87923.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87929[15:MRR:87922.0,87925.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 87930[15:MRR:13.0,87929.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 87936[15:MRR:87921.0,87926.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87942[15:MRR:87930.0,87936.0] || -> . % 3.65/3.86 87943[15:Spt:87942.0,87920.0,87923.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 87944[15:Spt:87942.0,87920.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 87945[15:MRR:28.1,87944.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 87946[15:MRR:87922.1,87945.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87948[15:MRR:69.0,87946.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87951[15:MRR:87921.0,87948.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 87956[15:MRR:11.0,11.1,87944.0,87951.0] || -> . % 3.65/3.86 87957[14:Spt:87956.0,87913.0,87914.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 87958[14:Spt:87956.0,87913.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 87959[14:MRR:19.1,87958.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 87960[14:MRR:87866.2,87959.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 87961[14:MRR:9.0,87958.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 87962[14:MRR:87867.2,87961.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 87965[14:MRR:17.1,87958.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 87966[14:MRR:87868.2,87965.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 87968[15:Spt:87960.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 87969[15:MRR:140.0,87968.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 87970[15:MRR:125.0,87968.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87973[15:MRR:87966.0,87969.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 87976[15:MRR:67.0,87973.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 87979[15:MRR:87962.0,87970.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87984[15:MRR:87976.0,87979.0] || -> . % 3.65/3.86 87985[15:Spt:87984.0,87960.0,87968.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 87986[15:Spt:87984.0,87960.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 87987[15:MRR:84.0,87986.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 87988[15:MRR:87966.1,87987.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 87991[15:MRR:123.0,87988.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 87992[15:MRR:87962.0,87991.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 87996[15:MRR:69.0,69.1,87986.0,87992.0] || -> . % 3.65/3.86 87997[12:Spt:87996.0,87853.1,87858.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 87998[12:Spt:87996.0,87853.0,87853.2,87853.3] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 87999[13:Spt:87998.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88000[13:MRR:136.1,87999.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88001[13:MRR:134.1,87999.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88002[13:MRR:122.0,87999.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 88004[13:MRR:128.0,87999.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88005[13:MRR:87855.0,88000.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88006[13:MRR:87857.0,88001.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88007[13:MRR:87856.0,88002.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 88008[13:MRR:87854.0,88004.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88009[14:Spt:88005.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88010[14:MRR:103.0,88009.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 88013[14:MRR:97.0,88009.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 88014[14:MRR:112.0,88009.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 88015[14:MRR:88008.0,88010.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88016[14:MRR:88007.0,88013.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 88017[14:MRR:88006.0,88014.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88018[15:Spt:88015.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88019[15:MRR:73.1,88018.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88022[15:MRR:65.0,88018.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 88025[15:MRR:88017.0,88019.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88027[15:MRR:11.0,88025.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 88032[15:MRR:88016.0,88022.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88038[15:MRR:88027.0,88032.0] || -> . % 3.65/3.86 88039[15:Spt:88038.0,88015.0,88018.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88040[15:Spt:88038.0,88015.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88041[15:MRR:17.1,88040.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88042[15:MRR:88017.1,88041.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88045[15:MRR:67.0,88042.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 88048[15:MRR:88016.0,88045.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88052[15:MRR:9.0,9.1,88040.0,88048.0] || -> . % 3.65/3.86 88054[14:Spt:88052.0,88005.0,88009.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 88055[14:Spt:88052.0,88005.1,88005.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88056[15:Spt:88055.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88057[15:MRR:75.0,88056.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88058[15:MRR:84.0,88056.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88061[15:MRR:69.0,88056.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 88063[15:MRR:88008.1,88057.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 88064[15:MRR:88006.1,88058.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 88065[15:MRR:88007.1,88061.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 88066[16:Spt:88063.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88069[16:MRR:93.0,88066.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88070[16:MRR:101.1,88066.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88071[16:MRR:88065.0,88069.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88072[16:MRR:11.1,88071.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88078[16:MRR:88064.0,88070.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88084[16:MRR:88072.0,88078.0] || -> . % 3.65/3.86 88085[16:Spt:88084.0,88063.0,88066.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 88086[16:Spt:88084.0,88063.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88087[16:MRR:9.0,88086.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 88088[16:MRR:88065.1,88087.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 88091[16:MRR:95.1,88088.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88092[16:MRR:88064.0,88091.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88097[16:MRR:17.0,17.1,88092.0,88086.0] || -> . % 3.65/3.86 88098[15:Spt:88097.0,88055.0,88056.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88099[15:Spt:88097.0,88055.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88100[15:MRR:13.0,88099.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 88101[15:MRR:88007.2,88100.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 88102[15:MRR:28.0,88099.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88103[15:MRR:88006.2,88102.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 88107[15:MRR:19.0,88099.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 88108[15:MRR:88008.2,88107.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 88109[16:Spt:88101.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 88110[16:MRR:93.1,88109.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 88111[16:MRR:95.1,88109.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88114[16:MRR:88108.0,88110.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88119[16:MRR:73.1,88114.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88120[16:MRR:88103.0,88111.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88125[16:MRR:88119.0,88120.0] || -> . % 3.65/3.86 88126[16:Spt:88125.0,88101.0,88109.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88127[16:Spt:88125.0,88101.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 88128[16:MRR:65.1,88127.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88129[16:MRR:88108.1,88128.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88130[16:MRR:101.1,88129.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88133[16:MRR:88103.0,88130.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88135[16:MRR:67.0,67.1,88133.0,88127.0] || -> . % 3.65/3.86 88138[13:Spt:88135.0,87998.0,87999.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 88139[13:Spt:88135.0,87998.1,87998.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88140[14:Spt:88139.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 88141[14:MRR:72.0,88140.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88142[14:MRR:78.1,88140.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88145[14:MRR:66.0,88140.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 88146[14:MRR:80.1,88140.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88147[14:MRR:87854.2,88141.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 88148[14:MRR:87857.2,88142.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 88149[14:MRR:87856.2,88145.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 88150[14:MRR:87855.2,88146.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 88151[15:Spt:88147.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88152[15:MRR:131.1,88151.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88153[15:MRR:129.1,88151.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88154[15:MRR:121.0,88151.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 88156[15:MRR:88150.0,88152.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 88157[15:MRR:88148.0,88153.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 88158[15:MRR:88149.0,88154.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 88159[16:Spt:88156.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88160[16:MRR:112.0,88159.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88161[16:MRR:97.0,88159.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88165[16:MRR:88157.0,88160.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88166[16:MRR:11.0,88165.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 88172[16:MRR:88158.0,88161.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88178[16:MRR:88166.0,88172.0] || -> . % 3.65/3.86 88179[16:Spt:88178.0,88156.0,88159.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 88180[16:Spt:88178.0,88156.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88181[16:MRR:28.0,88180.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88182[16:MRR:88157.1,88181.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88183[16:MRR:95.0,88182.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88187[16:MRR:88158.0,88183.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88192[16:MRR:13.0,13.1,88180.0,88187.0] || -> . % 3.65/3.86 88193[15:Spt:88192.0,88147.0,88151.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88194[15:Spt:88192.0,88147.1,88147.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 88195[16:Spt:88194.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88196[16:MRR:103.1,88195.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 88197[16:MRR:101.1,88195.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 88198[16:MRR:93.0,88195.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 88201[16:MRR:88150.1,88196.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 88202[16:MRR:88148.1,88197.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 88203[16:MRR:88149.1,88198.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 88204[17:Spt:88201.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 88206[17:MRR:125.0,88204.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 88207[17:MRR:140.0,88204.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88208[17:MRR:88203.0,88206.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88209[17:MRR:11.1,88208.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88215[17:MRR:88202.0,88207.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88221[17:MRR:88209.0,88215.0] || -> . % 3.65/3.86 88222[17:Spt:88221.0,88201.0,88204.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88223[17:Spt:88221.0,88201.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88224[17:MRR:13.0,88223.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 88225[17:MRR:88203.1,88224.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88227[17:MRR:123.1,88225.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88228[17:MRR:88202.0,88227.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88233[17:MRR:28.0,28.1,88223.0,88228.0] || -> . % 3.65/3.86 88234[16:Spt:88233.0,88194.0,88195.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 88235[16:Spt:88233.0,88194.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88236[16:MRR:9.0,88235.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 88237[16:MRR:88149.2,88236.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 88238[16:MRR:17.1,88235.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88239[16:MRR:88148.2,88238.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 88243[16:MRR:19.1,88235.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88244[16:MRR:88150.2,88243.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 88245[17:Spt:88237.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88246[17:MRR:125.1,88245.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88247[17:MRR:123.1,88245.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88249[17:MRR:88244.0,88246.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88253[17:MRR:112.0,88249.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88254[17:MRR:88239.0,88247.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88258[17:MRR:88253.0,88254.0] || -> . % 3.65/3.86 88259[17:Spt:88258.0,88237.0,88245.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 88260[17:Spt:88258.0,88237.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 88261[17:MRR:97.1,88260.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 88262[17:MRR:88244.1,88261.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 88263[17:MRR:140.0,88262.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88265[17:MRR:88239.0,88263.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88266[17:MRR:95.0,95.1,88265.0,88260.0] || -> . % 3.65/3.86 88269[14:Spt:88266.0,88139.0,88140.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 88270[14:Spt:88266.0,88139.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88271[14:MRR:10.0,88270.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 88272[14:MRR:22.1,88270.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 88273[14:MRR:16.0,88270.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 88274[14:MRR:24.1,88270.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 88277[14:MRR:87854.3,88273.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 88278[14:MRR:87857.3,88272.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 88279[14:MRR:87856.3,88271.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 88280[14:MRR:87855.3,88274.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 88281[15:Spt:88277.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88283[15:MRR:121.0,88281.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 88284[15:MRR:129.1,88281.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88285[15:MRR:131.1,88281.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88286[15:MRR:88279.0,88283.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 88287[15:MRR:88278.0,88284.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 88288[15:MRR:88280.0,88285.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 88289[16:Spt:88286.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 88290[16:MRR:97.1,88289.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 88291[16:MRR:95.1,88289.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88295[16:MRR:88288.0,88290.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88297[16:MRR:84.0,88295.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88301[16:MRR:88287.0,88291.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88306[16:MRR:88297.0,88301.0] || -> . % 3.65/3.86 88307[16:Spt:88306.0,88286.0,88289.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88308[16:Spt:88306.0,88286.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 88309[16:MRR:69.1,88308.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88310[16:MRR:88288.1,88309.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88311[16:MRR:112.0,88310.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88315[16:MRR:88287.0,88311.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88318[16:MRR:67.0,67.1,88315.0,88308.0] || -> . % 3.65/3.86 88320[15:Spt:88318.0,88277.0,88281.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88321[15:Spt:88318.0,88277.1,88277.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 88322[16:Spt:88321.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88323[16:MRR:93.0,88322.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 88324[16:MRR:103.1,88322.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 88325[16:MRR:101.1,88322.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 88328[16:MRR:88279.1,88323.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 88329[16:MRR:88280.1,88324.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 88330[16:MRR:88278.1,88325.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 88331[17:Spt:88328.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88333[17:MRR:123.1,88331.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88334[17:MRR:125.1,88331.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88335[17:MRR:88330.0,88333.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88336[17:MRR:84.1,88335.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88341[17:MRR:88329.0,88334.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88346[17:MRR:88336.0,88341.0] || -> . % 3.65/3.86 88347[17:Spt:88346.0,88328.0,88331.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 88348[17:Spt:88346.0,88328.1] || -> pigeon_1_in_hole_3*. % 3.65/3.86 88349[17:MRR:67.1,88348.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88350[17:MRR:88330.1,88349.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88352[17:MRR:140.1,88350.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88353[17:MRR:88329.0,88352.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88357[17:MRR:69.0,69.1,88353.0,88348.0] || -> . % 3.65/3.86 88358[16:Spt:88357.0,88321.0,88322.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 88359[16:Spt:88357.0,88321.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88360[16:MRR:73.1,88359.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88361[16:MRR:88278.2,88360.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 88362[16:MRR:75.1,88359.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88363[16:MRR:88280.2,88362.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 88366[16:MRR:65.0,88359.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 88367[16:MRR:88279.2,88366.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 88368[17:Spt:88361.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88369[17:MRR:123.0,88368.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 88370[17:MRR:140.1,88368.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88372[17:MRR:88367.0,88369.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 88376[17:MRR:97.1,88372.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 88377[17:MRR:88363.0,88370.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88381[17:MRR:88376.0,88377.0] || -> . % 3.65/3.86 88382[17:Spt:88381.0,88361.0,88368.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88383[17:Spt:88381.0,88361.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88384[17:MRR:95.0,88383.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 88385[17:MRR:88367.1,88384.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88386[17:MRR:125.1,88385.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88388[17:MRR:88363.0,88386.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 88389[17:MRR:112.0,112.1,88388.0,88383.0] || -> . % 3.65/3.86 88392[11:Spt:88389.0,87846.0,87847.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 88393[11:Spt:88389.0,87846.1,87846.2,87846.3] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 88394[12:Spt:88393.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 88395[12:MRR:96.0,88394.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 88396[12:MRR:115.1,88394.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 88397[12:MRR:111.0,88394.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 88399[12:MRR:102.0,88394.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 88400[12:MRR:107.0,88394.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 88401[12:MRR:87295.2,88395.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 88402[12:MRR:87296.2,88396.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88403[12:MRR:87294.2,88397.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88404[12:MRR:87297.2,88399.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88405[12:MRR:87298.2,88400.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88406[13:Spt:88401.2] || -> pigeon_1_in_hole_3*. % 3.65/3.86 88407[13:MRR:67.1,88406.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88408[13:MRR:69.1,88406.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88411[13:MRR:65.1,88406.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88412[13:MRR:66.1,88406.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 88413[13:MRR:88403.2,88407.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 88414[13:MRR:88402.2,88408.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 88415[13:MRR:88404.2,88411.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 88416[13:MRR:88405.2,88412.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 88417[14:Spt:88413.2] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88419[14:MRR:22.0,88417.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 88420[14:MRR:17.0,88417.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 88423[14:MRR:28.1,88417.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 88424[14:MRR:88416.2,88419.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 88425[14:MRR:88415.2,88420.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 88426[14:MRR:88414.2,88423.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.86 88427[15:Spt:88424.1] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88428[15:MRR:128.0,88427.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88432[15:MRR:136.1,88427.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88433[15:MRR:88425.1,88428.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 88435[15:MRR:187.1,88433.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88438[15:MRR:88426.1,88432.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88442[15:MRR:88435.0,88438.0] || -> . % 3.65/3.86 88443[15:Spt:88442.0,88424.1,88427.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88444[15:Spt:88442.0,88424.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88445[15:MRR:184.0,88444.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88446[15:MRR:88425.0,88445.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88447[15:MRR:131.1,88446.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88451[15:MRR:88426.1,88447.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88454[15:MRR:192.0,192.1,88451.0,88444.0] || -> . % 3.65/3.86 88455[14:Spt:88454.0,88413.2,88417.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 88456[14:Spt:88454.0,88413.0,88413.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 88457[15:Spt:88456.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 88458[15:MRR:185.0,88457.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 88459[15:MRR:196.1,88457.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 88460[15:MRR:190.0,88457.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 88462[15:MRR:88415.0,88458.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 88463[15:MRR:88414.0,88459.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 88464[15:MRR:88416.0,88460.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 88465[16:Spt:88462.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88466[16:MRR:128.1,88465.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88470[16:MRR:131.1,88465.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88471[16:MRR:88464.0,88466.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88474[16:MRR:24.1,88471.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88477[16:MRR:88463.0,88470.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88482[16:MRR:88474.0,88477.0] || -> . % 3.65/3.86 88483[16:Spt:88482.0,88462.0,88465.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88484[16:Spt:88482.0,88462.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88485[16:MRR:16.1,88484.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 88486[16:MRR:88464.1,88485.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88487[16:MRR:136.1,88486.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88491[16:MRR:88463.0,88487.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88494[16:MRR:19.0,19.1,88491.0,88484.0] || -> . % 3.65/3.86 88496[15:Spt:88494.0,88456.0,88457.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 88497[15:Spt:88494.0,88456.1] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88498[15:MRR:129.0,88497.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88499[15:MRR:88415.1,88498.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 88500[15:MRR:134.0,88497.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88501[15:MRR:88416.1,88500.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.86 88504[15:MRR:140.1,88497.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88505[15:MRR:88414.1,88504.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 88506[16:Spt:88499.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 88507[16:MRR:184.1,88506.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 88509[16:MRR:187.1,88506.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88510[16:MRR:88501.0,88507.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88514[16:MRR:24.1,88510.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88516[16:MRR:88505.0,88509.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88521[16:MRR:88514.0,88516.0] || -> . % 3.65/3.86 88522[16:Spt:88521.0,88499.0,88506.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88523[16:Spt:88521.0,88499.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88524[16:MRR:16.1,88523.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 88525[16:MRR:88501.1,88524.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88526[16:MRR:192.1,88525.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88528[16:MRR:88505.0,88526.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88530[16:MRR:19.0,19.1,88528.0,88523.0] || -> . % 3.65/3.86 88533[13:Spt:88530.0,88401.2,88406.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 88534[13:Spt:88530.0,88401.0,88401.1,88401.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 88535[14:Spt:88534.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 88536[14:MRR:177.1,88535.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 88537[14:MRR:178.1,88535.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 88538[14:MRR:181.1,88535.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 88539[14:MRR:179.1,88535.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 88540[14:MRR:88404.0,88536.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88541[14:MRR:88405.0,88537.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88542[14:MRR:88402.0,88538.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88543[14:MRR:88403.0,88539.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88544[15:Spt:88540.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88545[15:MRR:129.1,88544.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88546[15:MRR:131.1,88544.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88549[15:MRR:128.1,88544.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 88550[15:MRR:88543.0,88545.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88551[15:MRR:88542.0,88546.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88552[15:MRR:88541.0,88549.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88553[16:Spt:88550.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88557[16:MRR:84.1,88553.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88558[16:MRR:78.0,88553.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 88559[16:MRR:88551.0,88557.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88560[16:MRR:24.0,88559.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 88566[16:MRR:88552.0,88558.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88572[16:MRR:88560.0,88566.0] || -> . % 3.65/3.86 88573[16:Spt:88572.0,88550.0,88553.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88574[16:Spt:88572.0,88550.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88575[16:MRR:28.1,88574.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88576[16:MRR:88551.1,88575.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88580[16:MRR:80.0,88576.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 88581[16:MRR:88552.0,88580.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88582[16:MRR:22.0,22.1,88574.0,88581.0] || -> . % 3.65/3.86 88587[15:Spt:88582.0,88540.0,88544.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88588[15:Spt:88582.0,88540.1,88540.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88589[16:Spt:88588.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88590[16:MRR:73.1,88589.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88591[16:MRR:75.1,88589.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88594[16:MRR:72.1,88589.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 88595[16:MRR:88543.1,88590.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 88596[16:MRR:88542.1,88591.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 88597[16:MRR:88541.1,88594.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 88598[17:Spt:88595.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88599[17:MRR:134.0,88598.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88602[17:MRR:140.1,88598.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88603[17:MRR:88597.0,88599.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88604[17:MRR:24.1,88603.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88610[17:MRR:88596.0,88602.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88616[17:MRR:88604.0,88610.0] || -> . % 3.65/3.86 88617[17:Spt:88616.0,88595.0,88598.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88618[17:Spt:88616.0,88595.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88619[17:MRR:22.0,88618.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 88620[17:MRR:88597.1,88619.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88621[17:MRR:136.1,88620.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88624[17:MRR:88596.0,88621.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88629[17:MRR:28.0,28.1,88624.0,88618.0] || -> . % 3.65/3.86 88630[16:Spt:88629.0,88588.0,88589.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88631[16:Spt:88629.0,88588.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88632[16:MRR:16.1,88631.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 88633[16:MRR:88541.2,88632.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 88634[16:MRR:19.1,88631.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88635[16:MRR:88542.2,88634.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 88636[16:MRR:17.1,88631.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88637[16:MRR:88543.2,88636.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 88641[17:Spt:88633.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88642[17:MRR:134.1,88641.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88645[17:MRR:136.1,88641.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88646[17:MRR:88637.0,88642.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88648[17:MRR:84.1,88646.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88651[17:MRR:88635.0,88645.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88655[17:MRR:88648.0,88651.0] || -> . % 3.65/3.86 88656[17:Spt:88655.0,88633.0,88641.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88657[17:Spt:88655.0,88633.1] || -> pigeon_3_in_hole_3*. % 3.65/3.86 88658[17:MRR:78.1,88657.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88659[17:MRR:88637.1,88658.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88660[17:MRR:140.1,88659.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88663[17:MRR:88635.0,88660.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88666[17:MRR:80.0,80.1,88663.0,88657.0] || -> . % 3.65/3.86 88667[14:Spt:88666.0,88534.0,88535.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 88668[14:Spt:88666.0,88534.1,88534.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 88669[15:Spt:88668.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88670[15:MRR:122.1,88669.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 88671[15:MRR:123.1,88669.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88673[15:MRR:125.1,88669.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88674[15:MRR:121.1,88669.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88675[15:MRR:88405.1,88670.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88676[15:MRR:88403.1,88671.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88677[15:MRR:88402.1,88673.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88678[15:MRR:88404.1,88674.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88679[16:Spt:88675.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88680[16:MRR:184.0,88679.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 88681[16:MRR:192.1,88679.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 88682[16:MRR:190.1,88679.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 88683[16:MRR:88678.0,88680.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 88684[16:MRR:88677.0,88681.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 88685[16:MRR:88676.0,88682.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 88686[17:Spt:88683.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88690[17:MRR:75.1,88686.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88691[17:MRR:73.1,88686.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88692[17:MRR:88684.0,88690.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88698[17:MRR:28.0,88692.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88699[17:MRR:88685.0,88691.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88705[17:MRR:88698.0,88699.0] || -> . % 3.65/3.86 88706[17:Spt:88705.0,88683.0,88686.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88707[17:Spt:88705.0,88683.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88708[17:MRR:19.1,88707.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88709[17:MRR:88684.1,88708.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88713[17:MRR:84.0,88709.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88714[17:MRR:88685.0,88713.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88718[17:MRR:17.0,17.1,88714.0,88707.0] || -> . % 3.65/3.86 88720[16:Spt:88718.0,88675.0,88679.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 88721[16:Spt:88718.0,88675.1,88675.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 88722[17:Spt:88721.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 88723[17:MRR:72.0,88722.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88724[17:MRR:80.1,88722.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88725[17:MRR:78.1,88722.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88728[17:MRR:88678.1,88723.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 88729[17:MRR:88677.1,88724.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 88730[17:MRR:88676.1,88725.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 88731[18:Spt:88728.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 88732[18:MRR:187.1,88731.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88733[18:MRR:185.1,88731.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88734[18:MRR:88729.0,88732.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88736[18:MRR:28.0,88734.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88741[18:MRR:88730.0,88733.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88747[18:MRR:88736.0,88741.0] || -> . % 3.65/3.86 88748[18:Spt:88747.0,88728.0,88731.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88749[18:Spt:88747.0,88728.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 88750[18:MRR:19.1,88749.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 88751[18:MRR:88729.1,88750.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88752[18:MRR:196.0,88751.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88753[18:MRR:88730.0,88752.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 88755[18:MRR:17.0,17.1,88753.0,88749.0] || -> . % 3.65/3.86 88759[17:Spt:88755.0,88721.0,88722.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 88760[17:Spt:88755.0,88721.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 88761[17:MRR:24.1,88760.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 88762[17:MRR:88677.2,88761.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 88763[17:MRR:22.1,88760.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 88764[17:MRR:88676.2,88763.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 88765[17:MRR:16.0,88760.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 88766[17:MRR:88678.2,88765.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 88770[18:Spt:88762.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88771[18:MRR:187.0,88770.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88772[18:MRR:196.0,88770.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88773[18:MRR:88766.0,88771.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88774[18:MRR:73.1,88773.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88778[18:MRR:88764.0,88772.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88782[18:MRR:88774.0,88778.0] || -> . % 3.65/3.86 88783[18:Spt:88782.0,88762.0,88770.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88784[18:Spt:88782.0,88762.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88785[18:MRR:75.0,88784.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88786[18:MRR:88766.1,88785.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 88787[18:MRR:185.1,88786.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88788[18:MRR:88764.0,88787.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88791[18:MRR:84.0,84.1,88784.0,88788.0] || -> . % 3.65/3.86 88792[15:Spt:88791.0,88668.0,88669.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 88793[15:Spt:88791.0,88668.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 88794[15:MRR:13.1,88793.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 88795[15:MRR:11.1,88793.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 88796[15:MRR:9.1,88793.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 88799[15:MRR:10.1,88793.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 88800[15:MRR:88405.3,88799.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 88801[15:MRR:88403.3,88795.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 88802[15:MRR:88402.3,88794.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 88803[15:MRR:88404.3,88796.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 88804[16:Spt:88800.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88805[16:MRR:190.1,88804.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 88806[16:MRR:192.1,88804.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 88807[16:MRR:184.0,88804.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 88808[16:MRR:88801.0,88805.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 88809[16:MRR:88802.0,88806.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.86 88810[16:MRR:88803.0,88807.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 88811[17:Spt:88808.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88814[17:MRR:140.1,88811.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 88815[17:MRR:129.0,88811.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88816[17:MRR:88809.0,88814.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88817[17:MRR:75.0,88816.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88822[17:MRR:88810.0,88815.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88827[17:MRR:88817.0,88822.0] || -> . % 3.65/3.86 88828[17:Spt:88827.0,88808.0,88811.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88829[17:Spt:88827.0,88808.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88830[17:MRR:84.1,88829.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88831[17:MRR:88809.1,88830.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 88834[17:MRR:131.0,88831.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88835[17:MRR:88810.0,88834.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88837[17:MRR:73.0,73.1,88829.0,88835.0] || -> . % 3.65/3.86 88840[16:Spt:88837.0,88800.0,88804.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 88841[16:Spt:88837.0,88800.1,88800.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 88842[17:Spt:88841.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 88843[17:MRR:134.1,88842.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88844[17:MRR:136.1,88842.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 88846[17:MRR:128.0,88842.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88847[17:MRR:88801.1,88843.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 88848[17:MRR:88802.1,88844.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 88849[17:MRR:88803.1,88846.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 88850[18:Spt:88847.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 88851[18:MRR:196.1,88850.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88852[18:MRR:185.0,88850.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88853[18:MRR:88848.0,88851.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 88858[18:MRR:75.0,88853.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88859[18:MRR:88849.0,88852.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88864[18:MRR:88858.0,88859.0] || -> . % 3.65/3.86 88865[18:Spt:88864.0,88847.0,88850.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88866[18:Spt:88864.0,88847.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 88867[18:MRR:84.1,88866.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 88868[18:MRR:88848.1,88867.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88869[18:MRR:187.0,88868.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88870[18:MRR:88849.0,88869.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 88873[18:MRR:73.0,73.1,88866.0,88870.0] || -> . % 3.65/3.86 88875[17:Spt:88873.0,88841.0,88842.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 88876[17:Spt:88873.0,88841.1] || -> pigeon_3_in_hole_3*. % 3.65/3.86 88877[17:MRR:80.1,88876.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88878[17:MRR:88802.2,88877.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.86 88879[17:MRR:72.0,88876.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 88880[17:MRR:88803.2,88879.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 88881[17:MRR:78.1,88876.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 88882[17:MRR:88801.2,88881.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 88885[18:Spt:88878.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 88886[18:MRR:196.0,88885.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88887[18:MRR:187.0,88885.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88888[18:MRR:88882.0,88886.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88889[18:MRR:129.0,88888.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88892[18:MRR:88880.0,88887.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88895[18:MRR:88889.0,88892.0] || -> . % 3.65/3.86 88896[18:Spt:88895.0,88878.0,88885.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 88897[18:Spt:88895.0,88878.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 88898[18:MRR:140.0,88897.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88899[18:MRR:88882.1,88898.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 88900[18:MRR:185.0,88899.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 88901[18:MRR:88880.0,88900.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88903[18:MRR:131.0,131.1,88897.0,88901.0] || -> . % 3.65/3.86 88904[12:Spt:88903.0,88393.0,88394.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 88905[12:Spt:88903.0,88393.1,88393.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 88906[13:Spt:88905.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 88907[13:MRR:87.1,88906.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 88908[13:MRR:74.0,88906.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 88909[13:MRR:83.0,88906.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 88910[13:MRR:79.0,88906.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 88912[13:MRR:68.0,88906.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 88913[13:MRR:87296.3,88907.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 88914[13:MRR:87297.3,88908.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 88915[13:MRR:87294.3,88909.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 88916[13:MRR:87298.3,88910.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 88917[13:MRR:87295.3,88912.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 88918[14:Spt:88913.3] || -> pigeon_6_in_hole_1*. % 3.65/3.86 88919[14:MRR:13.0,88918.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 88920[14:MRR:24.0,88918.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 88921[14:MRR:19.0,88918.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 88924[14:MRR:28.0,88918.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 88925[14:MRR:88917.3,88919.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 88926[14:MRR:88916.3,88920.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 88927[14:MRR:88914.3,88921.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 88928[14:MRR:88915.3,88924.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 88929[15:Spt:88925.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 88930[15:MRR:121.1,88929.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 88933[15:MRR:123.1,88929.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 88934[15:MRR:122.1,88929.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 88935[15:MRR:88927.1,88930.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 88936[15:MRR:88928.1,88933.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 88937[15:MRR:88926.1,88934.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 88938[16:Spt:88935.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88941[16:MRR:101.1,88938.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 88943[16:MRR:100.1,88938.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 88944[16:MRR:88936.1,88941.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 88947[16:MRR:190.0,88944.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 88949[16:MRR:88937.1,88943.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88953[16:MRR:88947.0,88949.0] || -> . % 3.65/3.86 88954[16:Spt:88953.0,88935.1,88938.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 88955[16:Spt:88953.0,88935.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 88956[16:MRR:185.1,88955.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 88957[16:MRR:88936.0,88956.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88961[16:MRR:106.0,88957.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 88962[16:MRR:88937.1,88961.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 88965[16:MRR:184.0,184.1,88962.0,88955.0] || -> . % 3.65/3.86 88966[15:Spt:88965.0,88925.1,88929.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 88967[15:Spt:88965.0,88925.0,88925.2] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 88968[16:Spt:88967.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 88969[16:MRR:179.1,88968.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 88970[16:MRR:178.1,88968.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 88972[16:MRR:177.1,88968.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 88973[16:MRR:88928.0,88969.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 88974[16:MRR:88926.0,88970.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 88975[16:MRR:88927.0,88972.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 88976[17:Spt:88973.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 88977[17:MRR:129.0,88976.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 88980[17:MRR:134.0,88976.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 88981[17:MRR:88975.0,88977.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 88982[17:MRR:100.1,88981.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 88987[17:MRR:88974.0,88980.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 88992[17:MRR:88982.0,88987.0] || -> . % 3.65/3.86 88993[17:Spt:88992.0,88973.0,88976.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 88994[17:Spt:88992.0,88973.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 88995[17:MRR:101.0,88994.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 88996[17:MRR:88975.1,88995.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 88999[17:MRR:128.1,88996.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89000[17:MRR:88974.0,88999.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89004[17:MRR:106.0,106.1,88994.0,89000.0] || -> . % 3.65/3.86 89005[16:Spt:89004.0,88967.0,88968.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89006[16:Spt:89004.0,88967.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89007[16:MRR:93.1,89006.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89008[16:MRR:88927.2,89007.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 89009[16:MRR:94.1,89006.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89010[16:MRR:88926.2,89009.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 89012[16:MRR:95.1,89006.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89013[16:MRR:88928.2,89012.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 89015[17:Spt:89008.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89016[17:MRR:185.1,89015.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89017[17:MRR:184.1,89015.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89019[17:MRR:89013.0,89016.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89020[17:MRR:134.0,89019.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89024[17:MRR:89010.0,89017.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89028[17:MRR:89020.0,89024.0] || -> . % 3.65/3.86 89029[17:Spt:89028.0,89008.0,89015.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89030[17:Spt:89028.0,89008.1] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89031[17:MRR:129.1,89030.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89032[17:MRR:89013.1,89031.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89033[17:MRR:190.0,89032.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89035[17:MRR:89010.0,89033.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89038[17:MRR:128.0,128.1,89035.0,89030.0] || -> . % 3.65/3.86 89039[14:Spt:89038.0,88913.3,88918.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 89040[14:Spt:89038.0,88913.0,88913.1,88913.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 89041[15:Spt:89040.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 89042[15:MRR:187.0,89041.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89043[15:MRR:196.0,89041.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89044[15:MRR:192.0,89041.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89045[15:MRR:181.0,89041.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89046[15:MRR:88914.0,89042.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 89047[15:MRR:88915.0,89043.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 89048[15:MRR:88916.0,89044.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 89049[15:MRR:88917.0,89045.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 89050[16:Spt:89046.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89051[16:MRR:129.1,89050.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89052[16:MRR:128.1,89050.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89055[16:MRR:121.0,89050.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89056[16:MRR:89047.0,89051.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 89057[16:MRR:89048.0,89052.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 89058[16:MRR:89049.0,89055.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 89059[17:Spt:89056.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89061[17:MRR:106.0,89059.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89063[17:MRR:95.0,89059.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89065[17:MRR:89057.0,89061.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 89066[17:MRR:10.0,89065.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89071[17:MRR:89058.0,89063.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89076[17:MRR:89066.0,89071.0] || -> . % 3.65/3.86 89077[17:Spt:89076.0,89056.0,89059.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89078[17:Spt:89076.0,89056.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89079[17:MRR:22.0,89078.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 89080[17:MRR:89057.1,89079.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89082[17:MRR:94.0,89080.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89085[17:MRR:89058.0,89082.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89089[17:MRR:11.0,11.1,89078.0,89085.0] || -> . % 3.65/3.86 89090[16:Spt:89089.0,89046.0,89050.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89091[16:Spt:89089.0,89046.1,89046.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 89092[17:Spt:89091.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89093[17:MRR:101.1,89092.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89094[17:MRR:100.1,89092.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89095[17:MRR:93.0,89092.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89098[17:MRR:89047.1,89093.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 89099[17:MRR:89048.1,89094.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 89100[17:MRR:89049.1,89095.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 89101[18:Spt:89098.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89104[18:MRR:134.0,89101.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89105[18:MRR:123.0,89101.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89106[18:MRR:89099.0,89104.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 89111[18:MRR:10.0,89106.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89112[18:MRR:89100.0,89105.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89117[18:MRR:89111.0,89112.0] || -> . % 3.65/3.86 89118[18:Spt:89117.0,89098.0,89101.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89119[18:Spt:89117.0,89098.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89120[18:MRR:22.0,89119.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 89121[18:MRR:89099.1,89120.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89124[18:MRR:122.0,89121.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89125[18:MRR:89100.0,89124.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89126[18:MRR:11.0,11.1,89119.0,89125.0] || -> . % 3.65/3.86 89130[17:Spt:89126.0,89091.0,89092.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89131[17:Spt:89126.0,89091.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89132[17:MRR:16.1,89131.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 89133[17:MRR:89048.2,89132.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 89134[17:MRR:9.0,89131.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89135[17:MRR:89049.2,89134.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 89136[17:MRR:17.1,89131.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 89137[17:MRR:89047.2,89136.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 89140[18:Spt:89133.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89141[18:MRR:134.1,89140.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89142[18:MRR:122.0,89140.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89145[18:MRR:89137.0,89141.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89147[18:MRR:95.0,89145.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89150[18:MRR:89135.0,89142.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89154[18:MRR:89147.0,89150.0] || -> . % 3.65/3.86 89155[18:Spt:89154.0,89133.0,89140.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89156[18:Spt:89154.0,89133.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89157[18:MRR:106.1,89156.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89158[18:MRR:89137.1,89157.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89159[18:MRR:123.0,89158.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89162[18:MRR:89135.0,89159.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89165[18:MRR:94.0,94.1,89156.0,89162.0] || -> . % 3.65/3.86 89166[15:Spt:89165.0,89040.0,89041.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 89167[15:Spt:89165.0,89040.1,89040.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.86 89168[16:Spt:89167.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 89169[16:MRR:136.0,89168.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89170[16:MRR:140.0,89168.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89171[16:MRR:125.0,89168.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89173[16:MRR:131.0,89168.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89174[16:MRR:88916.1,89169.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 89175[16:MRR:88915.1,89170.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 89176[16:MRR:88917.1,89171.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 89177[16:MRR:88914.1,89173.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 89178[17:Spt:89174.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89179[17:MRR:184.0,89178.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89180[17:MRR:190.1,89178.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89181[17:MRR:178.0,89178.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89182[17:MRR:89177.0,89179.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 89183[17:MRR:89175.0,89180.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 89184[17:MRR:89176.0,89181.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.86 89185[18:Spt:89182.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89188[18:MRR:93.0,89185.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89190[18:MRR:101.1,89185.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89191[18:MRR:89184.0,89188.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89194[18:MRR:11.1,89191.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 89197[18:MRR:89183.0,89190.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89202[18:MRR:89194.0,89197.0] || -> . % 3.65/3.86 89203[18:Spt:89202.0,89182.0,89185.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 89204[18:Spt:89202.0,89182.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89205[18:MRR:9.0,89204.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89206[18:MRR:89184.1,89205.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89209[18:MRR:95.1,89206.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89211[18:MRR:89183.0,89209.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89214[18:MRR:17.0,17.1,89211.0,89204.0] || -> . % 3.65/3.86 89216[17:Spt:89214.0,89174.0,89178.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89217[17:Spt:89214.0,89174.1,89174.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 89218[18:Spt:89217.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89219[18:MRR:100.0,89218.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89220[18:MRR:94.0,89218.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89223[18:MRR:106.1,89218.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89224[18:MRR:89177.1,89219.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 89225[18:MRR:89176.1,89220.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.86 89226[18:MRR:89175.1,89223.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 89227[19:Spt:89224.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89228[19:MRR:185.1,89227.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89229[19:MRR:177.0,89227.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89230[19:MRR:89226.0,89228.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89231[19:MRR:11.0,89230.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89236[19:MRR:89225.0,89229.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89241[19:MRR:89231.0,89236.0] || -> . % 3.65/3.86 89242[19:Spt:89241.0,89224.0,89227.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89243[19:Spt:89241.0,89224.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89244[19:MRR:17.1,89243.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 89245[19:MRR:89226.1,89244.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89246[19:MRR:179.0,89245.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89247[19:MRR:89225.0,89246.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89251[19:MRR:9.0,9.1,89243.0,89247.0] || -> . % 3.65/3.86 89252[18:Spt:89251.0,89217.0,89218.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89253[18:Spt:89251.0,89217.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 89254[18:MRR:22.1,89253.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 89255[18:MRR:89175.2,89254.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 89256[18:MRR:10.0,89253.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89257[18:MRR:89176.2,89256.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 89260[18:MRR:16.0,89253.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 89261[18:MRR:89177.2,89260.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 89262[19:Spt:89255.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89263[19:MRR:185.0,89262.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89264[19:MRR:179.0,89262.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89265[19:MRR:89261.0,89263.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89267[19:MRR:93.0,89265.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89270[19:MRR:89257.0,89264.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89274[19:MRR:89267.0,89270.0] || -> . % 3.65/3.86 89275[19:Spt:89274.0,89255.0,89262.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89276[19:Spt:89274.0,89255.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89277[19:MRR:101.0,89276.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 89278[19:MRR:89261.1,89277.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89279[19:MRR:177.0,89278.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89280[19:MRR:89257.0,89279.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89283[19:MRR:95.0,95.1,89276.0,89280.0] || -> . % 3.65/3.86 89284[16:Spt:89283.0,89167.0,89168.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 89285[16:Spt:89283.0,89167.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 89286[16:MRR:103.0,89285.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89287[16:MRR:97.0,89285.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89288[16:MRR:112.0,89285.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89290[16:MRR:108.0,89285.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89291[16:MRR:88916.2,89290.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 89292[16:MRR:88915.2,89288.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 89293[16:MRR:88917.2,89287.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 89294[16:MRR:88914.2,89286.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 89295[17:Spt:89291.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89296[17:MRR:178.0,89295.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89297[17:MRR:190.1,89295.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89298[17:MRR:184.0,89295.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89299[17:MRR:89293.0,89296.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 89300[17:MRR:89292.0,89297.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.86 89301[17:MRR:89294.0,89298.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 89302[18:Spt:89299.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89304[18:MRR:123.1,89302.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89306[18:MRR:121.1,89302.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 89307[18:MRR:89300.0,89304.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89309[18:MRR:17.0,89307.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 89313[18:MRR:89301.0,89306.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89318[18:MRR:89309.0,89313.0] || -> . % 3.65/3.86 89319[18:Spt:89318.0,89299.0,89302.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89320[18:Spt:89318.0,89299.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89321[18:MRR:11.1,89320.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 89322[18:MRR:89300.1,89321.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89325[18:MRR:129.0,89322.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 89326[18:MRR:89301.0,89325.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89330[18:MRR:9.0,9.1,89326.0,89320.0] || -> . % 3.65/3.86 89331[17:Spt:89330.0,89291.0,89295.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89332[17:Spt:89330.0,89291.1,89291.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 89333[18:Spt:89332.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89334[18:MRR:122.0,89333.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89335[18:MRR:134.1,89333.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89337[18:MRR:128.0,89333.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89338[18:MRR:89293.1,89334.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.86 89339[18:MRR:89292.1,89335.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 89340[18:MRR:89294.1,89337.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 89341[19:Spt:89338.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89342[19:MRR:179.1,89341.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89343[19:MRR:177.1,89341.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89344[19:MRR:89339.0,89342.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89348[19:MRR:17.0,89344.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 89350[19:MRR:89340.0,89343.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89355[19:MRR:89348.0,89350.0] || -> . % 3.65/3.86 89356[19:Spt:89355.0,89338.0,89341.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89357[19:Spt:89355.0,89338.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 89358[19:MRR:11.1,89357.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 89359[19:MRR:89339.1,89358.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89360[19:MRR:185.0,89359.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89361[19:MRR:89340.0,89360.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89362[19:MRR:9.0,9.1,89361.0,89357.0] || -> . % 3.65/3.86 89366[18:Spt:89362.0,89332.0,89333.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89367[18:Spt:89362.0,89332.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 89368[18:MRR:22.1,89367.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 89369[18:MRR:89292.2,89368.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 89370[18:MRR:16.0,89367.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 89371[18:MRR:89294.2,89370.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 89372[18:MRR:10.0,89367.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 89373[18:MRR:89293.2,89372.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.86 89376[19:Spt:89369.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89377[19:MRR:179.0,89376.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89378[19:MRR:185.0,89376.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89379[19:MRR:89373.0,89377.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89380[19:MRR:121.1,89379.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 89383[19:MRR:89371.0,89378.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89386[19:MRR:89380.0,89383.0] || -> . % 3.65/3.86 89387[19:Spt:89386.0,89369.0,89376.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89388[19:Spt:89386.0,89369.1] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89389[19:MRR:123.0,89388.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89390[19:MRR:89373.1,89389.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89391[19:MRR:177.1,89390.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89392[19:MRR:89371.0,89391.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89394[19:MRR:129.0,129.1,89388.0,89392.0] || -> . % 3.65/3.86 89395[13:Spt:89394.0,88905.0,88906.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 89396[13:Spt:89394.0,88905.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 89397[13:MRR:27.0,89396.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 89398[13:MRR:18.0,89396.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 89399[13:MRR:12.0,89396.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 89400[13:MRR:23.0,89396.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 89402[13:MRR:31.1,89396.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 89403[13:MRR:87296.4,89402.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 89404[13:MRR:87297.4,89398.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 89405[13:MRR:87294.4,89397.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 89406[13:MRR:87298.4,89400.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 89407[13:MRR:87295.4,89399.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 89408[14:Spt:89403.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 89409[14:MRR:131.0,89408.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89411[14:MRR:125.0,89408.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89412[14:MRR:140.0,89408.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89413[14:MRR:136.0,89408.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89414[14:MRR:89404.1,89409.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 89415[14:MRR:89407.1,89411.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 89416[14:MRR:89405.1,89412.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 89417[14:MRR:89406.1,89413.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 89418[15:Spt:89414.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89420[15:MRR:101.1,89418.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89422[15:MRR:93.0,89418.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89423[15:MRR:100.1,89418.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89424[15:MRR:89416.1,89420.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 89425[15:MRR:89415.1,89422.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.86 89426[15:MRR:89417.1,89423.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.86 89427[16:Spt:89424.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 89430[16:MRR:78.0,89427.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89432[16:MRR:67.0,89427.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89433[16:MRR:89426.1,89430.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89436[16:MRR:178.0,89433.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89438[16:MRR:89425.1,89432.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89442[16:MRR:89436.0,89438.0] || -> . % 3.65/3.86 89443[16:Spt:89442.0,89424.1,89427.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 89444[16:Spt:89442.0,89424.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89445[16:MRR:190.0,89444.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89446[16:MRR:89426.0,89445.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89450[16:MRR:66.0,89446.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89451[16:MRR:89425.1,89450.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89454[16:MRR:179.0,179.1,89444.0,89451.0] || -> . % 3.65/3.86 89455[15:Spt:89454.0,89414.1,89418.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89456[15:Spt:89454.0,89414.0,89414.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 89457[16:Spt:89456.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89458[16:MRR:184.1,89457.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89459[16:MRR:177.0,89457.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89460[16:MRR:185.1,89457.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89462[16:MRR:89417.0,89458.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 89463[16:MRR:89415.0,89459.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 89464[16:MRR:89416.0,89460.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 89465[17:Spt:89462.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89467[17:MRR:106.1,89465.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89469[17:MRR:94.0,89465.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89470[17:MRR:89464.0,89467.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 89471[17:MRR:67.0,89470.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89476[17:MRR:89463.0,89469.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89481[17:MRR:89471.0,89476.0] || -> . % 3.65/3.86 89482[17:Spt:89481.0,89462.0,89465.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89483[17:Spt:89481.0,89462.1] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89484[17:MRR:78.1,89483.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 89485[17:MRR:89464.1,89484.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89487[17:MRR:95.0,89485.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89489[17:MRR:89463.0,89487.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89493[17:MRR:66.0,66.1,89483.0,89489.0] || -> . % 3.65/3.86 89494[16:Spt:89493.0,89456.0,89457.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89495[16:Spt:89493.0,89456.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 89496[16:MRR:73.1,89495.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 89497[16:MRR:89416.2,89496.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 89498[16:MRR:65.0,89495.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89499[16:MRR:89415.2,89498.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 89501[16:MRR:72.1,89495.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89502[16:MRR:89417.2,89501.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 89504[17:Spt:89497.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89505[17:MRR:190.0,89504.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89506[17:MRR:179.0,89504.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89508[17:MRR:89502.0,89505.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89509[17:MRR:94.0,89508.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89513[17:MRR:89499.0,89506.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89517[17:MRR:89509.0,89513.0] || -> . % 3.65/3.86 89518[17:Spt:89517.0,89497.0,89504.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89519[17:Spt:89517.0,89497.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89520[17:MRR:106.0,89519.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89521[17:MRR:89502.1,89520.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89523[17:MRR:178.0,89521.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89524[17:MRR:89499.0,89523.0] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89527[17:MRR:95.0,95.1,89519.0,89524.0] || -> . % 3.65/3.86 89528[14:Spt:89527.0,89403.1,89408.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 89529[14:Spt:89527.0,89403.0,89403.2,89403.3] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 89530[15:Spt:89529.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 89531[15:MRR:196.0,89530.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89532[15:MRR:192.0,89530.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89533[15:MRR:181.0,89530.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89534[15:MRR:187.0,89530.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89535[15:MRR:89405.0,89531.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 89536[15:MRR:89406.0,89532.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 89537[15:MRR:89407.0,89533.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 89538[15:MRR:89404.0,89534.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 89539[16:Spt:89535.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89540[16:MRR:129.0,89539.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89542[16:MRR:123.0,89539.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89543[16:MRR:134.0,89539.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89544[16:MRR:89538.0,89540.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 89545[16:MRR:89537.0,89542.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.86 89546[16:MRR:89536.0,89543.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 89547[17:Spt:89544.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89548[17:MRR:100.1,89547.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89549[17:MRR:93.0,89547.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89553[17:MRR:89546.0,89548.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89555[17:MRR:66.0,89553.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89559[17:MRR:89545.0,89549.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89564[17:MRR:89555.0,89559.0] || -> . % 3.65/3.86 89565[17:Spt:89564.0,89544.0,89547.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 89566[17:Spt:89564.0,89544.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 89567[17:MRR:72.1,89566.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89568[17:MRR:89546.1,89567.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89572[17:MRR:94.0,89568.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89573[17:MRR:89545.0,89572.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89576[17:MRR:65.0,65.1,89566.0,89573.0] || -> . % 3.65/3.86 89578[16:Spt:89576.0,89535.0,89539.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89579[16:Spt:89576.0,89535.1,89535.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 89580[17:Spt:89579.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89581[17:MRR:101.0,89580.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89582[17:MRR:106.0,89580.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89583[17:MRR:95.0,89580.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89586[17:MRR:89538.1,89581.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 89587[17:MRR:89536.1,89582.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 89588[17:MRR:89537.1,89583.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 89589[18:Spt:89586.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89590[18:MRR:121.0,89589.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89592[18:MRR:128.1,89589.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89593[18:MRR:89588.0,89590.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89594[18:MRR:66.1,89593.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89599[18:MRR:89587.0,89592.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89604[18:MRR:89594.0,89599.0] || -> . % 3.65/3.86 89605[18:Spt:89604.0,89586.0,89589.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 89606[18:Spt:89604.0,89586.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 89607[18:MRR:65.0,89606.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89608[18:MRR:89588.1,89607.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89610[18:MRR:122.1,89608.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89611[18:MRR:89587.0,89610.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89615[18:MRR:72.0,72.1,89611.0,89606.0] || -> . % 3.65/3.86 89616[17:Spt:89615.0,89579.0,89580.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89617[17:Spt:89615.0,89579.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 89618[17:MRR:67.0,89617.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 89619[17:MRR:89537.2,89618.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 89620[17:MRR:78.0,89617.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89621[17:MRR:89536.2,89620.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 89624[17:MRR:73.0,89617.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 89625[17:MRR:89538.2,89624.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 89626[18:Spt:89619.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89627[18:MRR:121.1,89626.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 89628[18:MRR:122.1,89626.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89630[18:MRR:89625.0,89627.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89634[18:MRR:100.1,89630.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89635[18:MRR:89621.0,89628.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89639[18:MRR:89634.0,89635.0] || -> . % 3.65/3.86 89640[18:Spt:89639.0,89619.0,89626.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89641[18:Spt:89639.0,89619.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89642[18:MRR:93.1,89641.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 89643[18:MRR:89625.1,89642.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89644[18:MRR:128.1,89643.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89646[18:MRR:89621.0,89644.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89649[18:MRR:94.0,94.1,89646.0,89641.0] || -> . % 3.65/3.86 89650[15:Spt:89649.0,89529.0,89530.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 89651[15:Spt:89649.0,89529.1,89529.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 89652[16:Spt:89651.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 89653[16:MRR:103.0,89652.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89654[16:MRR:108.0,89652.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89655[16:MRR:97.0,89652.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 89657[16:MRR:112.0,89652.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89658[16:MRR:89404.2,89653.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 89659[16:MRR:89406.2,89654.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 89660[16:MRR:89407.2,89655.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 89661[16:MRR:89405.2,89657.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 89662[17:Spt:89658.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89663[17:MRR:185.1,89662.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89664[17:MRR:184.1,89662.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89665[17:MRR:177.0,89662.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89666[17:MRR:89661.0,89663.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.86 89667[17:MRR:89659.0,89664.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.86 89668[17:MRR:89660.0,89665.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.86 89669[18:Spt:89666.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89670[18:MRR:134.0,89669.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89671[18:MRR:123.0,89669.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89674[18:MRR:89667.0,89670.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89675[18:MRR:66.0,89674.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89680[18:MRR:89668.0,89671.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89685[18:MRR:89675.0,89680.0] || -> . % 3.65/3.86 89686[18:Spt:89685.0,89666.0,89669.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89687[18:Spt:89685.0,89666.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 89688[18:MRR:78.0,89687.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89689[18:MRR:89667.1,89688.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89690[18:MRR:122.0,89689.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89693[18:MRR:89668.0,89690.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89697[18:MRR:67.0,67.1,89687.0,89693.0] || -> . % 3.65/3.86 89698[17:Spt:89697.0,89658.0,89662.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89699[17:Spt:89697.0,89658.1,89658.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.86 89700[18:Spt:89699.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89701[18:MRR:129.1,89700.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89702[18:MRR:128.1,89700.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89703[18:MRR:121.0,89700.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89705[18:MRR:89661.1,89701.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 89706[18:MRR:89659.1,89702.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.86 89707[18:MRR:89660.1,89703.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.86 89708[19:Spt:89705.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89709[19:MRR:179.0,89708.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89710[19:MRR:190.0,89708.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89711[19:MRR:89707.0,89709.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 89712[19:MRR:66.1,89711.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89717[19:MRR:89706.0,89710.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89722[19:MRR:89712.0,89717.0] || -> . % 3.65/3.86 89723[19:Spt:89722.0,89705.0,89708.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89724[19:Spt:89722.0,89705.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 89725[19:MRR:67.0,89724.0] || pigeon_1_in_hole_3* -> . % 3.65/3.86 89726[19:MRR:89707.1,89725.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89727[19:MRR:178.1,89726.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89728[19:MRR:89706.0,89727.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89732[19:MRR:78.0,78.1,89724.0,89728.0] || -> . % 3.65/3.86 89733[18:Spt:89732.0,89699.0,89700.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89734[18:Spt:89732.0,89699.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 89735[18:MRR:65.0,89734.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 89736[18:MRR:89660.2,89735.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.86 89737[18:MRR:72.1,89734.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 89738[18:MRR:89659.2,89737.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 89741[18:MRR:73.1,89734.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 89742[18:MRR:89661.2,89741.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 89743[19:Spt:89736.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89744[19:MRR:179.1,89743.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89745[19:MRR:178.1,89743.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89746[19:MRR:89742.0,89744.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89749[19:MRR:134.0,89746.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89750[19:MRR:89738.0,89745.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89753[19:MRR:89749.0,89750.0] || -> . % 3.65/3.86 89754[19:Spt:89753.0,89736.0,89743.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89755[19:Spt:89753.0,89736.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89756[19:MRR:123.1,89755.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89757[19:MRR:89742.1,89756.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89758[19:MRR:190.0,89757.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89759[19:MRR:89738.0,89758.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89760[19:MRR:122.0,122.1,89759.0,89755.0] || -> . % 3.65/3.86 89762[16:Spt:89760.0,89651.0,89652.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 89763[16:Spt:89760.0,89651.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 89764[16:MRR:69.0,89763.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 89765[16:MRR:80.0,89763.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 89766[16:MRR:75.0,89763.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 89767[16:MRR:84.0,89763.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 89769[16:MRR:89404.3,89766.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 89770[16:MRR:89406.3,89765.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 89771[16:MRR:89407.3,89764.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 89772[16:MRR:89405.3,89767.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 89773[17:Spt:89769.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89774[17:MRR:177.0,89773.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 89775[17:MRR:184.1,89773.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 89776[17:MRR:185.1,89773.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89777[17:MRR:89771.0,89774.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.86 89778[17:MRR:89770.0,89775.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.86 89779[17:MRR:89772.0,89776.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.86 89780[18:Spt:89777.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89781[18:MRR:123.1,89780.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89782[18:MRR:122.1,89780.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89785[18:MRR:89779.0,89781.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89787[18:MRR:106.0,89785.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89790[18:MRR:89778.0,89782.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89794[18:MRR:89787.0,89790.0] || -> . % 3.65/3.86 89795[18:Spt:89794.0,89777.0,89780.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89796[18:Spt:89794.0,89777.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89797[18:MRR:95.1,89796.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89798[18:MRR:89779.1,89797.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89799[18:MRR:134.0,89798.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 89802[18:MRR:89778.0,89799.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89803[18:MRR:94.0,94.1,89802.0,89796.0] || -> . % 3.65/3.86 89806[17:Spt:89803.0,89769.0,89773.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89807[17:Spt:89803.0,89769.1,89769.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.86 89808[18:Spt:89807.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 89809[18:MRR:121.0,89808.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89810[18:MRR:129.1,89808.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89811[18:MRR:128.1,89808.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89813[18:MRR:89771.1,89809.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.86 89814[18:MRR:89772.1,89810.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 89815[18:MRR:89770.1,89811.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 89816[19:Spt:89813.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89817[19:MRR:178.1,89816.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89818[19:MRR:179.1,89816.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89819[19:MRR:89815.0,89817.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 89820[19:MRR:106.1,89819.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89824[19:MRR:89814.0,89818.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89828[19:MRR:89820.0,89824.0] || -> . % 3.65/3.86 89829[19:Spt:89828.0,89813.0,89816.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89830[19:Spt:89828.0,89813.1] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89831[19:MRR:94.1,89830.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 89832[19:MRR:89815.1,89831.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89833[19:MRR:190.1,89832.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89834[19:MRR:89814.0,89833.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 89837[19:MRR:95.0,95.1,89834.0,89830.0] || -> . % 3.65/3.86 89838[18:Spt:89837.0,89807.0,89808.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89839[18:Spt:89837.0,89807.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 89840[18:MRR:100.1,89839.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89841[18:MRR:89770.2,89840.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 89842[18:MRR:101.1,89839.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 89843[18:MRR:89772.2,89842.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.86 89844[18:MRR:93.0,89839.0] || pigeon_1_in_hole_4* -> . % 3.65/3.86 89845[18:MRR:89771.2,89844.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.86 89847[19:Spt:89841.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 89848[19:MRR:178.0,89847.0] || pigeon_1_in_hole_7* -> . % 3.65/3.86 89849[19:MRR:190.1,89847.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89850[19:MRR:89845.0,89848.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 89853[19:MRR:123.1,89850.0] || pigeon_4_in_hole_5* -> . % 3.65/3.86 89854[19:MRR:89843.0,89849.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89857[19:MRR:89853.0,89854.0] || -> . % 3.65/3.86 89858[19:Spt:89857.0,89841.0,89847.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 89859[19:Spt:89857.0,89841.1] || -> pigeon_3_in_hole_5*. % 3.65/3.86 89860[19:MRR:122.0,89859.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 89861[19:MRR:89845.1,89860.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 89862[19:MRR:179.1,89861.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89863[19:MRR:89843.0,89862.0] || -> pigeon_4_in_hole_5*. % 3.65/3.86 89864[19:MRR:134.0,134.1,89863.0,89859.0] || -> . % 3.65/3.86 89866[9:Spt:89864.0,87285.0,87286.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.86 89867[9:Spt:89864.0,87285.1,87285.2,87285.3] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.65/3.86 89868[10:Spt:89867.0] || -> pigeon_7_in_hole_5*. % 3.65/3.86 89869[10:MRR:126.0,89868.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 89870[10:MRR:141.0,89868.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.86 89871[10:MRR:137.0,89868.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 89872[10:MRR:132.0,89868.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 89873[10:MRR:146.0,89868.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 89874[10:MRR:144.0,89868.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.86 89875[10:MRR:81978.2,89869.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 89876[10:MRR:81979.2,89870.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 89877[10:MRR:81981.2,89871.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 89878[10:MRR:81977.2,89872.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 89879[10:MRR:81982.2,89873.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 89880[10:MRR:81980.2,89874.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 89881[11:Spt:89875.2] || -> pigeon_1_in_hole_4*. % 3.65/3.86 89882[11:MRR:94.1,89881.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 89883[11:MRR:95.1,89881.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 89884[11:MRR:93.1,89881.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 89886[11:MRR:97.1,89881.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 89887[11:MRR:96.1,89881.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 89888[11:MRR:89877.2,89882.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 89889[11:MRR:89876.2,89883.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 89890[11:MRR:89878.2,89884.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 89891[11:MRR:89879.2,89886.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 89892[11:MRR:89880.2,89887.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 89893[12:Spt:89888.2] || -> pigeon_3_in_hole_3*. % 3.65/3.86 89895[12:MRR:80.1,89893.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 89896[12:MRR:72.0,89893.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 89898[12:MRR:78.1,89893.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 89899[12:MRR:79.1,89893.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 89900[12:MRR:89891.2,89895.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 89901[12:MRR:89890.2,89896.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 89902[12:MRR:89889.2,89898.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 89903[12:MRR:89892.2,89899.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.86 89904[13:Spt:89900.2] || -> pigeon_6_in_hole_1*. % 3.65/3.86 89905[13:MRR:28.0,89904.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 89906[13:MRR:31.0,89904.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 89908[13:MRR:19.0,89904.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 89911[13:MRR:89902.2,89905.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.86 89912[13:MRR:89903.2,89906.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.86 89913[13:MRR:89901.2,89908.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 89914[14:Spt:89911.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89917[14:MRR:185.0,89914.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 89919[14:MRR:195.1,89914.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 89920[14:MRR:89913.0,89917.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 89921[14:MRR:158.1,89920.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 89926[14:MRR:89912.0,89919.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 89931[14:MRR:89921.0,89926.0] || -> . % 3.65/3.86 89932[14:Spt:89931.0,89911.0,89914.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 89933[14:Spt:89931.0,89911.1] || -> pigeon_4_in_hole_6*. % 3.65/3.86 89934[14:MRR:157.0,89933.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 89935[14:MRR:89913.1,89934.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 89939[14:MRR:186.1,89935.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 89940[14:MRR:89912.0,89939.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 89943[14:MRR:167.0,167.1,89940.0,89933.0] || -> . % 3.65/3.86 89945[13:Spt:89943.0,89900.2,89904.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 89946[13:Spt:89943.0,89900.0,89900.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 89947[14:Spt:89946.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 89948[14:MRR:196.0,89947.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 89949[14:MRR:187.0,89947.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 89952[14:MRR:199.0,89947.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 89953[14:MRR:89902.0,89948.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 89954[14:MRR:89901.0,89949.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 89955[14:MRR:89903.0,89952.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.86 89956[15:Spt:89953.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 89957[15:MRR:157.0,89956.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 89958[15:MRR:167.1,89956.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 89962[15:MRR:89954.0,89957.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 89964[15:MRR:18.1,89962.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 89968[15:MRR:89955.0,89958.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 89973[15:MRR:89964.0,89968.0] || -> . % 3.65/3.86 89974[15:Spt:89973.0,89953.0,89956.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 89975[15:Spt:89973.0,89953.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 89976[15:MRR:17.0,89975.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 89977[15:MRR:89954.1,89976.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 89981[15:MRR:158.1,89977.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 89982[15:MRR:89955.0,89981.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 89986[15:MRR:27.0,27.1,89982.0,89975.0] || -> . % 3.65/3.86 89987[14:Spt:89986.0,89946.0,89947.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 89988[14:Spt:89986.0,89946.1] || -> pigeon_6_in_hole_6*. % 3.65/3.86 89989[14:MRR:168.0,89988.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 89990[14:MRR:89902.1,89989.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 89991[14:MRR:159.0,89988.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 89992[14:MRR:89901.1,89991.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 89993[14:MRR:171.0,89988.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 89994[14:MRR:89903.1,89993.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.86 89997[15:Spt:89990.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 89998[15:MRR:195.1,89997.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 89999[15:MRR:185.0,89997.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 90002[15:MRR:89994.0,89998.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90003[15:MRR:18.0,90002.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90008[15:MRR:89992.0,89999.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90013[15:MRR:90003.0,90008.0] || -> . % 3.65/3.86 90014[15:Spt:90013.0,89990.0,89997.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90015[15:Spt:90013.0,89990.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90016[15:MRR:27.1,90015.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90017[15:MRR:89994.1,90016.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90018[15:MRR:186.0,90017.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 90021[15:MRR:89992.0,90018.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90025[15:MRR:17.0,17.1,90015.0,90021.0] || -> . % 3.65/3.86 90026[12:Spt:90025.0,89888.2,89893.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 90027[12:Spt:90025.0,89888.0,89888.1,89888.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 90028[13:Spt:90027.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 90029[13:MRR:190.1,90028.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 90030[13:MRR:191.1,90028.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 90031[13:MRR:184.0,90028.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 90033[13:MRR:192.1,90028.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 90034[13:MRR:89889.0,90029.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90035[13:MRR:89892.0,90030.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90036[13:MRR:89890.0,90031.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90037[13:MRR:89891.0,90033.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90038[14:Spt:90034.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90039[14:MRR:168.1,90038.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90042[14:MRR:167.1,90038.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 90043[14:MRR:157.0,90038.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90044[14:MRR:90037.0,90039.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90045[14:MRR:90035.0,90042.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90046[14:MRR:90036.0,90043.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90047[15:Spt:90044.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90049[15:MRR:75.0,90047.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90052[15:MRR:87.0,90047.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90053[15:MRR:90046.0,90049.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90054[15:MRR:18.1,90053.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90060[15:MRR:90045.0,90052.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90066[15:MRR:90054.0,90060.0] || -> . % 3.65/3.86 90067[15:Spt:90066.0,90044.0,90047.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90068[15:Spt:90066.0,90044.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90069[15:MRR:19.0,90068.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90070[15:MRR:90046.1,90069.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90074[15:MRR:74.1,90070.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90075[15:MRR:90045.0,90074.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90076[15:MRR:31.0,31.1,90068.0,90075.0] || -> . % 3.65/3.86 90081[14:Spt:90076.0,90034.0,90038.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90082[14:Spt:90076.0,90034.1,90034.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90083[15:Spt:90082.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90084[15:MRR:84.1,90083.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90085[15:MRR:73.0,90083.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90088[15:MRR:83.1,90083.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 90089[15:MRR:90037.1,90084.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 90090[15:MRR:90036.1,90085.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 90091[15:MRR:90035.1,90088.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.86 90092[16:Spt:90089.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90093[16:MRR:159.0,90092.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90094[16:MRR:171.0,90092.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 90097[16:MRR:90090.0,90093.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90103[16:MRR:18.1,90097.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90104[16:MRR:90091.0,90094.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90110[16:MRR:90103.0,90104.0] || -> . % 3.65/3.86 90111[16:Spt:90110.0,90089.0,90092.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90112[16:Spt:90110.0,90089.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90113[16:MRR:19.0,90112.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90114[16:MRR:90090.1,90113.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90117[16:MRR:158.1,90114.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 90118[16:MRR:90091.0,90117.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90123[16:MRR:31.0,31.1,90112.0,90118.0] || -> . % 3.65/3.86 90124[15:Spt:90123.0,90082.0,90083.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90125[15:Spt:90123.0,90082.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90126[15:MRR:17.0,90125.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 90127[15:MRR:90036.2,90126.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 90128[15:MRR:27.1,90125.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90129[15:MRR:90035.2,90128.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 90130[15:MRR:28.1,90125.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 90131[15:MRR:90037.2,90130.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 90135[16:Spt:90127.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90136[16:MRR:159.1,90135.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90137[16:MRR:158.1,90135.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 90140[16:MRR:90131.0,90136.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90141[16:MRR:87.0,90140.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90145[16:MRR:90129.0,90137.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90149[16:MRR:90141.0,90145.0] || -> . % 3.65/3.86 90150[16:Spt:90149.0,90127.0,90135.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90151[16:Spt:90149.0,90127.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90152[16:MRR:75.1,90151.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90153[16:MRR:90131.1,90152.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90156[16:MRR:171.0,90153.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 90157[16:MRR:90129.0,90156.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90160[16:MRR:74.0,74.1,90157.0,90151.0] || -> . % 3.65/3.86 90161[13:Spt:90160.0,90027.0,90028.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 90162[13:Spt:90160.0,90027.1,90027.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 90163[14:Spt:90162.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90164[14:MRR:156.0,90163.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90165[14:MRR:164.1,90163.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90166[14:MRR:163.1,90163.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 90168[14:MRR:162.1,90163.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90169[14:MRR:89890.1,90164.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90170[14:MRR:89891.1,90165.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90171[14:MRR:89892.1,90166.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90172[14:MRR:89889.1,90168.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90173[15:Spt:90169.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 90174[15:MRR:185.1,90173.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 90175[15:MRR:186.1,90173.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 90177[15:MRR:187.1,90173.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 90178[15:MRR:90172.0,90174.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90179[15:MRR:90171.0,90175.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90180[15:MRR:90170.0,90177.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90181[16:Spt:90178.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90182[16:MRR:83.1,90181.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90186[16:MRR:84.1,90181.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90187[16:MRR:90179.0,90182.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90193[16:MRR:31.1,90187.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 90194[16:MRR:90180.0,90186.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90200[16:MRR:90193.0,90194.0] || -> . % 3.65/3.86 90201[16:Spt:90200.0,90178.0,90181.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90202[16:Spt:90200.0,90178.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90203[16:MRR:27.1,90202.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90204[16:MRR:90179.1,90203.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90205[16:MRR:87.1,90204.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90209[16:MRR:90180.0,90205.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90213[16:MRR:28.0,28.1,90209.0,90202.0] || -> . % 3.65/3.86 90215[15:Spt:90213.0,90169.0,90173.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 90216[15:Spt:90213.0,90169.1,90169.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90217[16:Spt:90216.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90218[16:MRR:73.1,90217.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90219[16:MRR:74.1,90217.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 90222[16:MRR:75.1,90217.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90223[16:MRR:90172.1,90218.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 90224[16:MRR:90171.1,90219.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.86 90225[16:MRR:90170.1,90222.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 90226[17:Spt:90223.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 90228[17:MRR:195.1,90226.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 90229[17:MRR:196.1,90226.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90230[17:MRR:90224.0,90228.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90232[17:MRR:31.1,90230.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 90237[17:MRR:90225.0,90229.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90243[17:MRR:90232.0,90237.0] || -> . % 3.65/3.86 90244[17:Spt:90243.0,90223.0,90226.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90245[17:Spt:90243.0,90223.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90246[17:MRR:27.1,90245.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 90247[17:MRR:90224.1,90246.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90249[17:MRR:199.1,90247.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90250[17:MRR:90225.0,90249.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90252[17:MRR:28.0,28.1,90250.0,90245.0] || -> . % 3.65/3.86 90256[16:Spt:90252.0,90216.0,90217.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90257[16:Spt:90252.0,90216.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90258[16:MRR:18.1,90257.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 90259[16:MRR:90171.2,90258.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.86 90260[16:MRR:19.1,90257.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 90261[16:MRR:90170.2,90260.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 90262[16:MRR:17.1,90257.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 90263[16:MRR:90172.2,90262.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 90267[17:Spt:90259.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90268[17:MRR:195.0,90267.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90269[17:MRR:199.1,90267.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90271[17:MRR:90263.0,90268.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90272[17:MRR:84.1,90271.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90276[17:MRR:90261.0,90269.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90280[17:MRR:90272.0,90276.0] || -> . % 3.65/3.86 90281[17:Spt:90280.0,90259.0,90267.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 90282[17:Spt:90280.0,90259.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90283[17:MRR:83.0,90282.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90284[17:MRR:90263.1,90283.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 90285[17:MRR:196.1,90284.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90287[17:MRR:90261.0,90285.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90290[17:MRR:87.0,87.1,90287.0,90282.0] || -> . % 3.65/3.86 90291[14:Spt:90290.0,90162.0,90163.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90292[14:Spt:90290.0,90162.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90293[14:MRR:23.1,90292.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 90294[14:MRR:24.1,90292.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 90295[14:MRR:22.1,90292.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 90297[14:MRR:16.0,90292.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 90299[14:MRR:89890.3,90297.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 90300[14:MRR:89891.3,90294.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 90301[14:MRR:89892.3,90293.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 90302[14:MRR:89889.3,90295.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 90303[15:Spt:90299.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 90304[15:MRR:187.1,90303.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 90306[15:MRR:186.1,90303.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 90307[15:MRR:185.1,90303.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 90308[15:MRR:90300.0,90304.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 90309[15:MRR:90301.0,90306.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 90310[15:MRR:90302.0,90307.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 90311[16:Spt:90308.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90313[16:MRR:171.0,90311.0] || pigeon_5_in_hole_6* -> . % 3.65/3.86 90315[16:MRR:168.0,90311.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90316[16:MRR:90309.0,90313.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90317[16:MRR:83.0,90316.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90322[16:MRR:90310.0,90315.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90327[16:MRR:90317.0,90322.0] || -> . % 3.65/3.86 90328[16:Spt:90327.0,90308.0,90311.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90329[16:Spt:90327.0,90308.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90330[16:MRR:87.0,90329.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90331[16:MRR:90309.1,90330.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 90334[16:MRR:167.0,90331.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90335[16:MRR:90310.0,90334.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90337[16:MRR:84.0,84.1,90329.0,90335.0] || -> . % 3.65/3.86 90340[15:Spt:90337.0,90299.0,90303.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 90341[15:Spt:90337.0,90299.1,90299.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 90342[16:Spt:90341.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90343[16:MRR:159.1,90342.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90344[16:MRR:158.1,90342.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 90346[16:MRR:157.1,90342.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90347[16:MRR:90300.1,90343.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 90348[16:MRR:90301.1,90344.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.86 90349[16:MRR:90302.1,90346.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 90350[17:Spt:90347.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 90351[17:MRR:199.0,90350.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 90352[17:MRR:196.0,90350.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90354[17:MRR:90348.0,90351.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90359[17:MRR:83.0,90354.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90360[17:MRR:90349.0,90352.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90365[17:MRR:90359.0,90360.0] || -> . % 3.65/3.86 90366[17:Spt:90365.0,90347.0,90350.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90367[17:Spt:90365.0,90347.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90368[17:MRR:87.0,90367.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 90369[17:MRR:90348.1,90368.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90371[17:MRR:195.0,90369.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90372[17:MRR:90349.0,90371.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90375[17:MRR:84.0,84.1,90367.0,90372.0] || -> . % 3.65/3.86 90377[16:Spt:90375.0,90341.0,90342.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90378[16:Spt:90375.0,90341.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90379[16:MRR:74.1,90378.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 90380[16:MRR:90301.2,90379.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.86 90381[16:MRR:73.1,90378.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90382[16:MRR:90302.2,90381.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.86 90383[16:MRR:75.1,90378.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90384[16:MRR:90300.2,90383.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 90387[17:Spt:90380.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90388[17:MRR:199.1,90387.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90389[17:MRR:195.0,90387.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90391[17:MRR:90384.0,90388.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90392[17:MRR:168.0,90391.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90395[17:MRR:90382.0,90389.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90398[17:MRR:90392.0,90395.0] || -> . % 3.65/3.86 90399[17:Spt:90398.0,90380.0,90387.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 90400[17:Spt:90398.0,90380.1] || -> pigeon_5_in_hole_6*. % 3.65/3.86 90401[17:MRR:171.1,90400.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90402[17:MRR:90384.1,90401.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 90404[17:MRR:196.0,90402.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 90405[17:MRR:90382.0,90404.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90407[17:MRR:167.0,167.1,90400.0,90405.0] || -> . % 3.65/3.86 90408[11:Spt:90407.0,89875.2,89881.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 90409[11:Spt:90407.0,89875.0,89875.1,89875.3,89875.4] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 90410[12:Spt:90409.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 90411[12:MRR:180.1,90410.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 90412[12:MRR:181.1,90410.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 90413[12:MRR:179.1,90410.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 90414[12:MRR:177.1,90410.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 90415[12:MRR:178.1,90410.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 90416[12:MRR:89880.0,90411.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90417[12:MRR:89879.0,90412.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90418[12:MRR:89876.0,90413.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90419[12:MRR:89878.0,90414.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90420[12:MRR:89877.0,90415.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90421[13:Spt:90416.2] || -> pigeon_5_in_hole_3*. % 3.65/3.86 90422[13:MRR:74.0,90421.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90423[13:MRR:87.1,90421.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90424[13:MRR:83.0,90421.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90427[13:MRR:79.0,90421.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 90428[13:MRR:90419.2,90422.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 90429[13:MRR:90417.2,90423.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 90430[13:MRR:90418.2,90424.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 90431[13:MRR:90420.2,90427.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 90432[14:Spt:90428.2] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90434[14:MRR:19.1,90432.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 90435[14:MRR:17.1,90432.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 90437[14:MRR:16.1,90432.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 90439[14:MRR:90429.2,90434.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 90440[14:MRR:90430.2,90435.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 90441[14:MRR:90431.2,90437.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 90442[15:Spt:90439.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90445[15:MRR:168.0,90442.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90447[15:MRR:164.0,90442.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90448[15:MRR:90440.0,90445.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 90449[15:MRR:106.0,90448.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90454[15:MRR:90441.0,90447.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 90459[15:MRR:90449.0,90454.0] || -> . % 3.65/3.86 90460[15:Spt:90459.0,90439.0,90442.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90461[15:Spt:90459.0,90439.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90462[15:MRR:112.0,90461.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 90463[15:MRR:90440.1,90462.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90467[15:MRR:162.0,90463.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90468[15:MRR:90441.0,90467.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 90470[15:MRR:108.0,108.1,90461.0,90468.0] || -> . % 3.65/3.86 90473[14:Spt:90470.0,90428.2,90432.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 90474[14:Spt:90470.0,90428.0,90428.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 90475[15:Spt:90474.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90476[15:MRR:159.1,90475.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90477[15:MRR:157.1,90475.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90480[15:MRR:156.1,90475.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90481[15:MRR:90429.0,90476.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 90482[15:MRR:90430.0,90477.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 90483[15:MRR:90431.0,90480.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 90484[16:Spt:90481.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90485[16:MRR:112.0,90484.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 90486[16:MRR:108.0,90484.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90490[16:MRR:90482.0,90485.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90493[16:MRR:22.0,90490.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90496[16:MRR:90483.0,90486.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90501[16:MRR:90493.0,90496.0] || -> . % 3.65/3.86 90502[16:Spt:90501.0,90481.0,90484.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 90503[16:Spt:90501.0,90481.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90504[16:MRR:28.0,90503.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 90505[16:MRR:90482.1,90504.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 90509[16:MRR:106.0,90505.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90510[16:MRR:90483.0,90509.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90513[16:MRR:24.0,24.1,90503.0,90510.0] || -> . % 3.65/3.86 90515[15:Spt:90513.0,90474.0,90475.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90516[15:Spt:90513.0,90474.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90517[15:MRR:103.1,90516.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 90518[15:MRR:90429.1,90517.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 90519[15:MRR:101.1,90516.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 90520[15:MRR:90430.1,90519.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 90521[15:MRR:100.1,90516.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90522[15:MRR:90431.1,90521.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 90525[16:Spt:90518.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90526[16:MRR:164.0,90525.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90527[16:MRR:168.0,90525.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90530[16:MRR:90522.0,90526.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90531[16:MRR:22.1,90530.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 90536[16:MRR:90520.0,90527.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90541[16:MRR:90531.0,90536.0] || -> . % 3.65/3.86 90542[16:Spt:90541.0,90518.0,90525.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90543[16:Spt:90541.0,90518.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90544[16:MRR:24.0,90543.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90545[16:MRR:90522.1,90544.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90546[16:MRR:162.1,90545.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 90549[16:MRR:90520.0,90546.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90553[16:MRR:28.0,28.1,90543.0,90549.0] || -> . % 3.65/3.86 90554[13:Spt:90553.0,90416.2,90421.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 90555[13:Spt:90553.0,90416.0,90416.1,90416.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 90556[14:Spt:90555.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 90557[14:MRR:171.1,90556.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90558[14:MRR:163.0,90556.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90559[14:MRR:167.0,90556.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90561[14:MRR:158.0,90556.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90562[14:MRR:90417.0,90557.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90563[14:MRR:90420.0,90558.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90564[14:MRR:90418.0,90559.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90565[14:MRR:90419.0,90561.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90566[15:Spt:90562.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90567[15:MRR:103.0,90566.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 90570[15:MRR:108.0,90566.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 90571[15:MRR:112.0,90566.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 90572[15:MRR:90565.0,90567.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90573[15:MRR:90563.0,90570.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90574[15:MRR:90564.0,90571.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90575[16:Spt:90572.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90576[16:MRR:73.1,90575.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 90580[16:MRR:72.1,90575.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90581[16:MRR:90574.0,90576.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90582[16:MRR:22.0,90581.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90588[16:MRR:90573.0,90580.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90594[16:MRR:90582.0,90588.0] || -> . % 3.65/3.86 90595[16:Spt:90594.0,90572.0,90575.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90596[16:Spt:90594.0,90572.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90597[16:MRR:17.1,90596.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 90598[16:MRR:90574.1,90597.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90602[16:MRR:78.0,90598.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90603[16:MRR:90573.0,90602.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90604[16:MRR:16.0,16.1,90603.0,90596.0] || -> . % 3.65/3.86 90609[15:Spt:90604.0,90562.0,90566.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 90610[15:Spt:90604.0,90562.1,90562.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90611[16:Spt:90610.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90612[16:MRR:75.0,90611.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90613[16:MRR:84.0,90611.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90616[16:MRR:80.0,90611.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 90617[16:MRR:90565.1,90612.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 90618[16:MRR:90564.1,90613.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 90619[16:MRR:90563.1,90616.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 90620[17:Spt:90617.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90621[17:MRR:101.1,90620.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 90622[17:MRR:100.1,90620.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90625[17:MRR:90618.0,90621.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90631[17:MRR:22.0,90625.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90632[17:MRR:90619.0,90622.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90638[17:MRR:90631.0,90632.0] || -> . % 3.65/3.86 90639[17:Spt:90638.0,90617.0,90620.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 90640[17:Spt:90638.0,90617.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90641[17:MRR:17.1,90640.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 90642[17:MRR:90618.1,90641.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 90645[17:MRR:106.0,90642.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90646[17:MRR:90619.0,90645.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90651[17:MRR:16.0,16.1,90646.0,90640.0] || -> . % 3.65/3.86 90652[16:Spt:90651.0,90610.0,90611.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90653[16:Spt:90651.0,90610.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90654[16:MRR:28.0,90653.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 90655[16:MRR:90564.2,90654.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 90656[16:MRR:24.0,90653.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90657[16:MRR:90563.2,90656.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 90658[16:MRR:19.0,90653.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90659[16:MRR:90565.2,90658.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 90663[17:Spt:90655.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 90664[17:MRR:101.0,90663.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 90665[17:MRR:106.0,90663.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90668[17:MRR:90659.0,90664.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90669[17:MRR:72.1,90668.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90673[17:MRR:90657.0,90665.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90677[17:MRR:90669.0,90673.0] || -> . % 3.65/3.86 90678[17:Spt:90677.0,90655.0,90663.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 90679[17:Spt:90677.0,90655.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90680[17:MRR:73.0,90679.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90681[17:MRR:90659.1,90680.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90684[17:MRR:100.1,90681.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90685[17:MRR:90657.0,90684.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90688[17:MRR:78.0,78.1,90679.0,90685.0] || -> . % 3.65/3.86 90689[14:Spt:90688.0,90555.0,90556.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 90690[14:Spt:90688.0,90555.1,90555.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 90691[15:Spt:90690.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 90692[15:MRR:111.0,90691.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 90693[15:MRR:102.0,90691.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 90694[15:MRR:107.0,90691.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 90696[15:MRR:115.1,90691.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 90697[15:MRR:90418.1,90692.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90698[15:MRR:90419.1,90693.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90699[15:MRR:90420.1,90694.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90700[15:MRR:90417.1,90696.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90701[16:Spt:90697.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90702[16:MRR:168.1,90701.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90703[16:MRR:162.0,90701.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90705[16:MRR:157.0,90701.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90706[16:MRR:90700.0,90702.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90707[16:MRR:90699.0,90703.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90708[16:MRR:90698.0,90705.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90709[17:Spt:90706.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90710[17:MRR:80.0,90709.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90714[17:MRR:75.0,90709.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90715[17:MRR:90707.0,90710.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90721[17:MRR:16.0,90715.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90722[17:MRR:90708.0,90714.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90728[17:MRR:90721.0,90722.0] || -> . % 3.65/3.86 90729[17:Spt:90728.0,90706.0,90709.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90730[17:Spt:90728.0,90706.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90731[17:MRR:24.0,90730.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90732[17:MRR:90707.1,90731.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90733[17:MRR:72.0,90732.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90737[17:MRR:90708.0,90733.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90741[17:MRR:19.0,19.1,90730.0,90737.0] || -> . % 3.65/3.86 90743[16:Spt:90741.0,90697.0,90701.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90744[16:Spt:90741.0,90697.1,90697.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90745[17:Spt:90744.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90746[17:MRR:84.1,90745.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90747[17:MRR:78.0,90745.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 90750[17:MRR:73.0,90745.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90751[17:MRR:90700.1,90746.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 90752[17:MRR:90699.1,90747.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 90753[17:MRR:90698.1,90750.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 90754[18:Spt:90751.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90756[18:MRR:164.0,90754.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90757[18:MRR:159.0,90754.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90758[18:MRR:90752.0,90756.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 90760[18:MRR:16.0,90758.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90765[18:MRR:90753.0,90757.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90771[18:MRR:90760.0,90765.0] || -> . % 3.65/3.86 90772[18:Spt:90771.0,90751.0,90754.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90773[18:Spt:90771.0,90751.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 90774[18:MRR:24.0,90773.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 90775[18:MRR:90752.1,90774.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90777[18:MRR:156.0,90775.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90778[18:MRR:90753.0,90777.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 90780[18:MRR:19.0,19.1,90773.0,90778.0] || -> . % 3.65/3.86 90784[17:Spt:90780.0,90744.0,90745.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90785[17:Spt:90780.0,90744.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90786[17:MRR:22.0,90785.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 90787[17:MRR:90699.2,90786.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.86 90788[17:MRR:17.0,90785.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 90789[17:MRR:90698.2,90788.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 90790[17:MRR:28.1,90785.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 90791[17:MRR:90700.2,90790.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 90795[18:Spt:90787.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90796[18:MRR:164.1,90795.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90797[18:MRR:156.0,90795.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90799[18:MRR:90791.0,90796.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90800[18:MRR:75.0,90799.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90804[18:MRR:90789.0,90797.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90808[18:MRR:90800.0,90804.0] || -> . % 3.65/3.86 90809[18:Spt:90808.0,90787.0,90795.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90810[18:Spt:90808.0,90787.1] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90811[18:MRR:80.1,90810.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90812[18:MRR:90791.1,90811.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 90813[18:MRR:159.0,90812.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90815[18:MRR:90789.0,90813.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90818[18:MRR:72.0,72.1,90810.0,90815.0] || -> . % 3.65/3.86 90819[15:Spt:90818.0,90690.0,90691.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 90820[15:Spt:90818.0,90690.1] || -> pigeon_5_in_hole_1*. % 3.65/3.86 90821[15:MRR:23.0,90820.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 90822[15:MRR:18.0,90820.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 90823[15:MRR:31.1,90820.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 90826[15:MRR:27.0,90820.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 90827[15:MRR:90418.3,90826.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 90828[15:MRR:90419.3,90822.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 90829[15:MRR:90420.3,90821.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 90830[15:MRR:90417.3,90823.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 90831[16:Spt:90827.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 90832[16:MRR:157.0,90831.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90834[16:MRR:162.0,90831.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90835[16:MRR:168.1,90831.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90836[16:MRR:90828.0,90832.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 90837[16:MRR:90829.0,90834.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 90838[16:MRR:90830.0,90835.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 90839[17:Spt:90836.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90841[17:MRR:100.1,90839.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 90843[17:MRR:103.1,90839.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 90844[17:MRR:90837.0,90841.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90845[17:MRR:80.1,90844.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90850[17:MRR:90838.0,90843.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90855[17:MRR:90845.0,90850.0] || -> . % 3.65/3.86 90856[17:Spt:90855.0,90836.0,90839.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 90857[17:Spt:90855.0,90836.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90858[17:MRR:72.1,90857.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90859[17:MRR:90837.1,90858.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 90862[17:MRR:108.1,90859.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 90863[17:MRR:90838.0,90862.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90865[17:MRR:75.0,75.1,90863.0,90857.0] || -> . % 3.65/3.86 90868[16:Spt:90865.0,90827.0,90831.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90869[16:Spt:90865.0,90827.1,90827.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 90870[17:Spt:90869.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 90871[17:MRR:101.0,90870.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 90872[17:MRR:106.0,90870.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 90874[17:MRR:112.1,90870.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 90875[17:MRR:90828.1,90871.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 90876[17:MRR:90829.1,90872.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.86 90877[17:MRR:90830.1,90874.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 90878[18:Spt:90875.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90879[18:MRR:156.1,90878.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90880[18:MRR:159.1,90878.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90882[18:MRR:90876.0,90879.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90887[18:MRR:80.1,90882.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90888[18:MRR:90877.0,90880.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90893[18:MRR:90887.0,90888.0] || -> . % 3.65/3.86 90894[18:Spt:90893.0,90875.0,90878.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90895[18:Spt:90893.0,90875.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 90896[18:MRR:72.1,90895.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 90897[18:MRR:90876.1,90896.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90899[18:MRR:164.1,90897.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90900[18:MRR:90877.0,90899.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 90903[18:MRR:75.0,75.1,90900.0,90895.0] || -> . % 3.65/3.86 90905[17:Spt:90903.0,90869.0,90870.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 90906[17:Spt:90903.0,90869.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 90907[17:MRR:78.0,90906.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 90908[17:MRR:90829.2,90907.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 90909[17:MRR:84.1,90906.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 90910[17:MRR:90830.2,90909.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 90911[17:MRR:73.0,90906.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 90912[17:MRR:90828.2,90911.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 90915[18:Spt:90908.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 90916[18:MRR:156.0,90915.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 90917[18:MRR:164.1,90915.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90919[18:MRR:90912.0,90916.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90920[18:MRR:103.1,90919.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 90923[18:MRR:90910.0,90917.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90926[18:MRR:90920.0,90923.0] || -> . % 3.65/3.86 90927[18:Spt:90926.0,90908.0,90915.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 90928[18:Spt:90926.0,90908.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 90929[18:MRR:100.0,90928.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 90930[18:MRR:90912.1,90929.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 90932[18:MRR:159.1,90930.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 90933[18:MRR:90910.0,90932.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90935[18:MRR:108.0,108.1,90933.0,90928.0] || -> . % 3.65/3.86 90936[12:Spt:90935.0,90409.0,90410.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 90937[12:Spt:90935.0,90409.1,90409.2,90409.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 90938[13:Spt:90937.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 90939[13:MRR:150.1,90938.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 90940[13:MRR:149.1,90938.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 90941[13:MRR:153.1,90938.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 90942[13:MRR:151.1,90938.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 90943[13:MRR:152.1,90938.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 90944[13:MRR:89877.1,90939.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 90945[13:MRR:89878.1,90940.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 90946[13:MRR:89879.1,90941.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 90947[13:MRR:89876.1,90942.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 90948[13:MRR:89880.1,90943.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 90949[14:Spt:90944.2] || -> pigeon_3_in_hole_3*. % 3.65/3.86 90950[14:MRR:78.1,90949.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 90951[14:MRR:72.0,90949.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 90952[14:MRR:80.1,90949.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 90955[14:MRR:79.1,90949.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 90956[14:MRR:90947.2,90950.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 90957[14:MRR:90945.2,90951.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 90958[14:MRR:90946.2,90952.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 90959[14:MRR:90948.2,90955.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 90960[15:Spt:90956.2] || -> pigeon_4_in_hole_1*. % 3.65/3.86 90962[15:MRR:17.0,90960.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 90963[15:MRR:28.1,90960.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 90966[15:MRR:27.1,90960.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 90967[15:MRR:90957.2,90962.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 90968[15:MRR:90958.2,90963.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 90969[15:MRR:90959.2,90966.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.86 90970[16:Spt:90967.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 90973[16:MRR:103.1,90970.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 90975[16:MRR:102.1,90970.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 90976[16:MRR:90968.1,90973.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 90977[16:MRR:199.0,90976.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 90981[16:MRR:90969.1,90975.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90985[16:MRR:90977.0,90981.0] || -> . % 3.65/3.86 90986[16:Spt:90985.0,90967.1,90970.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 90987[16:Spt:90985.0,90967.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 90988[16:MRR:187.1,90987.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 90989[16:MRR:90968.0,90988.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 90993[16:MRR:115.0,90989.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 90994[16:MRR:90969.1,90993.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 90996[16:MRR:186.0,186.1,90994.0,90987.0] || -> . % 3.65/3.86 90998[15:Spt:90996.0,90956.2,90960.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 90999[15:Spt:90996.0,90956.0,90956.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 91000[16:Spt:90999.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91001[16:MRR:196.1,91000.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91002[16:MRR:195.1,91000.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 91003[16:MRR:185.0,91000.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91005[16:MRR:90958.0,91001.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91006[16:MRR:90959.0,91002.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 91007[16:MRR:90957.0,91003.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91008[17:Spt:91005.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91009[17:MRR:103.0,91008.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91010[17:MRR:115.0,91008.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91014[17:MRR:91007.0,91009.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91016[17:MRR:18.1,91014.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91020[17:MRR:91006.0,91010.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91025[17:MRR:91016.0,91020.0] || -> . % 3.65/3.86 91026[17:Spt:91025.0,91005.0,91008.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91027[17:Spt:91025.0,91005.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91028[17:MRR:19.0,91027.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91029[17:MRR:91007.1,91028.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91030[17:MRR:102.1,91029.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91034[17:MRR:91006.0,91030.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91037[17:MRR:31.0,31.1,91027.0,91034.0] || -> . % 3.65/3.86 91039[16:Spt:91037.0,90999.0,91000.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91040[16:Spt:91037.0,90999.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91041[16:MRR:112.1,91040.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91042[16:MRR:90958.1,91041.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 91043[16:MRR:101.0,91040.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91044[16:MRR:90957.1,91043.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 91045[16:MRR:111.1,91040.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91046[16:MRR:90959.1,91045.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.86 91049[17:Spt:91042.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91050[17:MRR:187.0,91049.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91052[17:MRR:199.0,91049.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91053[17:MRR:91044.0,91050.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91057[17:MRR:18.1,91053.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91059[17:MRR:91046.0,91052.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91064[17:MRR:91057.0,91059.0] || -> . % 3.65/3.86 91065[17:Spt:91064.0,91042.0,91049.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91066[17:Spt:91064.0,91042.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91067[17:MRR:19.0,91066.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91068[17:MRR:91044.1,91067.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91069[17:MRR:186.1,91068.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91071[17:MRR:91046.0,91069.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91073[17:MRR:31.0,31.1,91066.0,91071.0] || -> . % 3.65/3.86 91076[14:Spt:91073.0,90944.2,90949.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 91077[14:Spt:91073.0,90944.0,90944.1,90944.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91078[15:Spt:91077.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 91079[15:MRR:192.1,91078.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91080[15:MRR:184.0,91078.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91081[15:MRR:191.1,91078.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 91082[15:MRR:190.1,91078.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91083[15:MRR:90946.0,91079.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 91084[15:MRR:90945.0,91080.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 91085[15:MRR:90948.0,91081.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 91086[15:MRR:90947.0,91082.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 91087[16:Spt:91083.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91088[16:MRR:112.0,91087.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91091[16:MRR:115.0,91087.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 91092[16:MRR:103.0,91087.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91093[16:MRR:91086.0,91088.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 91094[16:MRR:91085.0,91091.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 91095[16:MRR:91084.0,91092.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 91096[17:Spt:91093.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91098[17:MRR:73.0,91096.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 91101[17:MRR:83.1,91096.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91102[17:MRR:91095.0,91098.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91105[17:MRR:18.1,91102.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91109[17:MRR:91094.0,91101.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91115[17:MRR:91105.0,91109.0] || -> . % 3.65/3.86 91116[17:Spt:91115.0,91093.0,91096.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91117[17:Spt:91115.0,91093.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91118[17:MRR:17.0,91117.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91119[17:MRR:91095.1,91118.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 91123[17:MRR:74.1,91119.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91124[17:MRR:91094.0,91123.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91125[17:MRR:27.0,27.1,91124.0,91117.0] || -> . % 3.65/3.86 91130[16:Spt:91125.0,91083.0,91087.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91131[16:Spt:91125.0,91083.1,91083.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 91132[17:Spt:91131.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91133[17:MRR:84.0,91132.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 91134[17:MRR:75.0,91132.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 91137[17:MRR:87.0,91132.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 91138[17:MRR:91086.1,91133.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91139[17:MRR:91084.1,91134.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91140[17:MRR:91085.1,91137.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 91141[18:Spt:91138.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91142[18:MRR:101.0,91141.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91143[18:MRR:111.1,91141.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91146[18:MRR:91139.0,91142.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91150[18:MRR:18.1,91146.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91153[18:MRR:91140.0,91143.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91159[18:MRR:91150.0,91153.0] || -> . % 3.65/3.86 91160[18:Spt:91159.0,91138.0,91141.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91161[18:Spt:91159.0,91138.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91162[18:MRR:17.0,91161.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91163[18:MRR:91139.1,91162.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91166[18:MRR:102.1,91163.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91167[18:MRR:91140.0,91166.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91172[18:MRR:27.0,27.1,91167.0,91161.0] || -> . % 3.65/3.86 91173[17:Spt:91172.0,91131.0,91132.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 91174[17:Spt:91172.0,91131.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91175[17:MRR:19.0,91174.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91176[17:MRR:91084.2,91175.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 91177[17:MRR:31.0,91174.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91178[17:MRR:91085.2,91177.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 91179[17:MRR:28.0,91174.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91180[17:MRR:91086.2,91179.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 91184[18:Spt:91176.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91185[18:MRR:101.1,91184.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91186[18:MRR:102.1,91184.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91189[18:MRR:91180.0,91185.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91190[18:MRR:83.1,91189.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91194[18:MRR:91178.0,91186.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91198[18:MRR:91190.0,91194.0] || -> . % 3.65/3.86 91199[18:Spt:91198.0,91176.0,91184.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91200[18:Spt:91198.0,91176.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 91201[18:MRR:73.1,91200.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91202[18:MRR:91180.1,91201.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91205[18:MRR:111.1,91202.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91206[18:MRR:91178.0,91205.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91209[18:MRR:74.0,74.1,91206.0,91200.0] || -> . % 3.65/3.86 91210[15:Spt:91209.0,91077.0,91078.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91211[15:Spt:91209.0,91077.1,91077.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91212[16:Spt:91211.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91213[16:MRR:100.0,91212.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91214[16:MRR:106.1,91212.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91215[16:MRR:107.1,91212.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 91217[16:MRR:108.1,91212.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91218[16:MRR:90945.1,91213.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 91219[16:MRR:90947.1,91214.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 91220[16:MRR:90948.1,91215.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 91221[16:MRR:90946.1,91217.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 91222[17:Spt:91218.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91223[17:MRR:187.1,91222.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91224[17:MRR:186.1,91222.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 91225[17:MRR:185.1,91222.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91226[17:MRR:91221.0,91223.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 91227[17:MRR:91220.0,91224.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 91228[17:MRR:91219.0,91225.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 91229[18:Spt:91226.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91230[18:MRR:87.0,91229.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91234[18:MRR:84.0,91229.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91235[18:MRR:91227.0,91230.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91241[18:MRR:27.0,91235.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91242[18:MRR:91228.0,91234.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91248[18:MRR:91241.0,91242.0] || -> . % 3.65/3.86 91249[18:Spt:91248.0,91226.0,91229.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 91250[18:Spt:91248.0,91226.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91251[18:MRR:31.0,91250.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91252[18:MRR:91227.1,91251.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91253[18:MRR:83.0,91252.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91257[18:MRR:91228.0,91253.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91261[18:MRR:28.0,28.1,91250.0,91257.0] || -> . % 3.65/3.86 91263[17:Spt:91261.0,91218.0,91222.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91264[17:Spt:91261.0,91218.1,91218.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 91265[18:Spt:91264.0] || -> pigeon_2_in_hole_3*. % 3.65/3.86 91266[18:MRR:75.1,91265.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 91267[18:MRR:74.1,91265.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 91270[18:MRR:73.1,91265.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 91271[18:MRR:91221.1,91266.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 91272[18:MRR:91220.1,91267.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.86 91273[18:MRR:91219.1,91270.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_1*. % 3.65/3.86 91274[19:Spt:91271.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91275[19:MRR:199.0,91274.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91276[19:MRR:196.0,91274.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91277[19:MRR:91272.0,91275.0] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91279[19:MRR:27.0,91277.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91284[19:MRR:91273.0,91276.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91290[19:MRR:91279.0,91284.0] || -> . % 3.65/3.86 91291[19:Spt:91290.0,91271.0,91274.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91292[19:Spt:91290.0,91271.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91293[19:MRR:31.0,91292.0] || pigeon_5_in_hole_1* -> . % 3.65/3.86 91294[19:MRR:91272.1,91293.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 91295[19:MRR:195.0,91294.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91296[19:MRR:91273.0,91295.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91298[19:MRR:28.0,28.1,91292.0,91296.0] || -> . % 3.65/3.86 91302[18:Spt:91298.0,91264.0,91265.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 91303[18:Spt:91298.0,91264.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91304[18:MRR:18.1,91303.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 91305[18:MRR:91220.2,91304.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.86 91306[18:MRR:17.1,91303.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91307[18:MRR:91219.2,91306.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 91308[18:MRR:19.1,91303.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 91309[18:MRR:91221.2,91308.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 91313[19:Spt:91305.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 91314[19:MRR:199.1,91313.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91315[19:MRR:195.0,91313.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91316[19:MRR:91309.0,91314.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91317[19:MRR:84.0,91316.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91321[19:MRR:91307.0,91315.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91325[19:MRR:91317.0,91321.0] || -> . % 3.65/3.86 91326[19:Spt:91325.0,91305.0,91313.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91327[19:Spt:91325.0,91305.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91328[19:MRR:87.1,91327.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 91329[19:MRR:91309.1,91328.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91330[19:MRR:196.0,91329.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91331[19:MRR:91307.0,91330.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91334[19:MRR:83.0,83.1,91327.0,91331.0] || -> . % 3.65/3.86 91335[16:Spt:91334.0,91211.0,91212.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91336[16:Spt:91334.0,91211.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91337[16:MRR:23.1,91336.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 91338[16:MRR:22.1,91336.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 91339[16:MRR:24.1,91336.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 91342[16:MRR:16.0,91336.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91343[16:MRR:90945.3,91342.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 91344[16:MRR:90947.3,91338.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 91345[16:MRR:90948.3,91337.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 91346[16:MRR:90946.3,91339.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 91347[17:Spt:91343.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91348[17:MRR:185.1,91347.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91349[17:MRR:186.1,91347.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 91350[17:MRR:187.1,91347.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91351[17:MRR:91344.0,91348.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 91352[17:MRR:91345.0,91349.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 91353[17:MRR:91346.0,91350.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 91354[18:Spt:91351.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91356[18:MRR:111.1,91354.0] || pigeon_5_in_hole_4* -> . % 3.65/3.86 91358[18:MRR:112.1,91354.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91359[18:MRR:91352.0,91356.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91360[18:MRR:87.1,91359.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 91365[18:MRR:91353.0,91358.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91370[18:MRR:91360.0,91365.0] || -> . % 3.65/3.86 91371[18:Spt:91370.0,91351.0,91354.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91372[18:Spt:91370.0,91351.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91373[18:MRR:83.1,91372.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91374[18:MRR:91352.1,91373.0] || -> pigeon_5_in_hole_4*. % 3.65/3.86 91377[18:MRR:115.1,91374.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91378[18:MRR:91353.0,91377.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91380[18:MRR:84.0,84.1,91378.0,91372.0] || -> . % 3.65/3.86 91383[17:Spt:91380.0,91343.0,91347.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91384[17:Spt:91380.0,91343.1,91343.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 91385[18:Spt:91384.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91386[18:MRR:101.1,91385.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91387[18:MRR:102.1,91385.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 91389[18:MRR:103.1,91385.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91390[18:MRR:91344.1,91386.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 91391[18:MRR:91345.1,91387.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.86 91392[18:MRR:91346.1,91389.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 91393[19:Spt:91390.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91394[19:MRR:195.1,91393.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91395[19:MRR:196.1,91393.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91396[19:MRR:91391.0,91394.0] || -> pigeon_5_in_hole_3*. % 3.65/3.86 91401[19:MRR:87.1,91396.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 91402[19:MRR:91392.0,91395.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91407[19:MRR:91401.0,91402.0] || -> . % 3.65/3.86 91408[19:Spt:91407.0,91390.0,91393.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91409[19:Spt:91407.0,91390.1] || -> pigeon_4_in_hole_3*. % 3.65/3.86 91410[19:MRR:83.1,91409.0] || pigeon_5_in_hole_3* -> . % 3.65/3.86 91411[19:MRR:91391.1,91410.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 91412[19:MRR:199.1,91411.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91413[19:MRR:91392.0,91412.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91416[19:MRR:84.0,84.1,91413.0,91409.0] || -> . % 3.65/3.86 91418[18:Spt:91416.0,91384.0,91385.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91419[18:Spt:91416.0,91384.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 91420[18:MRR:74.1,91419.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 91421[18:MRR:91345.2,91420.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.86 91422[18:MRR:75.1,91419.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 91423[18:MRR:91346.2,91422.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 91424[18:MRR:73.1,91419.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91425[18:MRR:91344.2,91424.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 91428[19:Spt:91421.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 91429[19:MRR:195.0,91428.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91430[19:MRR:199.1,91428.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91431[19:MRR:91425.0,91429.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91432[19:MRR:112.1,91431.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91435[19:MRR:91423.0,91430.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91438[19:MRR:91432.0,91435.0] || -> . % 3.65/3.86 91439[19:Spt:91438.0,91421.0,91428.0] || pigeon_5_in_hole_7* -> . % 3.65/3.86 91440[19:Spt:91438.0,91421.1] || -> pigeon_5_in_hole_4*. % 3.65/3.86 91441[19:MRR:111.0,91440.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91442[19:MRR:91425.1,91441.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91443[19:MRR:196.1,91442.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91444[19:MRR:91423.0,91443.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91446[19:MRR:115.0,115.1,91444.0,91440.0] || -> . % 3.65/3.86 91447[13:Spt:91446.0,90937.0,90938.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 91448[13:Spt:91446.0,90937.1,90937.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 91449[14:Spt:91448.0] || -> pigeon_1_in_hole_3*. % 3.65/3.86 91450[14:MRR:68.1,91449.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 91451[14:MRR:69.1,91449.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 91452[14:MRR:67.1,91449.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 91453[14:MRR:65.1,91449.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 91455[14:MRR:66.1,91449.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 91456[14:MRR:89880.3,91450.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.86 91457[14:MRR:89879.3,91451.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91458[14:MRR:89876.3,91452.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91459[14:MRR:89878.3,91453.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91460[14:MRR:89877.3,91455.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91461[15:Spt:91456.3] || -> pigeon_5_in_hole_1*. % 3.65/3.86 91462[15:MRR:23.0,91461.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 91463[15:MRR:18.0,91461.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91464[15:MRR:31.1,91461.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 91467[15:MRR:27.0,91461.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 91468[15:MRR:91460.3,91462.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 91469[15:MRR:91459.3,91463.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 91470[15:MRR:91457.3,91464.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 91471[15:MRR:91458.3,91467.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 91472[16:Spt:91468.2] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91473[16:MRR:108.1,91472.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91476[16:MRR:106.1,91472.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91477[16:MRR:100.0,91472.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91478[16:MRR:91470.2,91473.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 91479[16:MRR:91471.2,91476.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.86 91480[16:MRR:91469.2,91477.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 91481[17:Spt:91478.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91483[17:MRR:196.0,91481.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91484[17:MRR:187.0,91481.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91486[17:MRR:91479.0,91483.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91488[17:MRR:157.0,91486.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91491[17:MRR:91480.0,91484.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91495[17:MRR:91488.0,91491.0] || -> . % 3.65/3.86 91496[17:Spt:91495.0,91478.0,91481.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91497[17:Spt:91495.0,91478.1] || -> pigeon_6_in_hole_6*. % 3.65/3.86 91498[17:MRR:168.0,91497.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91499[17:MRR:91479.1,91498.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91501[17:MRR:185.0,91499.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91503[17:MRR:91480.0,91501.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91505[17:MRR:159.0,159.1,91497.0,91503.0] || -> . % 3.65/3.86 91507[16:Spt:91505.0,91468.2,91472.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91508[16:Spt:91505.0,91468.0,91468.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 91509[17:Spt:91508.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 91510[17:MRR:192.1,91509.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91511[17:MRR:190.1,91509.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91513[17:MRR:184.0,91509.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91514[17:MRR:91470.0,91510.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 91515[17:MRR:91471.0,91511.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 91516[17:MRR:91469.0,91513.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 91517[18:Spt:91514.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 91518[18:MRR:168.0,91517.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91519[18:MRR:159.0,91517.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91522[18:MRR:91515.0,91518.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91526[18:MRR:101.0,91522.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91527[18:MRR:91516.0,91519.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91531[18:MRR:91526.0,91527.0] || -> . % 3.65/3.86 91532[18:Spt:91531.0,91514.0,91517.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 91533[18:Spt:91531.0,91514.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91534[18:MRR:112.0,91533.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91535[18:MRR:91515.1,91534.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91537[18:MRR:157.0,91535.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91539[18:MRR:91516.0,91537.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91542[18:MRR:103.0,103.1,91533.0,91539.0] || -> . % 3.65/3.86 91543[17:Spt:91542.0,91508.0,91509.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91544[17:Spt:91542.0,91508.1] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91545[17:MRR:164.1,91544.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 91546[17:MRR:91470.1,91545.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 91547[17:MRR:162.1,91544.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91548[17:MRR:91471.1,91547.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 91549[17:MRR:156.0,91544.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91550[17:MRR:91469.1,91549.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 91552[18:Spt:91546.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91553[18:MRR:187.0,91552.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91554[18:MRR:196.0,91552.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91556[18:MRR:91550.0,91553.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91557[18:MRR:101.1,91556.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91561[18:MRR:91548.0,91554.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91565[18:MRR:91557.0,91561.0] || -> . % 3.65/3.86 91566[18:Spt:91565.0,91546.0,91552.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91567[18:Spt:91565.0,91546.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91568[18:MRR:103.0,91567.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91569[18:MRR:91550.1,91568.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91570[18:MRR:185.1,91569.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91572[18:MRR:91548.0,91570.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91575[18:MRR:112.0,112.1,91567.0,91572.0] || -> . % 3.65/3.86 91576[15:Spt:91575.0,91456.3,91461.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 91577[15:Spt:91575.0,91456.0,91456.1,91456.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.86 91578[16:Spt:91577.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 91579[16:MRR:199.1,91578.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91580[16:MRR:186.0,91578.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91581[16:MRR:195.0,91578.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91582[16:MRR:191.0,91578.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91583[16:MRR:91457.0,91579.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91584[16:MRR:91459.0,91580.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91585[16:MRR:91458.0,91581.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91586[16:MRR:91460.0,91582.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91587[17:Spt:91583.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 91588[17:MRR:164.0,91587.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 91590[17:MRR:159.0,91587.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 91591[17:MRR:168.0,91587.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 91592[17:MRR:91586.0,91588.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91593[17:MRR:91584.0,91590.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91594[17:MRR:91585.0,91591.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91595[18:Spt:91592.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91596[18:MRR:100.0,91595.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91597[18:MRR:106.1,91595.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91601[18:MRR:91593.0,91596.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91603[18:MRR:17.1,91601.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91607[18:MRR:91594.0,91597.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91612[18:MRR:91603.0,91607.0] || -> . % 3.65/3.86 91613[18:Spt:91612.0,91592.0,91595.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 91614[18:Spt:91612.0,91592.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91615[18:MRR:16.0,91614.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91616[18:MRR:91593.1,91615.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91620[18:MRR:101.1,91616.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 91621[18:MRR:91594.0,91620.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91625[18:MRR:22.0,22.1,91621.0,91614.0] || -> . % 3.65/3.86 91626[17:Spt:91625.0,91583.0,91587.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 91627[17:Spt:91625.0,91583.1,91583.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91628[18:Spt:91627.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91629[18:MRR:108.0,91628.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91630[18:MRR:103.0,91628.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91631[18:MRR:112.0,91628.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91634[18:MRR:91586.1,91629.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 91635[18:MRR:91584.1,91630.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 91636[18:MRR:91585.1,91631.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 91637[19:Spt:91634.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91638[19:MRR:162.1,91637.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91639[19:MRR:156.0,91637.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91641[19:MRR:91636.0,91638.0] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91642[19:MRR:17.0,91641.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91647[19:MRR:91635.0,91639.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91652[19:MRR:91642.0,91647.0] || -> . % 3.65/3.86 91653[19:Spt:91652.0,91634.0,91637.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91654[19:Spt:91652.0,91634.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91655[19:MRR:22.1,91654.0] || pigeon_4_in_hole_1* -> . % 3.65/3.86 91656[19:MRR:91636.1,91655.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91658[19:MRR:157.0,91656.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91659[19:MRR:91635.0,91658.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91663[19:MRR:16.0,16.1,91654.0,91659.0] || -> . % 3.65/3.86 91664[18:Spt:91663.0,91627.0,91628.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91665[18:Spt:91663.0,91627.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91666[18:MRR:28.0,91665.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 91667[18:MRR:91585.2,91666.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 91668[18:MRR:19.0,91665.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91669[18:MRR:91584.2,91668.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 91672[18:MRR:24.0,91665.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 91673[18:MRR:91586.2,91672.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 91674[19:Spt:91667.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91675[19:MRR:162.0,91674.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91676[19:MRR:157.0,91674.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91678[19:MRR:91673.0,91675.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91682[19:MRR:100.0,91678.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91683[19:MRR:91669.0,91676.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91687[19:MRR:91682.0,91683.0] || -> . % 3.65/3.86 91688[19:Spt:91687.0,91667.0,91674.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91689[19:Spt:91687.0,91667.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91690[19:MRR:106.0,91689.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 91691[19:MRR:91673.1,91690.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91693[19:MRR:156.0,91691.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91694[19:MRR:91669.0,91693.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91697[19:MRR:101.0,101.1,91689.0,91694.0] || -> . % 3.65/3.86 91698[16:Spt:91697.0,91577.0,91578.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 91699[16:Spt:91697.0,91577.1,91577.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.86 91700[17:Spt:91699.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 91701[17:MRR:167.0,91700.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 91702[17:MRR:163.0,91700.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 91703[17:MRR:158.0,91700.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 91704[17:MRR:171.1,91700.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 91705[17:MRR:91458.1,91701.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91706[17:MRR:91460.1,91702.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91707[17:MRR:91459.1,91703.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91708[17:MRR:91457.1,91704.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91709[18:Spt:91705.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91710[18:MRR:196.1,91709.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91711[18:MRR:185.0,91709.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91712[18:MRR:190.0,91709.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91713[18:MRR:91708.0,91710.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.86 91714[18:MRR:91707.0,91711.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.86 91715[18:MRR:91706.0,91712.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.86 91716[19:Spt:91713.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91720[19:MRR:103.0,91716.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 91721[19:MRR:108.0,91716.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 91722[19:MRR:91714.0,91720.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91727[19:MRR:16.1,91722.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 91728[19:MRR:91715.0,91721.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91733[19:MRR:91727.0,91728.0] || -> . % 3.65/3.86 91734[19:Spt:91733.0,91713.0,91716.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91735[19:Spt:91733.0,91713.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91736[19:MRR:19.0,91735.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91737[19:MRR:91714.1,91736.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91741[19:MRR:100.1,91737.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 91742[19:MRR:91715.0,91741.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91743[19:MRR:24.0,24.1,91735.0,91742.0] || -> . % 3.65/3.86 91747[18:Spt:91743.0,91705.0,91709.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91748[18:Spt:91743.0,91705.1,91705.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.86 91749[19:Spt:91748.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 91750[19:MRR:112.1,91749.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91751[19:MRR:101.0,91749.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91754[19:MRR:106.0,91749.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91755[19:MRR:91708.1,91750.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 91756[19:MRR:91707.1,91751.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 91757[19:MRR:91706.1,91754.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.86 91758[20:Spt:91755.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91759[20:MRR:187.0,91758.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91760[20:MRR:192.0,91758.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91761[20:MRR:91756.0,91759.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91763[20:MRR:16.1,91761.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 91767[20:MRR:91757.0,91760.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91772[20:MRR:91763.0,91767.0] || -> . % 3.65/3.86 91773[20:Spt:91772.0,91755.0,91758.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91774[20:Spt:91772.0,91755.1] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91775[20:MRR:19.0,91774.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91776[20:MRR:91756.1,91775.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91777[20:MRR:184.1,91776.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91778[20:MRR:91757.0,91777.0] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91782[20:MRR:24.0,24.1,91774.0,91778.0] || -> . % 3.65/3.86 91783[19:Spt:91782.0,91748.0,91749.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91784[19:Spt:91782.0,91748.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91785[19:MRR:17.0,91784.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91786[19:MRR:91707.2,91785.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 91787[19:MRR:22.0,91784.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 91788[19:MRR:91706.2,91787.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.86 91789[19:MRR:28.1,91784.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 91790[19:MRR:91708.2,91789.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 91793[20:Spt:91786.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91794[20:MRR:187.1,91793.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91795[20:MRR:184.1,91793.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91796[20:MRR:91790.0,91794.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 91797[20:MRR:108.0,91796.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 91801[20:MRR:91788.0,91795.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91805[20:MRR:91797.0,91801.0] || -> . % 3.65/3.86 91806[20:Spt:91805.0,91786.0,91793.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91807[20:Spt:91805.0,91786.1] || -> pigeon_2_in_hole_4*. % 3.65/3.86 91808[20:MRR:103.1,91807.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 91809[20:MRR:91790.1,91808.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91810[20:MRR:192.0,91809.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91811[20:MRR:91788.0,91810.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 91814[20:MRR:100.0,100.1,91811.0,91807.0] || -> . % 3.65/3.86 91815[17:Spt:91814.0,91699.0,91700.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 91816[17:Spt:91814.0,91699.1] || -> pigeon_5_in_hole_4*. % 3.65/3.86 91817[17:MRR:115.1,91816.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91818[17:MRR:107.0,91816.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91819[17:MRR:102.0,91816.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91821[17:MRR:111.0,91816.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91822[17:MRR:91458.2,91821.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 91823[17:MRR:91460.2,91818.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 91824[17:MRR:91459.2,91819.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 91825[17:MRR:91457.2,91817.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 91826[18:Spt:91822.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 91827[18:MRR:190.0,91826.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91828[18:MRR:185.0,91826.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91829[18:MRR:196.1,91826.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 91830[18:MRR:91823.0,91827.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 91831[18:MRR:91824.0,91828.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.86 91832[18:MRR:91825.0,91829.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 91833[19:Spt:91830.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91835[19:MRR:156.0,91833.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 91836[19:MRR:164.1,91833.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 91837[19:MRR:91831.0,91835.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91839[19:MRR:19.1,91837.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 91843[19:MRR:91832.0,91836.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91848[19:MRR:91839.0,91843.0] || -> . % 3.65/3.86 91849[19:Spt:91848.0,91830.0,91833.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91850[19:Spt:91848.0,91830.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91851[19:MRR:16.0,91850.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91852[19:MRR:91831.1,91851.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91854[19:MRR:159.1,91852.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 91855[19:MRR:91832.0,91854.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91859[19:MRR:24.0,24.1,91855.0,91850.0] || -> . % 3.65/3.86 91860[18:Spt:91859.0,91822.0,91826.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91861[18:Spt:91859.0,91822.1,91822.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_1*. % 3.65/3.86 91862[19:Spt:91861.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91863[19:MRR:162.0,91862.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 91864[19:MRR:157.0,91862.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 91865[19:MRR:168.1,91862.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 91866[19:MRR:91823.1,91863.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.86 91867[19:MRR:91824.1,91864.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.86 91868[19:MRR:91825.1,91865.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.86 91869[20:Spt:91866.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 91870[20:MRR:184.0,91869.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91871[20:MRR:192.1,91869.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91872[20:MRR:91867.0,91870.0] || -> pigeon_2_in_hole_1*. % 3.65/3.86 91876[20:MRR:19.1,91872.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 91878[20:MRR:91868.0,91871.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91883[20:MRR:91876.0,91878.0] || -> . % 3.65/3.86 91884[20:Spt:91883.0,91866.0,91869.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91885[20:Spt:91883.0,91866.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 91886[20:MRR:16.0,91885.0] || pigeon_2_in_hole_1* -> . % 3.65/3.86 91887[20:MRR:91867.1,91886.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91888[20:MRR:187.1,91887.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91889[20:MRR:91868.0,91888.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 91890[20:MRR:24.0,24.1,91889.0,91885.0] || -> . % 3.65/3.86 91894[19:Spt:91890.0,91861.0,91862.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 91895[19:Spt:91890.0,91861.1] || -> pigeon_4_in_hole_1*. % 3.65/3.86 91896[19:MRR:17.0,91895.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91897[19:MRR:91824.2,91896.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 91898[19:MRR:28.1,91895.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 91899[19:MRR:91825.2,91898.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 91900[19:MRR:22.0,91895.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 91901[19:MRR:91823.2,91900.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 91904[20:Spt:91897.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91905[20:MRR:184.1,91904.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91906[20:MRR:187.1,91904.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91907[20:MRR:91901.0,91905.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91908[20:MRR:164.1,91907.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 91910[20:MRR:91899.0,91906.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 91912[20:MRR:91908.0,91910.0] || -> . % 3.65/3.86 91913[20:Spt:91912.0,91897.0,91904.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91914[20:Spt:91912.0,91897.1] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91915[20:MRR:156.1,91914.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91916[20:MRR:91901.1,91915.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 91917[20:MRR:192.1,91916.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 91918[20:MRR:91899.0,91917.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 91919[20:MRR:159.0,159.1,91918.0,91914.0] || -> . % 3.65/3.86 91920[14:Spt:91919.0,91448.0,91449.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 91921[14:Spt:91919.0,91448.1] || -> pigeon_1_in_hole_1*. % 3.65/3.86 91922[14:MRR:9.1,91921.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 91923[14:MRR:13.1,91921.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 91924[14:MRR:10.1,91921.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 91925[14:MRR:11.1,91921.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.86 91927[14:MRR:12.1,91921.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 91928[14:MRR:89880.4,91927.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.86 91929[14:MRR:89879.4,91923.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 91930[14:MRR:89876.4,91925.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 91931[14:MRR:89878.4,91922.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 91932[14:MRR:89877.4,91924.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 91933[15:Spt:91928.2] || -> pigeon_5_in_hole_4*. % 3.65/3.86 91934[15:MRR:115.1,91933.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 91935[15:MRR:107.0,91933.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 91936[15:MRR:102.0,91933.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 91938[15:MRR:111.0,91933.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 91939[15:MRR:91929.2,91934.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 91940[15:MRR:91932.2,91935.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.86 91941[15:MRR:91931.2,91936.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 91942[15:MRR:91930.2,91938.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 91943[16:Spt:91939.2] || -> pigeon_6_in_hole_3*. % 3.65/3.86 91945[16:MRR:75.0,91943.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 91947[16:MRR:84.0,91943.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 91948[16:MRR:80.0,91943.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 91949[16:MRR:91941.2,91945.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 91950[16:MRR:91942.2,91947.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.86 91951[16:MRR:91940.2,91948.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 91952[17:Spt:91949.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 91954[17:MRR:184.1,91952.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 91955[17:MRR:185.1,91952.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91957[17:MRR:91951.0,91954.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 91960[17:MRR:162.1,91957.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91962[17:MRR:91950.0,91955.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91966[17:MRR:91960.0,91962.0] || -> . % 3.65/3.86 91967[17:Spt:91966.0,91949.0,91952.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 91968[17:Spt:91966.0,91949.1] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91969[17:MRR:156.1,91968.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91970[17:MRR:91951.1,91969.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 91972[17:MRR:190.1,91970.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 91974[17:MRR:91950.0,91972.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 91976[17:MRR:157.0,157.1,91974.0,91968.0] || -> . % 3.65/3.86 91978[16:Spt:91976.0,91939.2,91943.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 91979[16:Spt:91976.0,91939.0,91939.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 91980[17:Spt:91979.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 91981[17:MRR:187.0,91980.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 91982[17:MRR:192.0,91980.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 91983[17:MRR:196.0,91980.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 91985[17:MRR:91941.0,91981.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.86 91986[17:MRR:91940.0,91982.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.86 91987[17:MRR:91942.0,91983.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 91988[18:Spt:91985.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 91989[18:MRR:156.1,91988.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 91990[18:MRR:157.1,91988.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 91993[18:MRR:91986.0,91989.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 91997[18:MRR:78.1,91993.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 91998[18:MRR:91987.0,91990.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92002[18:MRR:91997.0,91998.0] || -> . % 3.65/3.86 92003[18:Spt:92002.0,91985.0,91988.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 92004[18:Spt:92002.0,91985.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 92005[18:MRR:72.1,92004.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 92006[18:MRR:91986.1,92005.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92008[18:MRR:162.1,92006.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92010[18:MRR:91987.0,92008.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92012[18:MRR:73.0,73.1,92010.0,92004.0] || -> . % 3.65/3.86 92014[17:Spt:92012.0,91979.0,91980.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92015[17:Spt:92012.0,91979.1] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92016[17:MRR:159.0,92015.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92017[17:MRR:91941.1,92016.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 92018[17:MRR:164.0,92015.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92019[17:MRR:91940.1,92018.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.86 92020[17:MRR:168.0,92015.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92021[17:MRR:91942.1,92020.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 92023[18:Spt:92017.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 92025[18:MRR:185.1,92023.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 92026[18:MRR:184.1,92023.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 92027[18:MRR:92021.0,92025.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92028[18:MRR:78.0,92027.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 92032[18:MRR:92019.0,92026.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 92036[18:MRR:92028.0,92032.0] || -> . % 3.65/3.86 92037[18:Spt:92036.0,92017.0,92023.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92038[18:Spt:92036.0,92017.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 92039[18:MRR:73.1,92038.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92040[18:MRR:92021.1,92039.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 92042[18:MRR:190.0,92040.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 92043[18:MRR:92019.0,92042.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 92046[18:MRR:72.0,72.1,92043.0,92038.0] || -> . % 3.65/3.86 92047[15:Spt:92046.0,91928.2,91933.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 92048[15:Spt:92046.0,91928.0,91928.1,91928.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 92049[16:Spt:92048.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 92050[16:MRR:186.0,92049.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92051[16:MRR:195.0,92049.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 92052[16:MRR:191.0,92049.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92053[16:MRR:199.1,92049.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92054[16:MRR:91931.0,92050.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 92055[16:MRR:91930.0,92051.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 92056[16:MRR:91932.0,92052.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 92057[16:MRR:91929.0,92053.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 92058[17:Spt:92054.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92059[17:MRR:159.1,92058.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92061[17:MRR:157.1,92058.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 92062[17:MRR:156.1,92058.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92063[17:MRR:92057.0,92059.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 92064[17:MRR:92055.0,92061.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 92065[17:MRR:92056.0,92062.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 92066[18:Spt:92063.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92069[18:MRR:108.0,92066.0] || pigeon_3_in_hole_4* -> . % 3.65/3.86 92070[18:MRR:112.0,92066.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92071[18:MRR:92065.0,92069.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 92072[18:MRR:78.1,92071.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92077[18:MRR:92064.0,92070.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92082[18:MRR:92072.0,92077.0] || -> . % 3.65/3.86 92083[18:Spt:92082.0,92063.0,92066.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92084[18:Spt:92082.0,92063.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92085[18:MRR:80.0,92084.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 92086[18:MRR:92065.1,92085.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 92089[18:MRR:106.1,92086.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92090[18:MRR:92064.0,92089.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92091[18:MRR:84.0,84.1,92084.0,92090.0] || -> . % 3.65/3.86 92095[17:Spt:92091.0,92054.0,92058.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92096[17:Spt:92091.0,92054.1,92054.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 92097[18:Spt:92096.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92098[18:MRR:103.1,92097.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 92099[18:MRR:100.1,92097.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 92101[18:MRR:101.1,92097.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 92102[18:MRR:92057.1,92098.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.86 92103[18:MRR:92056.1,92099.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.86 92104[18:MRR:92055.1,92101.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.86 92105[19:Spt:92102.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92106[19:MRR:164.0,92105.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92107[19:MRR:168.0,92105.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92109[19:MRR:92103.0,92106.0] || -> pigeon_3_in_hole_3*. % 3.65/3.86 92114[19:MRR:78.1,92109.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92115[19:MRR:92104.0,92107.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92120[19:MRR:92114.0,92115.0] || -> . % 3.65/3.86 92121[19:Spt:92120.0,92102.0,92105.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92122[19:Spt:92120.0,92102.1] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92123[19:MRR:80.0,92122.0] || pigeon_3_in_hole_3* -> . % 3.65/3.86 92124[19:MRR:92103.1,92123.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92126[19:MRR:162.1,92124.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92127[19:MRR:92104.0,92126.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92131[19:MRR:84.0,84.1,92122.0,92127.0] || -> . % 3.65/3.86 92132[18:Spt:92131.0,92096.0,92097.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 92133[18:Spt:92131.0,92096.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 92134[18:MRR:72.1,92133.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 92135[18:MRR:92056.2,92134.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 92136[18:MRR:73.1,92133.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92137[18:MRR:92055.2,92136.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 92138[18:MRR:75.1,92133.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 92139[18:MRR:92057.2,92138.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 92142[19:Spt:92135.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92143[19:MRR:164.1,92142.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92144[19:MRR:162.1,92142.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92146[19:MRR:92139.0,92143.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92147[19:MRR:112.0,92146.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92150[19:MRR:92137.0,92144.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92153[19:MRR:92147.0,92150.0] || -> . % 3.65/3.86 92154[19:Spt:92153.0,92135.0,92142.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92155[19:Spt:92153.0,92135.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 92156[19:MRR:108.1,92155.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92157[19:MRR:92139.1,92156.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92159[19:MRR:168.0,92157.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92160[19:MRR:92137.0,92159.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92162[19:MRR:106.0,106.1,92160.0,92155.0] || -> . % 3.65/3.86 92163[16:Spt:92162.0,92048.0,92049.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 92164[16:Spt:92162.0,92048.1,92048.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.86 92165[17:Spt:92164.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 92166[17:MRR:163.0,92165.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92167[17:MRR:171.1,92165.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92168[17:MRR:167.0,92165.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 92169[17:MRR:158.0,92165.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92170[17:MRR:91932.1,92166.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 92171[17:MRR:91929.1,92167.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 92172[17:MRR:91930.1,92168.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 92173[17:MRR:91931.1,92169.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 92174[18:Spt:92170.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 92175[18:MRR:184.0,92174.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92176[18:MRR:190.1,92174.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 92177[18:MRR:192.1,92174.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92178[18:MRR:92173.0,92175.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.86 92179[18:MRR:92172.0,92176.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.86 92180[18:MRR:92171.0,92177.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.86 92181[19:Spt:92178.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92182[19:MRR:101.1,92181.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92185[19:MRR:103.1,92181.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92186[19:MRR:92179.0,92182.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92191[19:MRR:84.1,92186.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 92192[19:MRR:92180.0,92185.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92197[19:MRR:92191.0,92192.0] || -> . % 3.65/3.86 92198[19:Spt:92197.0,92178.0,92181.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 92199[19:Spt:92197.0,92178.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 92200[19:MRR:73.1,92199.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92201[19:MRR:92179.1,92200.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92202[19:MRR:112.1,92201.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92205[19:MRR:92180.0,92202.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92208[19:MRR:75.0,75.1,92205.0,92199.0] || -> . % 3.65/3.86 92210[18:Spt:92208.0,92170.0,92174.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92211[18:Spt:92208.0,92170.1,92170.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.86 92212[19:Spt:92211.0] || -> pigeon_3_in_hole_4*. % 3.65/3.86 92213[19:MRR:100.0,92212.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 92214[19:MRR:106.1,92212.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 92216[19:MRR:108.1,92212.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 92217[19:MRR:92173.1,92213.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.86 92218[19:MRR:92172.1,92214.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.86 92219[19:MRR:92171.1,92216.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.86 92220[20:Spt:92217.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 92221[20:MRR:185.1,92220.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 92222[20:MRR:187.1,92220.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92223[20:MRR:92218.0,92221.0] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92225[20:MRR:84.1,92223.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 92229[20:MRR:92219.0,92222.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92234[20:MRR:92225.0,92229.0] || -> . % 3.65/3.86 92235[20:Spt:92234.0,92217.0,92220.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92236[20:Spt:92234.0,92217.1] || -> pigeon_2_in_hole_3*. % 3.65/3.86 92237[20:MRR:73.1,92236.0] || pigeon_4_in_hole_3* -> . % 3.65/3.86 92238[20:MRR:92218.1,92237.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 92239[20:MRR:196.1,92238.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92240[20:MRR:92219.0,92239.0] || -> pigeon_6_in_hole_3*. % 3.65/3.86 92242[20:MRR:75.0,75.1,92240.0,92236.0] || -> . % 3.65/3.86 92245[19:Spt:92242.0,92211.0,92212.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 92246[19:Spt:92242.0,92211.1] || -> pigeon_3_in_hole_3*. % 3.65/3.86 92247[19:MRR:78.1,92246.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 92248[19:MRR:92172.2,92247.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 92249[19:MRR:80.1,92246.0] || pigeon_6_in_hole_3* -> . % 3.65/3.86 92250[19:MRR:92171.2,92249.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 92251[19:MRR:72.0,92246.0] || pigeon_2_in_hole_3* -> . % 3.65/3.86 92252[19:MRR:92173.2,92251.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 92255[20:Spt:92248.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 92256[20:MRR:185.0,92255.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92257[20:MRR:196.1,92255.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92258[20:MRR:92252.0,92256.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92259[20:MRR:103.1,92258.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92262[20:MRR:92250.0,92257.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92265[20:MRR:92259.0,92262.0] || -> . % 3.65/3.86 92266[20:Spt:92265.0,92248.0,92255.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 92267[20:Spt:92265.0,92248.1] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92268[20:MRR:101.0,92267.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 92269[20:MRR:92252.1,92268.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 92270[20:MRR:187.1,92269.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92271[20:MRR:92250.0,92270.0] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92273[20:MRR:112.0,112.1,92271.0,92267.0] || -> . % 3.65/3.86 92274[17:Spt:92273.0,92164.0,92165.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.86 92275[17:Spt:92273.0,92164.1] || -> pigeon_5_in_hole_3*. % 3.65/3.86 92276[17:MRR:83.0,92275.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.86 92277[17:MRR:87.1,92275.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 92278[17:MRR:74.0,92275.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 92280[17:MRR:79.0,92275.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 92281[17:MRR:91932.3,92280.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 92282[17:MRR:91929.3,92277.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 92283[17:MRR:91930.3,92276.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 92284[17:MRR:91931.3,92278.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 92285[18:Spt:92281.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 92286[18:MRR:192.1,92285.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92287[18:MRR:190.1,92285.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.86 92288[18:MRR:184.0,92285.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92289[18:MRR:92282.0,92286.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.86 92290[18:MRR:92283.0,92287.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.86 92291[18:MRR:92284.0,92288.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.86 92292[19:Spt:92289.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92294[19:MRR:168.0,92292.0] || pigeon_4_in_hole_6* -> . % 3.65/3.86 92295[19:MRR:159.0,92292.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 92296[19:MRR:92290.0,92294.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92297[19:MRR:101.0,92296.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 92301[19:MRR:92291.0,92295.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92305[19:MRR:92297.0,92301.0] || -> . % 3.65/3.86 92306[19:Spt:92305.0,92289.0,92292.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92307[19:Spt:92305.0,92289.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92308[19:MRR:112.0,92307.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92309[19:MRR:92290.1,92308.0] || -> pigeon_4_in_hole_6*. % 3.65/3.86 92311[19:MRR:157.0,92309.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 92312[19:MRR:92291.0,92311.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92314[19:MRR:103.0,103.1,92307.0,92312.0] || -> . % 3.65/3.86 92316[18:Spt:92314.0,92281.0,92285.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92317[18:Spt:92314.0,92281.1,92281.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.86 92318[19:Spt:92317.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92319[19:MRR:164.1,92318.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92320[19:MRR:162.1,92318.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.86 92321[19:MRR:156.0,92318.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92322[19:MRR:92282.1,92319.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.86 92323[19:MRR:92283.1,92320.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.86 92324[19:MRR:92284.1,92321.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.86 92325[20:Spt:92322.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 92326[20:MRR:196.0,92325.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 92327[20:MRR:187.0,92325.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92328[20:MRR:92323.0,92326.0] || -> pigeon_4_in_hole_4*. % 3.65/3.86 92332[20:MRR:101.0,92328.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 92333[20:MRR:92324.0,92327.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92337[20:MRR:92332.0,92333.0] || -> . % 3.65/3.86 92338[20:Spt:92337.0,92322.0,92325.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92339[20:Spt:92337.0,92322.1] || -> pigeon_6_in_hole_4*. % 3.65/3.86 92340[20:MRR:112.0,92339.0] || pigeon_4_in_hole_4* -> . % 3.65/3.86 92341[20:MRR:92323.1,92340.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 92342[20:MRR:185.0,92341.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92343[20:MRR:92324.0,92342.0] || -> pigeon_2_in_hole_4*. % 3.65/3.86 92345[20:MRR:103.0,103.1,92339.0,92343.0] || -> . % 3.65/3.86 92347[19:Spt:92345.0,92317.0,92318.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92348[19:Spt:92345.0,92317.1] || -> pigeon_3_in_hole_4*. % 3.65/3.86 92349[19:MRR:106.1,92348.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 92350[19:MRR:92283.2,92349.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.86 92351[19:MRR:100.0,92348.0] || pigeon_2_in_hole_4* -> . % 3.65/3.86 92352[19:MRR:92284.2,92351.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 92353[19:MRR:108.1,92348.0] || pigeon_6_in_hole_4* -> . % 3.65/3.86 92354[19:MRR:92282.2,92353.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 92356[20:Spt:92350.0] || -> pigeon_4_in_hole_7*. % 3.65/3.86 92357[20:MRR:196.1,92356.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92358[20:MRR:185.0,92356.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92359[20:MRR:92354.0,92357.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92360[20:MRR:159.0,92359.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 92362[20:MRR:92352.0,92358.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92364[20:MRR:92360.0,92362.0] || -> . % 3.65/3.86 92365[20:Spt:92364.0,92350.0,92356.0] || pigeon_4_in_hole_7* -> . % 3.65/3.86 92366[20:Spt:92364.0,92350.1] || -> pigeon_4_in_hole_6*. % 3.65/3.86 92367[20:MRR:168.1,92366.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92368[20:MRR:92354.1,92367.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 92369[20:MRR:187.0,92368.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92370[20:MRR:92352.0,92369.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92371[20:MRR:157.0,157.1,92366.0,92370.0] || -> . % 3.65/3.86 92372[10:Spt:92371.0,89867.0,89868.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.86 92373[10:Spt:92371.0,89867.1,89867.2] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3*. % 3.65/3.86 92374[11:Spt:92373.0] || -> pigeon_7_in_hole_4*. % 3.65/3.86 92375[11:MRR:113.0,92374.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.86 92376[11:MRR:104.0,92374.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.86 92377[11:MRR:118.0,92374.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.86 92378[11:MRR:109.0,92374.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.86 92379[11:MRR:116.0,92374.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.86 92380[11:MRR:98.0,92374.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.86 92381[11:MRR:81979.3,92375.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_1*. % 3.65/3.86 92382[11:MRR:81977.3,92376.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.86 92383[11:MRR:81982.3,92377.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.86 92384[11:MRR:81981.3,92378.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.86 92385[11:MRR:81980.3,92379.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.86 92386[11:MRR:81978.3,92380.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.86 92387[12:Spt:92381.3] || -> pigeon_4_in_hole_3*. % 3.65/3.86 92388[12:MRR:83.1,92387.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.86 92389[12:MRR:78.0,92387.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.86 92390[12:MRR:73.0,92387.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.86 92392[12:MRR:84.1,92387.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.86 92393[12:MRR:67.0,92387.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.86 92394[12:MRR:92385.3,92388.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.86 92395[12:MRR:92384.3,92389.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 92396[12:MRR:92382.3,92390.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 92397[12:MRR:92383.3,92392.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 92398[12:MRR:92386.3,92393.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 92399[13:Spt:92394.3] || -> pigeon_5_in_hole_1*. % 3.65/3.86 92402[13:MRR:12.0,92399.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.86 92403[13:MRR:31.1,92399.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 92404[13:MRR:18.0,92399.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.86 92405[13:MRR:23.0,92399.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.86 92406[13:MRR:92398.3,92402.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 92407[13:MRR:92397.3,92403.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 92408[13:MRR:92396.3,92404.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 92409[13:MRR:92395.3,92405.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 92410[14:Spt:92406.0] || -> pigeon_1_in_hole_7*. % 3.65/3.86 92411[14:MRR:178.1,92410.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92412[14:MRR:177.1,92410.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92414[14:MRR:181.1,92410.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92416[14:MRR:92409.0,92411.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 92417[14:MRR:92408.0,92412.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.86 92418[14:MRR:92407.0,92414.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 92419[15:Spt:92416.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92420[15:MRR:156.0,92419.0] || pigeon_2_in_hole_6* -> . % 3.65/3.86 92422[15:MRR:164.1,92419.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92425[15:MRR:92417.0,92420.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 92429[15:MRR:131.1,92425.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 92431[15:MRR:92418.0,92422.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92436[15:MRR:92429.0,92431.0] || -> . % 3.65/3.86 92437[15:Spt:92436.0,92416.0,92419.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92438[15:Spt:92436.0,92416.1] || -> pigeon_3_in_hole_5*. % 3.65/3.86 92439[15:MRR:128.0,92438.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 92440[15:MRR:92417.1,92439.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92441[15:MRR:159.1,92440.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92445[15:MRR:92418.0,92441.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92447[15:MRR:136.0,136.1,92445.0,92438.0] || -> . % 3.65/3.86 92450[14:Spt:92447.0,92406.0,92410.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 92451[14:Spt:92447.0,92406.1,92406.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 92452[15:Spt:92451.0] || -> pigeon_1_in_hole_6*. % 3.65/3.86 92453[15:MRR:150.1,92452.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92454[15:MRR:149.1,92452.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92456[15:MRR:153.1,92452.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92458[15:MRR:92409.1,92453.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.86 92459[15:MRR:92408.1,92454.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.86 92460[15:MRR:92407.1,92456.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.86 92461[16:Spt:92458.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 92462[16:MRR:184.0,92461.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92464[16:MRR:192.1,92461.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92466[16:MRR:92459.0,92462.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 92469[16:MRR:131.1,92466.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 92472[16:MRR:92460.0,92464.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92477[16:MRR:92469.0,92472.0] || -> . % 3.65/3.86 92478[16:Spt:92477.0,92458.0,92461.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 92479[16:Spt:92477.0,92458.1] || -> pigeon_3_in_hole_5*. % 3.65/3.86 92480[16:MRR:128.0,92479.0] || pigeon_2_in_hole_5* -> . % 3.65/3.86 92481[16:MRR:92459.1,92480.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 92483[16:MRR:187.1,92481.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92485[16:MRR:92460.0,92483.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92488[16:MRR:136.0,136.1,92485.0,92479.0] || -> . % 3.65/3.86 92490[15:Spt:92488.0,92451.0,92452.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 92491[15:Spt:92488.0,92451.1] || -> pigeon_1_in_hole_5*. % 3.65/3.86 92492[15:MRR:121.1,92491.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 92493[15:MRR:92408.2,92492.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.86 92494[15:MRR:125.1,92491.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 92495[15:MRR:92407.2,92494.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.86 92496[15:MRR:122.1,92491.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 92497[15:MRR:92409.2,92496.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.86 92500[16:Spt:92493.0] || -> pigeon_2_in_hole_7*. % 3.65/3.86 92501[16:MRR:184.1,92500.0] || pigeon_3_in_hole_7* -> . % 3.65/3.86 92503[16:MRR:187.1,92500.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92505[16:MRR:92497.0,92501.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92507[16:MRR:164.1,92505.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92510[16:MRR:92495.0,92503.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92514[16:MRR:92507.0,92510.0] || -> . % 3.65/3.86 92515[16:Spt:92514.0,92493.0,92500.0] || pigeon_2_in_hole_7* -> . % 3.65/3.86 92516[16:Spt:92514.0,92493.1] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92517[16:MRR:156.1,92516.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92518[16:MRR:92497.1,92517.0] || -> pigeon_3_in_hole_7*. % 3.65/3.86 92520[16:MRR:192.1,92518.0] || pigeon_6_in_hole_7* -> . % 3.65/3.86 92522[16:MRR:92495.0,92520.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92525[16:MRR:159.0,159.1,92522.0,92516.0] || -> . % 3.65/3.86 92526[13:Spt:92525.0,92394.3,92399.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.86 92527[13:Spt:92525.0,92394.0,92394.1,92394.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 92528[14:Spt:92527.0] || -> pigeon_5_in_hole_7*. % 3.65/3.86 92529[14:MRR:186.0,92528.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92530[14:MRR:191.0,92528.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92532[14:MRR:199.1,92528.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.86 92533[14:MRR:180.0,92528.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 92534[14:MRR:92396.0,92529.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 92535[14:MRR:92395.0,92530.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 92536[14:MRR:92397.0,92532.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 92537[14:MRR:92398.0,92533.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 92538[15:Spt:92534.0] || -> pigeon_2_in_hole_6*. % 3.65/3.86 92539[15:MRR:156.1,92538.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92540[15:MRR:159.1,92538.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92543[15:MRR:149.0,92538.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 92544[15:MRR:92535.0,92539.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 92545[15:MRR:92536.0,92540.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 92546[15:MRR:92537.0,92543.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 92547[16:Spt:92544.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 92549[16:MRR:136.1,92547.0] || pigeon_6_in_hole_5* -> . % 3.65/3.86 92550[16:MRR:122.0,92547.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 92553[16:MRR:92545.0,92549.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 92556[16:MRR:13.0,92553.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 92559[16:MRR:92546.0,92550.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 92564[16:MRR:92556.0,92559.0] || -> . % 3.65/3.86 92565[16:Spt:92564.0,92544.0,92547.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 92566[16:Spt:92564.0,92544.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 92567[16:MRR:24.1,92566.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 92568[16:MRR:92545.1,92567.0] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92570[16:MRR:125.0,92568.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 92573[16:MRR:92546.0,92570.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 92574[16:MRR:10.0,10.1,92566.0,92573.0] || -> . % 3.65/3.86 92578[15:Spt:92574.0,92534.0,92538.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92579[15:Spt:92574.0,92534.1,92534.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 92580[16:Spt:92579.0] || -> pigeon_2_in_hole_5*. % 3.65/3.86 92581[16:MRR:128.1,92580.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.86 92582[16:MRR:131.1,92580.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.86 92583[16:MRR:121.0,92580.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.86 92586[16:MRR:92535.1,92581.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.86 92587[16:MRR:92536.1,92582.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.86 92588[16:MRR:92537.1,92583.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.86 92589[17:Spt:92586.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92591[17:MRR:164.1,92589.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92593[17:MRR:150.0,92589.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 92594[17:MRR:92587.0,92591.0] || -> pigeon_6_in_hole_1*. % 3.65/3.86 92597[17:MRR:13.0,92594.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 92600[17:MRR:92588.0,92593.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 92605[17:MRR:92597.0,92600.0] || -> . % 3.65/3.86 92606[17:Spt:92605.0,92586.0,92589.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92607[17:Spt:92605.0,92586.1] || -> pigeon_3_in_hole_1*. % 3.65/3.86 92608[17:MRR:24.1,92607.0] || pigeon_6_in_hole_1* -> . % 3.65/3.86 92609[17:MRR:92587.1,92608.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92612[17:MRR:153.0,92609.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 92613[17:MRR:92588.0,92612.0] || -> pigeon_1_in_hole_1*. % 3.65/3.86 92617[17:MRR:10.0,10.1,92607.0,92613.0] || -> . % 3.65/3.86 92618[16:Spt:92617.0,92579.0,92580.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.86 92619[16:Spt:92617.0,92579.1] || -> pigeon_2_in_hole_1*. % 3.65/3.86 92620[16:MRR:19.1,92619.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.86 92621[16:MRR:92536.2,92620.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.86 92622[16:MRR:9.0,92619.0] || pigeon_1_in_hole_1* -> . % 3.65/3.86 92623[16:MRR:92537.2,92622.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.86 92624[16:MRR:16.1,92619.0] || pigeon_3_in_hole_1* -> . % 3.65/3.86 92625[16:MRR:92535.2,92624.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.86 92628[17:Spt:92621.0] || -> pigeon_6_in_hole_6*. % 3.65/3.86 92629[17:MRR:164.0,92628.0] || pigeon_3_in_hole_6* -> . % 3.65/3.86 92630[17:MRR:153.0,92628.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 92633[17:MRR:92625.0,92629.0] || -> pigeon_3_in_hole_5*. % 3.65/3.86 92636[17:MRR:122.0,92633.0] || pigeon_1_in_hole_5* -> . % 3.65/3.86 92638[17:MRR:92623.0,92630.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 92642[17:MRR:92636.0,92638.0] || -> . % 3.65/3.86 92643[17:Spt:92642.0,92621.0,92628.0] || pigeon_6_in_hole_6* -> . % 3.65/3.86 92644[17:Spt:92642.0,92621.1] || -> pigeon_6_in_hole_5*. % 3.65/3.86 92645[17:MRR:136.0,92644.0] || pigeon_3_in_hole_5* -> . % 3.65/3.86 92646[17:MRR:92625.1,92645.0] || -> pigeon_3_in_hole_6*. % 3.65/3.86 92647[17:MRR:150.0,92646.0] || pigeon_1_in_hole_6* -> . % 3.65/3.86 92650[17:MRR:92623.0,92647.0] || -> pigeon_1_in_hole_5*. % 3.65/3.86 92653[17:MRR:125.0,125.1,92644.0,92650.0] || -> . % 3.65/3.86 92654[14:Spt:92653.0,92527.0,92528.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.86 92655[14:Spt:92653.0,92527.1,92527.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.86 92656[15:Spt:92655.0] || -> pigeon_5_in_hole_6*. % 3.65/3.86 92657[15:MRR:171.1,92656.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.86 92658[15:MRR:163.0,92656.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.86 92659[15:MRR:152.0,92656.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.86 92661[15:MRR:158.0,92656.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.86 92662[15:MRR:92397.1,92657.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.86 92663[15:MRR:92395.1,92658.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.86 92664[15:MRR:92398.1,92659.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.86 92665[15:MRR:92396.1,92661.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.86 92666[16:Spt:92662.0] || -> pigeon_6_in_hole_7*. % 3.65/3.86 92667[16:MRR:187.0,92666.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.86 92668[16:MRR:192.0,92666.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.86 92670[16:MRR:181.0,92666.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.86 92671[16:MRR:92665.0,92667.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 92672[16:MRR:92663.0,92668.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 92673[16:MRR:92664.0,92670.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 92674[17:Spt:92671.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 92677[17:MRR:121.0,92674.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 92679[17:MRR:128.1,92674.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 92680[17:MRR:92673.0,92677.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 92685[17:MRR:10.1,92680.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 92686[17:MRR:92672.0,92679.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92691[17:MRR:92685.0,92686.0] || -> . % 3.65/3.87 92692[17:Spt:92691.0,92671.0,92674.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 92693[17:Spt:92691.0,92671.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92694[17:MRR:9.0,92693.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 92695[17:MRR:92673.1,92694.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 92698[17:MRR:122.1,92695.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 92700[17:MRR:92672.0,92698.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92703[17:MRR:16.0,16.1,92700.0,92693.0] || -> . % 3.65/3.87 92705[16:Spt:92703.0,92662.0,92666.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 92706[16:Spt:92703.0,92662.1,92662.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 92707[17:Spt:92706.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 92708[17:MRR:131.0,92707.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 92709[17:MRR:125.0,92707.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 92712[17:MRR:136.0,92707.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 92713[17:MRR:92665.1,92708.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 92714[17:MRR:92664.1,92709.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 92715[17:MRR:92663.1,92712.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 92716[18:Spt:92713.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 92718[18:MRR:184.1,92716.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 92719[18:MRR:177.0,92716.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92720[18:MRR:92715.0,92718.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92721[18:MRR:10.0,92720.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 92726[18:MRR:92714.0,92719.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 92731[18:MRR:92721.0,92726.0] || -> . % 3.65/3.87 92732[18:Spt:92731.0,92713.0,92716.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92733[18:Spt:92731.0,92713.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92734[18:MRR:16.1,92733.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 92735[18:MRR:92715.1,92734.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 92737[18:MRR:178.0,92735.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92738[18:MRR:92714.0,92737.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 92742[18:MRR:9.0,9.1,92733.0,92738.0] || -> . % 3.65/3.87 92743[17:Spt:92742.0,92706.0,92707.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 92744[17:Spt:92742.0,92706.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 92745[17:MRR:24.0,92744.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 92746[17:MRR:92663.2,92745.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 92747[17:MRR:13.0,92744.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 92748[17:MRR:92664.2,92747.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 92751[17:MRR:19.0,92744.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 92752[17:MRR:92665.2,92751.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.87 92753[18:Spt:92746.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 92754[18:MRR:184.0,92753.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92755[18:MRR:178.0,92753.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92757[18:MRR:92752.0,92754.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 92759[18:MRR:121.0,92757.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 92762[18:MRR:92748.0,92755.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 92766[18:MRR:92759.0,92762.0] || -> . % 3.65/3.87 92767[18:Spt:92766.0,92746.0,92753.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 92768[18:Spt:92766.0,92746.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 92769[18:MRR:128.0,92768.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 92770[18:MRR:92752.1,92769.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 92771[18:MRR:177.0,92770.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92773[18:MRR:92748.0,92771.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 92776[18:MRR:122.0,122.1,92768.0,92773.0] || -> . % 3.65/3.87 92777[15:Spt:92776.0,92655.0,92656.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 92778[15:Spt:92776.0,92655.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 92779[15:MRR:130.0,92778.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 92780[15:MRR:124.0,92778.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 92781[15:MRR:135.0,92778.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 92783[15:MRR:143.1,92778.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 92784[15:MRR:92397.2,92783.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 92785[15:MRR:92395.2,92781.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 92786[15:MRR:92398.2,92780.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 92787[15:MRR:92396.2,92779.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 92788[16:Spt:92784.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 92789[16:MRR:181.0,92788.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 92791[16:MRR:192.0,92788.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 92792[16:MRR:187.0,92788.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 92793[16:MRR:92786.0,92789.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 92794[16:MRR:92785.0,92791.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 92795[16:MRR:92787.0,92792.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 92796[17:Spt:92793.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 92798[17:MRR:150.1,92796.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 92800[17:MRR:149.1,92796.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 92801[17:MRR:92794.0,92798.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92803[17:MRR:16.0,92801.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 92807[17:MRR:92795.0,92800.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92812[17:MRR:92803.0,92807.0] || -> . % 3.65/3.87 92813[17:Spt:92812.0,92793.0,92796.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 92814[17:Spt:92812.0,92793.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 92815[17:MRR:10.1,92814.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 92816[17:MRR:92794.1,92815.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 92819[17:MRR:156.0,92816.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 92820[17:MRR:92795.0,92819.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92824[17:MRR:9.0,9.1,92820.0,92814.0] || -> . % 3.65/3.87 92825[16:Spt:92824.0,92784.0,92788.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 92826[16:Spt:92824.0,92784.1,92784.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 92827[17:Spt:92826.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 92828[17:MRR:153.0,92827.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 92829[17:MRR:164.0,92827.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 92831[17:MRR:159.0,92827.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 92832[17:MRR:92786.1,92828.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 92833[17:MRR:92785.1,92829.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 92834[17:MRR:92787.1,92831.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 92835[18:Spt:92832.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 92836[18:MRR:178.1,92835.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 92837[18:MRR:177.1,92835.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92839[18:MRR:92833.0,92836.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92843[18:MRR:16.0,92839.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 92845[18:MRR:92834.0,92837.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92850[18:MRR:92843.0,92845.0] || -> . % 3.65/3.87 92851[18:Spt:92850.0,92832.0,92835.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92852[18:Spt:92850.0,92832.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 92853[18:MRR:10.1,92852.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 92854[18:MRR:92833.1,92853.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 92856[18:MRR:184.0,92854.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92857[18:MRR:92834.0,92856.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 92858[18:MRR:9.0,9.1,92857.0,92852.0] || -> . % 3.65/3.87 92862[17:Spt:92858.0,92826.0,92827.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 92863[17:Spt:92858.0,92826.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 92864[17:MRR:24.0,92863.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 92865[17:MRR:92785.2,92864.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 92866[17:MRR:19.0,92863.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 92867[17:MRR:92787.2,92866.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 92868[17:MRR:13.0,92863.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 92869[17:MRR:92786.2,92868.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 92872[18:Spt:92865.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 92873[18:MRR:178.0,92872.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 92874[18:MRR:184.0,92872.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92876[18:MRR:92869.0,92873.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 92877[18:MRR:149.1,92876.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 92880[18:MRR:92867.0,92874.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 92883[18:MRR:92877.0,92880.0] || -> . % 3.65/3.87 92884[18:Spt:92883.0,92865.0,92872.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 92885[18:Spt:92883.0,92865.1] || -> pigeon_3_in_hole_6*. % 3.65/3.87 92886[18:MRR:150.0,92885.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 92887[18:MRR:92869.1,92886.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 92889[18:MRR:177.1,92887.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 92890[18:MRR:92867.0,92889.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 92892[18:MRR:156.0,156.1,92885.0,92890.0] || -> . % 3.65/3.87 92893[12:Spt:92892.0,92381.3,92387.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 92894[12:Spt:92892.0,92381.0,92381.1,92381.2,92381.4] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.87 92895[13:Spt:92894.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 92896[13:MRR:190.0,92895.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 92897[13:MRR:179.0,92895.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 92898[13:MRR:185.0,92895.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 92899[13:MRR:196.1,92895.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 92900[13:MRR:195.1,92895.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 92901[13:MRR:92384.0,92896.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 92902[13:MRR:92386.0,92897.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 92903[13:MRR:92382.0,92898.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 92904[13:MRR:92383.0,92899.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 92905[13:MRR:92385.0,92900.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 92906[14:Spt:92901.3] || -> pigeon_3_in_hole_1*. % 3.65/3.87 92907[14:MRR:24.1,92906.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 92908[14:MRR:10.0,92906.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 92909[14:MRR:16.0,92906.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 92912[14:MRR:23.1,92906.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 92913[14:MRR:92904.3,92907.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 92914[14:MRR:92902.3,92908.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 92915[14:MRR:92903.3,92909.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 92916[14:MRR:92905.3,92912.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 92917[15:Spt:92913.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 92918[15:MRR:159.0,92917.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 92921[15:MRR:153.0,92917.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 92922[15:MRR:171.0,92917.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 92923[15:MRR:92915.0,92918.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 92924[15:MRR:92914.0,92921.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 92925[15:MRR:92916.0,92922.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 92926[16:Spt:92923.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 92927[16:MRR:130.1,92926.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 92930[16:MRR:121.0,92926.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 92932[16:MRR:92925.0,92927.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 92937[16:MRR:68.0,92932.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 92938[16:MRR:92924.0,92930.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 92943[16:MRR:92937.0,92938.0] || -> . % 3.65/3.87 92944[16:Spt:92943.0,92923.0,92926.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 92945[16:Spt:92943.0,92923.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 92946[16:MRR:74.1,92945.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 92947[16:MRR:92925.1,92946.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 92948[16:MRR:124.0,92947.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 92952[16:MRR:92924.0,92948.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 92955[16:MRR:65.0,65.1,92945.0,92952.0] || -> . % 3.65/3.87 92957[15:Spt:92955.0,92913.0,92917.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 92958[15:Spt:92955.0,92913.1,92913.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 92959[16:Spt:92958.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 92960[16:MRR:131.0,92959.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 92961[16:MRR:143.0,92959.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 92964[16:MRR:125.0,92959.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 92965[16:MRR:92915.1,92960.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 92966[16:MRR:92916.1,92961.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 92967[16:MRR:92914.1,92964.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 92968[17:Spt:92965.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 92969[17:MRR:149.0,92968.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 92972[17:MRR:158.1,92968.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 92973[17:MRR:92967.0,92969.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 92974[17:MRR:68.1,92973.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 92979[17:MRR:92966.0,92972.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 92984[17:MRR:92974.0,92979.0] || -> . % 3.65/3.87 92985[17:Spt:92984.0,92965.0,92968.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 92986[17:Spt:92984.0,92965.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 92987[17:MRR:65.0,92986.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 92988[17:MRR:92967.1,92987.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 92991[17:MRR:152.1,92988.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 92992[17:MRR:92966.0,92991.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 92996[17:MRR:74.0,74.1,92992.0,92986.0] || -> . % 3.65/3.87 92997[16:Spt:92996.0,92958.0,92959.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 92998[16:Spt:92996.0,92958.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 92999[16:MRR:69.0,92998.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93000[16:MRR:92914.2,92999.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 93001[16:MRR:87.0,92998.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93002[16:MRR:92916.2,93001.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 93004[16:MRR:75.0,92998.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93005[16:MRR:92915.2,93004.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 93007[17:Spt:93000.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 93008[17:MRR:149.1,93007.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93009[17:MRR:152.1,93007.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 93012[17:MRR:93005.0,93008.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93016[17:MRR:130.1,93012.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93017[17:MRR:93002.0,93009.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93021[17:MRR:93016.0,93017.0] || -> . % 3.65/3.87 93022[17:Spt:93021.0,93000.0,93007.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93023[17:Spt:93021.0,93000.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93024[17:MRR:121.1,93023.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 93025[17:MRR:93005.1,93024.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93026[17:MRR:158.1,93025.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 93029[17:MRR:93002.0,93026.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93030[17:MRR:124.0,124.1,93029.0,93023.0] || -> . % 3.65/3.87 93033[14:Spt:93030.0,92901.3,92906.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 93034[14:Spt:93030.0,92901.0,92901.1,92901.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 93035[15:Spt:93034.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 93036[15:MRR:150.0,93035.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 93037[15:MRR:156.0,93035.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 93038[15:MRR:163.1,93035.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 93040[15:MRR:164.1,93035.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 93041[15:MRR:92902.0,93036.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93042[15:MRR:92903.0,93037.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93043[15:MRR:92905.0,93038.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93044[15:MRR:92904.0,93040.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93045[16:Spt:93041.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93046[16:MRR:121.1,93045.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 93047[16:MRR:124.1,93045.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93050[16:MRR:125.1,93045.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93051[16:MRR:93042.0,93046.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93052[16:MRR:93043.0,93047.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93053[16:MRR:93044.0,93050.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93054[17:Spt:93051.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93056[17:MRR:74.1,93054.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93057[17:MRR:75.1,93054.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93060[17:MRR:93052.0,93056.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93061[17:MRR:31.1,93060.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93066[17:MRR:93053.0,93057.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93071[17:MRR:93061.0,93066.0] || -> . % 3.65/3.87 93072[17:Spt:93071.0,93051.0,93054.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93073[17:Spt:93071.0,93051.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93074[17:MRR:18.1,93073.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93075[17:MRR:93052.1,93074.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93077[17:MRR:87.1,93075.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93080[17:MRR:93053.0,93077.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93084[17:MRR:19.0,19.1,93080.0,93073.0] || -> . % 3.65/3.87 93085[16:Spt:93084.0,93041.0,93045.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93086[16:Spt:93084.0,93041.1,93041.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93087[17:Spt:93086.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93088[17:MRR:65.1,93087.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 93089[17:MRR:68.1,93087.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93090[17:MRR:69.1,93087.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93093[17:MRR:93042.1,93088.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 93094[17:MRR:93043.1,93089.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93095[17:MRR:93044.1,93090.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93096[18:Spt:93093.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93097[18:MRR:130.1,93096.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93100[18:MRR:131.1,93096.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93101[18:MRR:93094.0,93097.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93106[18:MRR:31.1,93101.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93107[18:MRR:93095.0,93100.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93112[18:MRR:93106.0,93107.0] || -> . % 3.65/3.87 93113[18:Spt:93112.0,93093.0,93096.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 93114[18:Spt:93112.0,93093.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93115[18:MRR:18.1,93114.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93116[18:MRR:93094.1,93115.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93119[18:MRR:143.1,93116.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93120[18:MRR:93095.0,93119.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93121[18:MRR:19.0,19.1,93120.0,93114.0] || -> . % 3.65/3.87 93125[17:Spt:93121.0,93086.0,93087.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93126[17:Spt:93121.0,93086.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93127[17:MRR:12.1,93126.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 93128[17:MRR:93043.2,93127.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 93129[17:MRR:13.1,93126.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93130[17:MRR:93044.2,93129.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 93131[17:MRR:9.1,93126.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 93132[17:MRR:93042.2,93131.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 93135[18:Spt:93128.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93136[18:MRR:130.0,93135.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 93137[18:MRR:143.1,93135.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93140[18:MRR:93132.0,93136.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93143[18:MRR:75.1,93140.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93145[18:MRR:93130.0,93137.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93149[18:MRR:93143.0,93145.0] || -> . % 3.65/3.87 93150[18:Spt:93149.0,93128.0,93135.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93151[18:Spt:93149.0,93128.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93152[18:MRR:74.0,93151.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93153[18:MRR:93132.1,93152.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93154[18:MRR:131.1,93153.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93157[18:MRR:93130.0,93154.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93160[18:MRR:87.0,87.1,93157.0,93151.0] || -> . % 3.65/3.87 93161[15:Spt:93160.0,93034.0,93035.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 93162[15:Spt:93160.0,93034.1,93034.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 93163[16:Spt:93162.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93164[16:MRR:135.1,93163.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93165[16:MRR:128.0,93163.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 93166[16:MRR:136.1,93163.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93168[16:MRR:122.0,93163.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93169[16:MRR:92905.1,93164.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93170[16:MRR:92903.1,93165.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93171[16:MRR:92904.1,93166.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93172[16:MRR:92902.1,93168.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93173[17:Spt:93169.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 93174[17:MRR:152.0,93173.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 93175[17:MRR:158.0,93173.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 93177[17:MRR:171.1,93173.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 93178[17:MRR:93172.0,93174.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93179[17:MRR:93170.0,93175.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93180[17:MRR:93171.0,93177.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93181[18:Spt:93178.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93184[18:MRR:69.1,93181.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93186[18:MRR:65.1,93181.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93187[18:MRR:93180.0,93184.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93190[18:MRR:19.0,93187.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 93193[18:MRR:93179.0,93186.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93198[18:MRR:93190.0,93193.0] || -> . % 3.65/3.87 93199[18:Spt:93198.0,93178.0,93181.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93200[18:Spt:93198.0,93178.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93201[18:MRR:13.1,93200.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93202[18:MRR:93180.1,93201.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93205[18:MRR:75.0,93202.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93207[18:MRR:93179.0,93205.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93210[18:MRR:9.0,9.1,93207.0,93200.0] || -> . % 3.65/3.87 93212[17:Spt:93210.0,93169.0,93173.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 93213[17:Spt:93210.0,93169.1,93169.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93214[18:Spt:93213.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93215[18:MRR:68.0,93214.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93216[18:MRR:87.1,93214.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93219[18:MRR:74.0,93214.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 93220[18:MRR:93172.1,93215.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 93221[18:MRR:93171.1,93216.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 93222[18:MRR:93170.1,93219.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 93223[19:Spt:93220.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 93225[19:MRR:149.1,93223.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93226[19:MRR:153.1,93223.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93227[19:MRR:93222.0,93225.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93228[19:MRR:19.1,93227.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93233[19:MRR:93221.0,93226.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93238[19:MRR:93228.0,93233.0] || -> . % 3.65/3.87 93239[19:Spt:93238.0,93220.0,93223.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93240[19:Spt:93238.0,93220.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93241[19:MRR:9.1,93240.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 93242[19:MRR:93222.1,93241.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93244[19:MRR:159.1,93242.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93245[19:MRR:93221.0,93244.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93249[19:MRR:13.0,13.1,93245.0,93240.0] || -> . % 3.65/3.87 93250[18:Spt:93249.0,93213.0,93214.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93251[18:Spt:93249.0,93213.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93252[18:MRR:18.0,93251.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 93253[18:MRR:93170.2,93252.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 93254[18:MRR:31.1,93251.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93255[18:MRR:93171.2,93254.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 93258[18:MRR:12.0,93251.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93259[18:MRR:93172.2,93258.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 93260[19:Spt:93253.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93261[19:MRR:149.0,93260.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93262[19:MRR:159.1,93260.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93264[19:MRR:93259.0,93261.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93266[19:MRR:69.1,93264.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93269[19:MRR:93255.0,93262.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93273[19:MRR:93266.0,93269.0] || -> . % 3.65/3.87 93274[19:Spt:93273.0,93253.0,93260.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93275[19:Spt:93273.0,93253.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93276[19:MRR:65.0,93275.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93277[19:MRR:93259.1,93276.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 93278[19:MRR:153.1,93277.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93280[19:MRR:93255.0,93278.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93283[19:MRR:75.0,75.1,93280.0,93275.0] || -> . % 3.65/3.87 93284[16:Spt:93283.0,93162.0,93163.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93285[16:Spt:93283.0,93162.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93286[16:MRR:66.0,93285.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93287[16:MRR:80.1,93285.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93288[16:MRR:72.0,93285.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 93290[16:MRR:79.1,93285.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93291[16:MRR:92905.2,93290.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93292[16:MRR:92903.2,93288.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 93293[16:MRR:92904.2,93287.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93294[16:MRR:92902.2,93286.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 93295[17:Spt:93291.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 93296[17:MRR:171.1,93295.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 93298[17:MRR:158.0,93295.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 93299[17:MRR:152.0,93295.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 93300[17:MRR:93293.0,93296.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93301[17:MRR:93292.0,93298.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 93302[17:MRR:93294.0,93299.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 93303[18:Spt:93300.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93305[18:MRR:131.0,93303.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 93307[18:MRR:125.0,93303.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93308[18:MRR:93301.0,93305.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93310[18:MRR:9.0,93308.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93314[18:MRR:93302.0,93307.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93319[18:MRR:93310.0,93314.0] || -> . % 3.65/3.87 93320[18:Spt:93319.0,93300.0,93303.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93321[18:Spt:93319.0,93300.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93322[18:MRR:19.0,93321.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 93323[18:MRR:93301.1,93322.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93326[18:MRR:121.0,93323.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93327[18:MRR:93302.0,93326.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93331[18:MRR:13.0,13.1,93321.0,93327.0] || -> . % 3.65/3.87 93332[17:Spt:93331.0,93291.0,93295.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 93333[17:Spt:93331.0,93291.1,93291.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93334[18:Spt:93333.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93335[18:MRR:143.1,93334.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93336[18:MRR:130.0,93334.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 93338[18:MRR:124.0,93334.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93339[18:MRR:93293.1,93335.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 93340[18:MRR:93292.1,93336.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 93341[18:MRR:93294.1,93338.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 93342[19:Spt:93339.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 93343[19:MRR:159.0,93342.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93344[19:MRR:153.0,93342.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93346[19:MRR:93340.0,93343.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93350[19:MRR:9.0,93346.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93352[19:MRR:93341.0,93344.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93357[19:MRR:93350.0,93352.0] || -> . % 3.65/3.87 93358[19:Spt:93357.0,93339.0,93342.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93359[19:Spt:93357.0,93339.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93360[19:MRR:19.0,93359.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 93361[19:MRR:93340.1,93360.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93363[19:MRR:149.0,93361.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93364[19:MRR:93341.0,93363.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93365[19:MRR:13.0,13.1,93359.0,93364.0] || -> . % 3.65/3.87 93369[18:Spt:93365.0,93333.0,93334.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93370[18:Spt:93365.0,93333.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93371[18:MRR:18.0,93370.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 93372[18:MRR:93292.2,93371.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 93373[18:MRR:12.0,93370.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93374[18:MRR:93294.2,93373.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 93375[18:MRR:31.1,93370.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93376[18:MRR:93293.2,93375.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 93379[19:Spt:93372.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93380[19:MRR:159.1,93379.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93381[19:MRR:149.0,93379.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93383[19:MRR:93376.0,93380.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93384[19:MRR:125.0,93383.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93387[19:MRR:93374.0,93381.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93390[19:MRR:93384.0,93387.0] || -> . % 3.65/3.87 93391[19:Spt:93390.0,93372.0,93379.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93392[19:Spt:93390.0,93372.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93393[19:MRR:131.1,93392.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93394[19:MRR:93376.1,93393.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 93396[19:MRR:153.0,93394.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93397[19:MRR:93374.0,93396.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93399[19:MRR:121.0,121.1,93392.0,93397.0] || -> . % 3.65/3.87 93400[13:Spt:93399.0,92894.0,92895.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 93401[13:Spt:93399.0,92894.1,92894.2,92894.3] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.87 93402[14:Spt:93401.0] || -> pigeon_4_in_hole_6*. % 3.65/3.87 93403[14:MRR:157.0,93402.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 93404[14:MRR:168.1,93402.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 93405[14:MRR:151.0,93402.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 93406[14:MRR:167.1,93402.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 93407[14:MRR:162.0,93402.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 93408[14:MRR:92382.1,93403.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93409[14:MRR:92383.1,93404.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93410[14:MRR:92386.1,93405.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93411[14:MRR:92385.1,93406.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93412[14:MRR:92384.1,93407.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93413[15:Spt:93408.3] || -> pigeon_2_in_hole_1*. % 3.65/3.87 93414[15:MRR:18.1,93413.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 93415[15:MRR:19.1,93413.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 93416[15:MRR:9.0,93413.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 93419[15:MRR:16.1,93413.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 93420[15:MRR:93411.3,93414.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 93421[15:MRR:93409.3,93415.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 93422[15:MRR:93410.3,93416.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 93423[15:MRR:93412.3,93419.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 93424[16:Spt:93420.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93425[16:MRR:124.0,93424.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93428[16:MRR:143.1,93424.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93429[16:MRR:135.0,93424.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93430[16:MRR:93422.1,93425.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 93431[16:MRR:93421.1,93428.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.87 93432[16:MRR:93423.1,93429.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.87 93433[17:Spt:93430.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93434[17:MRR:66.1,93433.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93437[17:MRR:69.1,93433.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93439[17:MRR:93432.1,93434.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93442[17:MRR:192.1,93439.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 93444[17:MRR:93431.1,93437.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 93448[17:MRR:93442.0,93444.0] || -> . % 3.65/3.87 93449[17:Spt:93448.0,93430.1,93433.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93450[17:Spt:93448.0,93430.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93451[17:MRR:178.1,93450.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93452[17:MRR:93432.0,93451.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93453[17:MRR:80.1,93452.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93457[17:MRR:93431.1,93453.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 93460[17:MRR:181.0,181.1,93457.0,93450.0] || -> . % 3.65/3.87 93461[16:Spt:93460.0,93420.1,93424.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93462[16:Spt:93460.0,93420.0,93420.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.87 93463[17:Spt:93462.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 93464[17:MRR:191.0,93463.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 93465[17:MRR:199.1,93463.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 93467[17:MRR:180.0,93463.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 93468[17:MRR:93423.0,93464.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 93469[17:MRR:93421.0,93465.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 93470[17:MRR:93422.0,93467.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 93471[18:Spt:93468.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93472[18:MRR:122.0,93471.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93475[18:MRR:136.1,93471.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93476[18:MRR:93470.0,93472.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93478[18:MRR:69.1,93476.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93482[18:MRR:93469.0,93475.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93487[18:MRR:93478.0,93482.0] || -> . % 3.65/3.87 93488[18:Spt:93487.0,93468.0,93471.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 93489[18:Spt:93487.0,93468.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93490[18:MRR:66.0,93489.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93491[18:MRR:93470.1,93490.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93492[18:MRR:125.1,93491.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93495[18:MRR:93469.0,93492.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93499[18:MRR:80.0,80.1,93495.0,93489.0] || -> . % 3.65/3.87 93500[17:Spt:93499.0,93462.0,93463.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 93501[17:Spt:93499.0,93462.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93502[17:MRR:68.0,93501.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93503[17:MRR:93422.2,93502.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 93504[17:MRR:87.1,93501.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93505[17:MRR:93421.2,93504.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 93506[17:MRR:79.0,93501.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93507[17:MRR:93423.2,93506.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 93510[18:Spt:93503.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93511[18:MRR:178.1,93510.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93512[18:MRR:181.1,93510.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 93514[18:MRR:93507.0,93511.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93515[18:MRR:136.1,93514.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93519[18:MRR:93505.0,93512.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93523[18:MRR:93515.0,93519.0] || -> . % 3.65/3.87 93524[18:Spt:93523.0,93503.0,93510.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93525[18:Spt:93523.0,93503.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93526[18:MRR:122.1,93525.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 93527[18:MRR:93507.1,93526.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93528[18:MRR:192.1,93527.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 93530[18:MRR:93505.0,93528.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93533[18:MRR:125.0,125.1,93530.0,93525.0] || -> . % 3.65/3.87 93534[15:Spt:93533.0,93408.3,93413.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 93535[15:Spt:93533.0,93408.0,93408.1,93408.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 93536[16:Spt:93535.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 93537[16:MRR:177.0,93536.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 93538[16:MRR:184.1,93536.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 93539[16:MRR:187.1,93536.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 93540[16:MRR:186.1,93536.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 93541[16:MRR:93410.0,93537.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93542[16:MRR:93412.0,93538.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93543[16:MRR:93409.0,93539.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93544[16:MRR:93411.0,93540.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93545[17:Spt:93541.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93546[17:MRR:122.1,93545.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93547[17:MRR:125.1,93545.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93550[17:MRR:124.1,93545.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93551[17:MRR:93542.0,93546.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93552[17:MRR:93543.0,93547.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93553[17:MRR:93544.0,93550.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93554[18:Spt:93551.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93556[18:MRR:80.1,93554.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93557[18:MRR:79.1,93554.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93560[18:MRR:93552.0,93556.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93561[18:MRR:31.0,93560.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93566[18:MRR:93553.0,93557.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93571[18:MRR:93561.0,93566.0] || -> . % 3.65/3.87 93572[18:Spt:93571.0,93551.0,93554.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93573[18:Spt:93571.0,93551.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93574[18:MRR:24.1,93573.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93575[18:MRR:93552.1,93574.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93577[18:MRR:87.0,93575.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93580[18:MRR:93553.0,93577.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93581[18:MRR:23.0,23.1,93580.0,93573.0] || -> . % 3.65/3.87 93585[17:Spt:93581.0,93541.0,93545.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93586[17:Spt:93581.0,93541.1,93541.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93587[18:Spt:93586.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93588[18:MRR:66.1,93587.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 93589[18:MRR:69.1,93587.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93590[18:MRR:68.1,93587.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93593[18:MRR:93542.1,93588.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 93594[18:MRR:93543.1,93589.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93595[18:MRR:93544.1,93590.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93596[19:Spt:93593.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93599[19:MRR:136.1,93596.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93600[19:MRR:135.1,93596.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93601[19:MRR:93594.0,93599.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93606[19:MRR:31.0,93601.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93607[19:MRR:93595.0,93600.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93612[19:MRR:93606.0,93607.0] || -> . % 3.65/3.87 93613[19:Spt:93612.0,93593.0,93596.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 93614[19:Spt:93612.0,93593.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93615[19:MRR:24.1,93614.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 93616[19:MRR:93594.1,93615.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93619[19:MRR:143.0,93616.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93620[19:MRR:93595.0,93619.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93624[19:MRR:23.0,23.1,93620.0,93614.0] || -> . % 3.65/3.87 93625[18:Spt:93624.0,93586.0,93587.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93626[18:Spt:93624.0,93586.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93627[18:MRR:13.1,93626.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 93628[18:MRR:93543.2,93627.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 93629[18:MRR:12.1,93626.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93630[18:MRR:93544.2,93629.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 93631[18:MRR:10.1,93626.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 93632[18:MRR:93542.2,93631.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 93635[19:Spt:93628.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93636[19:MRR:136.0,93635.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 93637[19:MRR:143.0,93635.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93640[19:MRR:93632.0,93636.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93643[19:MRR:79.1,93640.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93645[19:MRR:93630.0,93637.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93649[19:MRR:93643.0,93645.0] || -> . % 3.65/3.87 93650[19:Spt:93649.0,93628.0,93635.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 93651[19:Spt:93649.0,93628.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93652[19:MRR:80.0,93651.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93653[19:MRR:93632.1,93652.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93654[19:MRR:135.1,93653.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93657[19:MRR:93630.0,93654.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93660[19:MRR:87.0,87.1,93651.0,93657.0] || -> . % 3.65/3.87 93661[16:Spt:93660.0,93535.0,93536.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 93662[16:Spt:93660.0,93535.1,93535.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 93663[17:Spt:93662.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 93664[17:MRR:131.1,93663.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93665[17:MRR:128.1,93663.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93666[17:MRR:130.1,93663.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93668[17:MRR:121.0,93663.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93669[17:MRR:93409.1,93664.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93670[17:MRR:93412.1,93665.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93671[17:MRR:93411.1,93666.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93672[17:MRR:93410.1,93668.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93673[18:Spt:93669.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 93674[18:MRR:181.0,93673.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 93675[18:MRR:192.0,93673.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 93676[18:MRR:199.0,93673.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 93677[18:MRR:93672.0,93674.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93678[18:MRR:93670.0,93675.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93679[18:MRR:93671.0,93676.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93680[19:Spt:93677.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93683[19:MRR:68.1,93680.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93685[19:MRR:66.1,93680.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93686[19:MRR:93679.0,93683.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93691[19:MRR:23.0,93686.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 93692[19:MRR:93678.0,93685.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93697[19:MRR:93691.0,93692.0] || -> . % 3.65/3.87 93698[19:Spt:93697.0,93677.0,93680.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93699[19:Spt:93697.0,93677.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93700[19:MRR:12.1,93699.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93701[19:MRR:93679.1,93700.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93704[19:MRR:79.0,93701.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 93706[19:MRR:93678.0,93704.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93709[19:MRR:10.0,10.1,93706.0,93699.0] || -> . % 3.65/3.87 93711[18:Spt:93709.0,93669.0,93673.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 93712[18:Spt:93709.0,93669.1,93669.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93713[19:Spt:93712.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93714[19:MRR:69.0,93713.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93715[19:MRR:87.0,93713.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93718[19:MRR:80.0,93713.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 93719[19:MRR:93672.1,93714.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 93720[19:MRR:93671.1,93715.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.87 93721[19:MRR:93670.1,93718.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 93722[20:Spt:93719.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93723[20:MRR:178.1,93722.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93724[20:MRR:180.1,93722.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93725[20:MRR:93721.0,93723.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93726[20:MRR:23.1,93725.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93731[20:MRR:93720.0,93724.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93736[20:MRR:93726.0,93731.0] || -> . % 3.65/3.87 93737[20:Spt:93736.0,93719.0,93722.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93738[20:Spt:93736.0,93719.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93739[20:MRR:10.1,93738.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 93740[20:MRR:93721.1,93739.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93741[20:MRR:191.1,93740.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93742[20:MRR:93720.0,93741.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93746[20:MRR:12.0,12.1,93742.0,93738.0] || -> . % 3.65/3.87 93747[19:Spt:93746.0,93712.0,93713.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93748[19:Spt:93746.0,93712.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93749[19:MRR:24.0,93748.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 93750[19:MRR:93670.2,93749.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.87 93751[19:MRR:31.0,93748.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93752[19:MRR:93671.2,93751.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.87 93755[19:MRR:13.0,93748.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93756[19:MRR:93672.2,93755.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 93757[20:Spt:93750.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93758[20:MRR:178.0,93757.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93759[20:MRR:191.1,93757.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93760[20:MRR:93756.0,93758.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93762[20:MRR:68.1,93760.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 93765[20:MRR:93752.0,93759.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93769[20:MRR:93762.0,93765.0] || -> . % 3.65/3.87 93770[20:Spt:93769.0,93750.0,93757.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93771[20:Spt:93769.0,93750.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93772[20:MRR:66.0,93771.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 93773[20:MRR:93756.1,93772.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93774[20:MRR:180.1,93773.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93775[20:MRR:93752.0,93774.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 93778[20:MRR:79.0,79.1,93775.0,93771.0] || -> . % 3.65/3.87 93779[17:Spt:93778.0,93662.0,93663.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 93780[17:Spt:93778.0,93662.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93781[17:MRR:65.0,93780.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93782[17:MRR:74.1,93780.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 93783[17:MRR:72.1,93780.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 93785[17:MRR:75.1,93780.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93786[17:MRR:93409.2,93785.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93787[17:MRR:93412.2,93783.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 93788[17:MRR:93411.2,93782.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93789[17:MRR:93410.2,93781.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 93790[18:Spt:93786.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 93791[18:MRR:199.0,93790.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 93792[18:MRR:192.0,93790.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 93793[18:MRR:181.0,93790.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 93794[18:MRR:93788.0,93791.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 93795[18:MRR:93787.0,93792.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 93796[18:MRR:93789.0,93793.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 93797[19:Spt:93794.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93799[19:MRR:135.0,93797.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 93801[19:MRR:124.0,93797.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93802[19:MRR:93795.0,93799.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93804[19:MRR:10.0,93802.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93808[19:MRR:93796.0,93801.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93813[19:MRR:93804.0,93808.0] || -> . % 3.65/3.87 93814[19:Spt:93813.0,93794.0,93797.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93815[19:Spt:93813.0,93794.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93816[19:MRR:23.0,93815.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 93817[19:MRR:93795.1,93816.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93820[19:MRR:122.0,93817.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93821[19:MRR:93796.0,93820.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93825[19:MRR:12.0,12.1,93815.0,93821.0] || -> . % 3.65/3.87 93826[18:Spt:93825.0,93786.0,93790.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 93827[18:Spt:93825.0,93786.1,93786.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 93828[19:Spt:93827.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 93829[19:MRR:143.0,93828.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93830[19:MRR:136.0,93828.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93832[19:MRR:125.0,93828.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93833[19:MRR:93788.1,93829.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.87 93834[19:MRR:93787.1,93830.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 93835[19:MRR:93789.1,93832.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 93836[20:Spt:93833.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 93837[20:MRR:191.0,93836.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93838[20:MRR:180.0,93836.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93839[20:MRR:93834.0,93837.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 93843[20:MRR:10.0,93839.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93845[20:MRR:93835.0,93838.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93850[20:MRR:93843.0,93845.0] || -> . % 3.65/3.87 93851[20:Spt:93850.0,93833.0,93836.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93852[20:Spt:93850.0,93833.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93853[20:MRR:23.0,93852.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 93854[20:MRR:93834.1,93853.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93855[20:MRR:178.0,93854.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93856[20:MRR:93835.0,93855.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 93857[20:MRR:12.0,12.1,93852.0,93856.0] || -> . % 3.65/3.87 93861[19:Spt:93857.0,93827.0,93828.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93862[19:Spt:93857.0,93827.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 93863[19:MRR:24.0,93862.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 93864[19:MRR:93787.2,93863.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 93865[19:MRR:13.0,93862.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 93866[19:MRR:93789.2,93865.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 93867[19:MRR:31.0,93862.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 93868[19:MRR:93788.2,93867.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.87 93871[20:Spt:93864.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93872[20:MRR:191.1,93871.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 93873[20:MRR:178.0,93871.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93874[20:MRR:93868.0,93872.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 93875[20:MRR:124.0,93874.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 93878[20:MRR:93866.0,93873.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93881[20:MRR:93875.0,93878.0] || -> . % 3.65/3.87 93882[20:Spt:93881.0,93864.0,93871.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 93883[20:Spt:93881.0,93864.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 93884[20:MRR:135.1,93883.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 93885[20:MRR:93868.1,93884.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 93886[20:MRR:180.0,93885.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93887[20:MRR:93866.0,93886.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 93889[20:MRR:122.0,122.1,93883.0,93887.0] || -> . % 3.65/3.87 93890[14:Spt:93889.0,93401.0,93402.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.87 93891[14:Spt:93889.0,93401.1,93401.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_1*. % 3.65/3.87 93892[15:Spt:93891.0] || -> pigeon_4_in_hole_5*. % 3.65/3.87 93893[15:MRR:139.1,93892.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 93894[15:MRR:123.0,93892.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 93895[15:MRR:134.0,93892.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 93896[15:MRR:140.1,93892.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 93897[15:MRR:129.0,93892.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 93898[15:MRR:92385.2,93893.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_1*. % 3.65/3.87 93899[15:MRR:92386.2,93894.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 93900[15:MRR:92384.2,93895.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 93901[15:MRR:92383.2,93896.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 93902[15:MRR:92382.2,93897.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 93903[16:Spt:93898.3] || -> pigeon_5_in_hole_1*. % 3.65/3.87 93904[16:MRR:23.0,93903.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 93905[16:MRR:12.0,93903.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 93906[16:MRR:31.1,93903.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 93909[16:MRR:18.0,93903.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 93910[16:MRR:93900.3,93904.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 93911[16:MRR:93899.3,93905.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 93912[16:MRR:93901.3,93906.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 93913[16:MRR:93902.3,93909.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 93914[17:Spt:93910.2] || -> pigeon_3_in_hole_3*. % 3.65/3.87 93915[17:MRR:66.0,93914.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 93917[17:MRR:72.0,93914.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 93919[17:MRR:80.1,93914.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 93920[17:MRR:93911.2,93915.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 93921[17:MRR:93913.2,93917.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 93922[17:MRR:93912.2,93919.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 93923[18:Spt:93920.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93926[18:MRR:181.1,93923.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 93927[18:MRR:177.1,93923.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 93928[18:MRR:93922.0,93926.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 93929[18:MRR:159.0,93928.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93933[18:MRR:93921.0,93927.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93937[18:MRR:93929.0,93933.0] || -> . % 3.65/3.87 93938[18:Spt:93937.0,93920.0,93923.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 93939[18:Spt:93937.0,93920.1] || -> pigeon_1_in_hole_6*. % 3.65/3.87 93940[18:MRR:153.1,93939.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93941[18:MRR:93922.1,93940.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 93944[18:MRR:187.0,93941.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 93945[18:MRR:93921.0,93944.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 93948[18:MRR:149.0,149.1,93945.0,93939.0] || -> . % 3.65/3.87 93949[17:Spt:93948.0,93910.2,93914.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 93950[17:Spt:93948.0,93910.0,93910.1] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 93951[18:Spt:93950.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 93952[18:MRR:178.0,93951.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 93953[18:MRR:192.1,93951.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 93955[18:MRR:184.0,93951.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 93956[18:MRR:93911.0,93952.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 93957[18:MRR:93912.0,93953.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 93958[18:MRR:93913.0,93955.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 93959[19:Spt:93956.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 93960[19:MRR:153.1,93959.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93961[19:MRR:149.1,93959.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93964[19:MRR:93957.0,93960.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 93967[19:MRR:75.0,93964.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 93969[19:MRR:93958.0,93961.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93973[19:MRR:93967.0,93969.0] || -> . % 3.65/3.87 93974[19:Spt:93973.0,93956.0,93959.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 93975[19:Spt:93973.0,93956.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 93976[19:MRR:69.1,93975.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 93977[19:MRR:93957.1,93976.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 93980[19:MRR:159.0,93977.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93981[19:MRR:93958.0,93980.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93984[19:MRR:65.0,65.1,93981.0,93975.0] || -> . % 3.65/3.87 93985[18:Spt:93984.0,93950.0,93951.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 93986[18:Spt:93984.0,93950.1] || -> pigeon_3_in_hole_6*. % 3.65/3.87 93987[18:MRR:150.0,93986.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 93988[18:MRR:93911.1,93987.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 93989[18:MRR:164.1,93986.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 93990[18:MRR:93912.1,93989.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.87 93991[18:MRR:156.0,93986.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 93992[18:MRR:93913.1,93991.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 93994[19:Spt:93988.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 93995[19:MRR:177.1,93994.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 93996[19:MRR:181.1,93994.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 93998[19:MRR:93992.0,93995.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 93999[19:MRR:75.1,93998.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 94003[19:MRR:93990.0,93996.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94007[19:MRR:93999.0,94003.0] || -> . % 3.65/3.87 94008[19:Spt:94007.0,93988.0,93994.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94009[19:Spt:94007.0,93988.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94010[19:MRR:65.1,94009.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94011[19:MRR:93992.1,94010.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94012[19:MRR:187.1,94011.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 94014[19:MRR:93990.0,94012.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94017[19:MRR:69.0,69.1,94014.0,94009.0] || -> . % 3.65/3.87 94018[16:Spt:94017.0,93898.3,93903.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 94019[16:Spt:94017.0,93898.0,93898.1,93898.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 94020[17:Spt:94019.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 94021[17:MRR:180.0,94020.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94022[17:MRR:186.0,94020.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94023[17:MRR:199.1,94020.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94024[17:MRR:191.0,94020.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94025[17:MRR:93899.0,94021.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 94026[17:MRR:93902.0,94022.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 94027[17:MRR:93901.0,94023.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 94028[17:MRR:93900.0,94024.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 94029[18:Spt:94025.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94030[18:MRR:150.1,94029.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94032[18:MRR:149.1,94029.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94033[18:MRR:153.1,94029.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94034[18:MRR:94028.0,94030.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 94035[18:MRR:94026.0,94032.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 94036[18:MRR:94027.0,94033.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 94037[19:Spt:94034.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94038[19:MRR:80.1,94037.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 94040[19:MRR:72.0,94037.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94043[19:MRR:94036.0,94038.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 94048[19:MRR:19.0,94043.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94049[19:MRR:94035.0,94040.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94054[19:MRR:94048.0,94049.0] || -> . % 3.65/3.87 94055[19:Spt:94054.0,94034.0,94037.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94056[19:Spt:94054.0,94034.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94057[19:MRR:24.1,94056.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 94058[19:MRR:94036.1,94057.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94059[19:MRR:75.0,94058.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94063[19:MRR:94035.0,94059.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94067[19:MRR:16.0,16.1,94056.0,94063.0] || -> . % 3.65/3.87 94068[18:Spt:94067.0,94025.0,94029.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94069[18:Spt:94067.0,94025.1,94025.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 94070[19:Spt:94069.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94071[19:MRR:66.1,94070.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 94072[19:MRR:69.1,94070.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94074[19:MRR:65.1,94070.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94076[19:MRR:94028.1,94071.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 94077[19:MRR:94027.1,94072.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 94078[19:MRR:94026.1,94074.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 94079[20:Spt:94076.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94080[20:MRR:164.1,94079.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94081[20:MRR:156.0,94079.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94083[20:MRR:94077.0,94080.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 94085[20:MRR:19.0,94083.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94089[20:MRR:94078.0,94081.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94094[20:MRR:94085.0,94089.0] || -> . % 3.65/3.87 94095[20:Spt:94094.0,94076.0,94079.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94096[20:Spt:94094.0,94076.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94097[20:MRR:24.1,94096.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 94098[20:MRR:94077.1,94097.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94100[20:MRR:159.0,94098.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94101[20:MRR:94078.0,94100.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94102[20:MRR:16.0,16.1,94096.0,94101.0] || -> . % 3.65/3.87 94106[19:Spt:94102.0,94069.0,94070.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 94107[19:Spt:94102.0,94069.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94108[19:MRR:13.1,94107.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 94109[19:MRR:94027.2,94108.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 94110[19:MRR:9.1,94107.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94111[19:MRR:94026.2,94110.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 94112[19:MRR:10.1,94107.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 94113[19:MRR:94028.2,94112.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 94116[20:Spt:94109.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94117[20:MRR:164.0,94116.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94118[20:MRR:159.0,94116.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94120[20:MRR:94113.0,94117.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94122[20:MRR:72.0,94120.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94125[20:MRR:94111.0,94118.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94129[20:MRR:94122.0,94125.0] || -> . % 3.65/3.87 94130[20:Spt:94129.0,94109.0,94116.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94131[20:Spt:94129.0,94109.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94132[20:MRR:80.0,94131.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94133[20:MRR:94113.1,94132.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94135[20:MRR:156.0,94133.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94136[20:MRR:94111.0,94135.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94139[20:MRR:75.0,75.1,94131.0,94136.0] || -> . % 3.65/3.87 94140[17:Spt:94139.0,94019.0,94020.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 94141[17:Spt:94139.0,94019.1,94019.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 94142[18:Spt:94141.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 94143[18:MRR:171.1,94142.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94144[18:MRR:163.0,94142.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94145[18:MRR:158.0,94142.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94146[18:MRR:152.0,94142.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94147[18:MRR:93901.1,94143.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 94148[18:MRR:93900.1,94144.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 94149[18:MRR:93902.1,94145.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 94150[18:MRR:93899.1,94146.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 94151[19:Spt:94147.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 94152[19:MRR:181.0,94151.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94153[19:MRR:187.0,94151.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94154[19:MRR:192.0,94151.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94155[19:MRR:94150.0,94152.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_1*. % 3.65/3.87 94156[19:MRR:94149.0,94153.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_1*. % 3.65/3.87 94157[19:MRR:94148.0,94154.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_1*. % 3.65/3.87 94158[20:Spt:94155.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94160[20:MRR:65.1,94158.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94163[20:MRR:66.1,94158.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94164[20:MRR:94156.0,94160.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94167[20:MRR:16.1,94164.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 94170[20:MRR:94157.0,94163.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94175[20:MRR:94167.0,94170.0] || -> . % 3.65/3.87 94176[20:Spt:94175.0,94155.0,94158.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94177[20:Spt:94175.0,94155.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94178[20:MRR:9.1,94177.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94179[20:MRR:94156.1,94178.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94181[20:MRR:72.1,94179.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94184[20:MRR:94157.0,94181.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94187[20:MRR:10.0,10.1,94184.0,94177.0] || -> . % 3.65/3.87 94189[19:Spt:94187.0,94147.0,94151.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94190[19:Spt:94187.0,94147.1,94147.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_1*. % 3.65/3.87 94191[20:Spt:94190.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94192[20:MRR:69.0,94191.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 94193[20:MRR:75.0,94191.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94196[20:MRR:80.0,94191.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 94197[20:MRR:94150.1,94192.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 94198[20:MRR:94149.1,94193.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 94199[20:MRR:94148.1,94196.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 94200[21:Spt:94197.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 94201[21:MRR:177.1,94200.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94202[21:MRR:178.1,94200.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94203[21:MRR:94198.0,94201.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94207[21:MRR:16.1,94203.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 94209[21:MRR:94199.0,94202.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94214[21:MRR:94207.0,94209.0] || -> . % 3.65/3.87 94215[21:Spt:94214.0,94197.0,94200.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94216[21:Spt:94214.0,94197.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94217[21:MRR:9.1,94216.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94218[21:MRR:94198.1,94217.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94219[21:MRR:184.1,94218.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94220[21:MRR:94199.0,94219.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94222[21:MRR:10.0,10.1,94220.0,94216.0] || -> . % 3.65/3.87 94225[20:Spt:94222.0,94190.0,94191.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94226[20:Spt:94222.0,94190.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 94227[20:MRR:19.0,94226.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 94228[20:MRR:94149.2,94227.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 94229[20:MRR:24.0,94226.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 94230[20:MRR:94148.2,94229.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.87 94231[20:MRR:13.0,94226.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 94232[20:MRR:94150.2,94231.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 94235[21:Spt:94228.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94236[21:MRR:177.0,94235.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94237[21:MRR:184.1,94235.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94238[21:MRR:94232.0,94236.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94239[21:MRR:66.1,94238.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94243[21:MRR:94230.0,94237.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94247[21:MRR:94239.0,94243.0] || -> . % 3.65/3.87 94248[21:Spt:94247.0,94228.0,94235.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94249[21:Spt:94247.0,94228.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94250[21:MRR:65.0,94249.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94251[21:MRR:94232.1,94250.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 94252[21:MRR:178.1,94251.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94253[21:MRR:94230.0,94252.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94256[21:MRR:72.0,72.1,94253.0,94249.0] || -> . % 3.65/3.87 94257[18:Spt:94256.0,94141.0,94142.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 94258[18:Spt:94256.0,94141.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 94259[18:MRR:68.0,94258.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 94260[18:MRR:79.0,94258.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 94262[18:MRR:74.0,94258.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94263[18:MRR:87.1,94258.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94264[18:MRR:93901.2,94263.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 94265[18:MRR:93900.2,94260.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 94266[18:MRR:93902.2,94262.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 94267[18:MRR:93899.2,94259.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 94268[19:Spt:94264.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 94269[19:MRR:192.0,94268.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94270[19:MRR:187.0,94268.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94271[19:MRR:181.0,94268.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94272[19:MRR:94265.0,94269.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 94273[19:MRR:94266.0,94270.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 94274[19:MRR:94267.0,94271.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 94275[20:Spt:94272.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94277[20:MRR:156.0,94275.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94278[20:MRR:150.0,94275.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94279[20:MRR:94273.0,94277.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94281[20:MRR:9.0,94279.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 94285[20:MRR:94274.0,94278.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94290[20:MRR:94281.0,94285.0] || -> . % 3.65/3.87 94291[20:Spt:94290.0,94272.0,94275.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94292[20:Spt:94290.0,94272.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94293[20:MRR:16.0,94292.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94294[20:MRR:94273.1,94293.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94296[20:MRR:149.0,94294.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94297[20:MRR:94274.0,94296.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94301[20:MRR:10.0,10.1,94292.0,94297.0] || -> . % 3.65/3.87 94302[19:Spt:94301.0,94264.0,94268.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94303[19:Spt:94301.0,94264.1,94264.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 94304[20:Spt:94303.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94305[20:MRR:164.0,94304.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94306[20:MRR:159.0,94304.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94307[20:MRR:153.0,94304.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94308[20:MRR:94265.1,94305.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 94309[20:MRR:94266.1,94306.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 94310[20:MRR:94267.1,94307.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 94311[21:Spt:94308.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94312[21:MRR:184.0,94311.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94313[21:MRR:178.0,94311.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94314[21:MRR:94309.0,94312.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 94318[21:MRR:9.0,94314.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 94320[21:MRR:94310.0,94313.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94325[21:MRR:94318.0,94320.0] || -> . % 3.65/3.87 94326[21:Spt:94325.0,94308.0,94311.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94327[21:Spt:94325.0,94308.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 94328[21:MRR:16.0,94327.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 94329[21:MRR:94309.1,94328.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94330[21:MRR:177.0,94329.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94331[21:MRR:94310.0,94330.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 94332[21:MRR:10.0,10.1,94327.0,94331.0] || -> . % 3.65/3.87 94336[20:Spt:94332.0,94303.0,94304.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94337[20:Spt:94332.0,94303.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 94338[20:MRR:19.0,94337.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 94339[20:MRR:94266.2,94338.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 94340[20:MRR:13.0,94337.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 94341[20:MRR:94267.2,94340.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 94342[20:MRR:24.0,94337.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 94343[20:MRR:94265.2,94342.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 94346[21:Spt:94339.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94347[21:MRR:184.1,94346.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94348[21:MRR:177.0,94346.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94349[21:MRR:94343.0,94347.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94350[21:MRR:150.0,94349.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94352[21:MRR:94341.0,94348.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94354[21:MRR:94350.0,94352.0] || -> . % 3.65/3.87 94355[21:Spt:94354.0,94339.0,94346.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94356[21:Spt:94354.0,94339.1] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94357[21:MRR:156.1,94356.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94358[21:MRR:94343.1,94357.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94359[21:MRR:178.0,94358.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94360[21:MRR:94341.0,94359.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94361[21:MRR:149.0,149.1,94356.0,94360.0] || -> . % 3.65/3.87 94362[15:Spt:94361.0,93891.0,93892.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.87 94363[15:Spt:94361.0,93891.1] || -> pigeon_4_in_hole_1*. % 3.65/3.87 94364[15:MRR:17.0,94363.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 94365[15:MRR:11.0,94363.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 94366[15:MRR:22.0,94363.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 94367[15:MRR:28.1,94363.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 94369[15:MRR:27.1,94363.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 94370[15:MRR:92385.4,94369.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 94371[15:MRR:92386.4,94365.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 94372[15:MRR:92384.4,94366.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 94373[15:MRR:92383.4,94367.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 94374[15:MRR:92382.4,94364.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 94375[16:Spt:94370.3] || -> pigeon_5_in_hole_3*. % 3.65/3.87 94376[16:MRR:68.0,94375.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 94377[16:MRR:79.0,94375.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 94379[16:MRR:74.0,94375.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94380[16:MRR:87.1,94375.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94381[16:MRR:94371.3,94376.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 94382[16:MRR:94372.3,94377.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 94383[16:MRR:94374.3,94379.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 94384[16:MRR:94373.3,94380.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 94385[17:Spt:94381.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 94386[17:MRR:177.1,94385.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94387[17:MRR:178.1,94385.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94388[17:MRR:181.1,94385.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94390[17:MRR:94383.0,94386.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 94391[17:MRR:94382.0,94387.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 94392[17:MRR:94384.0,94388.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 94393[18:Spt:94390.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94394[18:MRR:156.1,94393.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94396[18:MRR:159.1,94393.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94398[18:MRR:94391.0,94394.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94401[18:MRR:136.1,94398.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94403[18:MRR:94392.0,94396.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94407[18:MRR:94401.0,94403.0] || -> . % 3.65/3.87 94408[18:Spt:94407.0,94390.0,94393.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94409[18:Spt:94407.0,94390.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 94410[18:MRR:128.1,94409.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 94411[18:MRR:94391.1,94410.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94413[18:MRR:164.1,94411.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94415[18:MRR:94392.0,94413.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94416[18:MRR:131.0,131.1,94415.0,94409.0] || -> . % 3.65/3.87 94419[17:Spt:94416.0,94381.0,94385.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94420[17:Spt:94416.0,94381.1,94381.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 94421[18:Spt:94420.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94422[18:MRR:149.1,94421.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94423[18:MRR:150.1,94421.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94424[18:MRR:153.1,94421.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94426[18:MRR:94383.1,94422.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.87 94427[18:MRR:94382.1,94423.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 94428[18:MRR:94384.1,94424.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 94429[19:Spt:94426.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94430[19:MRR:184.1,94429.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94431[19:MRR:187.1,94429.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 94433[19:MRR:94427.0,94430.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94435[19:MRR:136.1,94433.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94438[19:MRR:94428.0,94431.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94442[19:MRR:94435.0,94438.0] || -> . % 3.65/3.87 94443[19:Spt:94442.0,94426.0,94429.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94444[19:Spt:94442.0,94426.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 94445[19:MRR:128.1,94444.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 94446[19:MRR:94427.1,94445.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94447[19:MRR:192.1,94446.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 94449[19:MRR:94428.0,94447.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94452[19:MRR:131.0,131.1,94449.0,94444.0] || -> . % 3.65/3.87 94453[18:Spt:94452.0,94420.0,94421.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94454[18:Spt:94452.0,94420.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94455[18:MRR:122.1,94454.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 94456[18:MRR:94382.2,94455.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 94457[18:MRR:125.1,94454.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94458[18:MRR:94384.2,94457.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 94459[18:MRR:121.1,94454.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 94460[18:MRR:94383.2,94459.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 94462[19:Spt:94456.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94463[19:MRR:184.0,94462.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94465[19:MRR:192.1,94462.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 94466[19:MRR:94460.0,94463.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94468[19:MRR:159.1,94466.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94470[19:MRR:94458.0,94465.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94473[19:MRR:94468.0,94470.0] || -> . % 3.65/3.87 94474[19:Spt:94473.0,94456.0,94462.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94475[19:Spt:94473.0,94456.1] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94476[19:MRR:156.0,94475.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94477[19:MRR:94460.1,94476.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94479[19:MRR:187.1,94477.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 94480[19:MRR:94458.0,94479.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94482[19:MRR:164.0,164.1,94480.0,94475.0] || -> . % 3.65/3.87 94483[16:Spt:94482.0,94370.3,94375.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 94484[16:Spt:94482.0,94370.0,94370.1,94370.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 94485[17:Spt:94484.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 94486[17:MRR:191.0,94485.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94487[17:MRR:186.0,94485.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94488[17:MRR:199.1,94485.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94489[17:MRR:180.0,94485.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94490[17:MRR:94372.0,94486.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 94491[17:MRR:94374.0,94487.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 94492[17:MRR:94373.0,94488.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 94493[17:MRR:94371.0,94489.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 94494[18:Spt:94490.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94495[18:MRR:156.0,94494.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94496[18:MRR:164.1,94494.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94498[18:MRR:150.0,94494.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94499[18:MRR:94491.0,94495.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 94500[18:MRR:94492.0,94496.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 94501[18:MRR:94493.0,94498.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 94502[19:Spt:94499.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 94504[19:MRR:131.1,94502.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94505[19:MRR:121.0,94502.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94507[19:MRR:94500.0,94504.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94508[19:MRR:69.0,94507.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94512[19:MRR:94501.0,94505.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94516[19:MRR:94508.0,94512.0] || -> . % 3.65/3.87 94517[19:Spt:94516.0,94499.0,94502.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 94518[19:Spt:94516.0,94499.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94519[19:MRR:75.1,94518.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 94520[19:MRR:94500.1,94519.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94522[19:MRR:125.0,94520.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94524[19:MRR:94501.0,94522.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94527[19:MRR:65.0,65.1,94518.0,94524.0] || -> . % 3.65/3.87 94528[18:Spt:94527.0,94490.0,94494.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94529[18:Spt:94527.0,94490.1,94490.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 94530[19:Spt:94529.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94531[19:MRR:128.0,94530.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 94532[19:MRR:136.1,94530.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 94533[19:MRR:122.0,94530.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 94535[19:MRR:94491.1,94531.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 94536[19:MRR:94492.1,94532.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 94537[19:MRR:94493.1,94533.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 94538[20:Spt:94535.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94539[20:MRR:159.1,94538.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94541[20:MRR:149.0,94538.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94542[20:MRR:94536.0,94539.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94546[20:MRR:69.0,94542.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94547[20:MRR:94537.0,94541.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94551[20:MRR:94546.0,94547.0] || -> . % 3.65/3.87 94552[20:Spt:94551.0,94535.0,94538.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94553[20:Spt:94551.0,94535.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94554[20:MRR:75.1,94553.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 94555[20:MRR:94536.1,94554.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94557[20:MRR:153.0,94555.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94558[20:MRR:94537.0,94557.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94559[20:MRR:65.0,65.1,94553.0,94558.0] || -> . % 3.65/3.87 94562[19:Spt:94559.0,94529.0,94530.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 94563[19:Spt:94559.0,94529.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94564[19:MRR:80.1,94563.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94565[19:MRR:94492.2,94564.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 94566[19:MRR:66.0,94563.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94567[19:MRR:94493.2,94566.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 94568[19:MRR:72.0,94563.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94569[19:MRR:94491.2,94568.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 94571[20:Spt:94565.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94572[20:MRR:159.0,94571.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94573[20:MRR:153.0,94571.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94575[20:MRR:94569.0,94572.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 94577[20:MRR:121.0,94575.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94579[20:MRR:94567.0,94573.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94582[20:MRR:94577.0,94579.0] || -> . % 3.65/3.87 94583[20:Spt:94582.0,94565.0,94571.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94584[20:Spt:94582.0,94565.1] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94585[20:MRR:131.0,94584.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 94586[20:MRR:94569.1,94585.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94587[20:MRR:149.0,94586.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94589[20:MRR:94567.0,94587.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94591[20:MRR:125.0,125.1,94584.0,94589.0] || -> . % 3.65/3.87 94592[17:Spt:94591.0,94484.0,94485.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 94593[17:Spt:94591.0,94484.1,94484.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 94594[18:Spt:94593.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 94595[18:MRR:171.1,94594.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94596[18:MRR:158.0,94594.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94597[18:MRR:152.0,94594.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94598[18:MRR:163.0,94594.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94599[18:MRR:94373.1,94595.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 94600[18:MRR:94374.1,94596.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 94601[18:MRR:94371.1,94597.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 94602[18:MRR:94372.1,94598.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 94603[19:Spt:94599.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 94604[19:MRR:192.0,94603.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94605[19:MRR:187.0,94603.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94606[19:MRR:181.0,94603.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94607[19:MRR:94602.0,94604.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 94608[19:MRR:94600.0,94605.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 94609[19:MRR:94601.0,94606.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 94610[20:Spt:94607.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94612[20:MRR:122.0,94610.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94614[20:MRR:128.0,94610.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 94615[20:MRR:94609.0,94612.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94618[20:MRR:65.1,94615.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94620[20:MRR:94608.0,94614.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94624[20:MRR:94618.0,94620.0] || -> . % 3.65/3.87 94625[20:Spt:94624.0,94607.0,94610.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 94626[20:Spt:94624.0,94607.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94627[20:MRR:66.0,94626.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94628[20:MRR:94609.1,94627.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94630[20:MRR:121.1,94628.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 94632[20:MRR:94608.0,94630.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94634[20:MRR:72.0,72.1,94626.0,94632.0] || -> . % 3.65/3.87 94636[19:Spt:94634.0,94599.0,94603.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94637[19:Spt:94634.0,94599.1,94599.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 94638[20:Spt:94637.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94639[20:MRR:136.0,94638.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 94640[20:MRR:125.0,94638.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 94642[20:MRR:131.0,94638.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 94643[20:MRR:94602.1,94639.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.87 94644[20:MRR:94601.1,94640.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 94645[20:MRR:94600.1,94642.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 94646[21:Spt:94643.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94647[21:MRR:184.0,94646.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94648[21:MRR:178.0,94646.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94649[21:MRR:94645.0,94647.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94650[21:MRR:65.0,94649.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94654[21:MRR:94644.0,94648.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94658[21:MRR:94650.0,94654.0] || -> . % 3.65/3.87 94659[21:Spt:94658.0,94643.0,94646.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94660[21:Spt:94658.0,94643.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94661[21:MRR:72.0,94660.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94662[21:MRR:94645.1,94661.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94663[21:MRR:177.0,94662.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94664[21:MRR:94644.0,94663.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94667[21:MRR:66.0,66.1,94660.0,94664.0] || -> . % 3.65/3.87 94668[20:Spt:94667.0,94637.0,94638.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 94669[20:Spt:94667.0,94637.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94670[20:MRR:75.0,94669.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94671[20:MRR:94600.2,94670.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.87 94672[20:MRR:69.0,94669.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94673[20:MRR:94601.2,94672.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 94675[20:MRR:80.0,94669.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94676[20:MRR:94602.2,94675.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 94677[21:Spt:94671.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94678[21:MRR:184.1,94677.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94679[21:MRR:177.0,94677.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94680[21:MRR:94676.0,94678.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94682[21:MRR:122.0,94680.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94684[21:MRR:94673.0,94679.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94687[21:MRR:94682.0,94684.0] || -> . % 3.65/3.87 94688[21:Spt:94687.0,94671.0,94677.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94689[21:Spt:94687.0,94671.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 94690[21:MRR:128.1,94689.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 94691[21:MRR:94676.1,94690.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 94692[21:MRR:178.0,94691.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94693[21:MRR:94673.0,94692.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94695[21:MRR:121.0,121.1,94689.0,94693.0] || -> . % 3.65/3.87 94696[18:Spt:94695.0,94593.0,94594.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 94697[18:Spt:94695.0,94593.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 94698[18:MRR:135.0,94697.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 94699[18:MRR:124.0,94697.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 94700[18:MRR:130.0,94697.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 94701[18:MRR:143.1,94697.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 94702[18:MRR:94373.2,94701.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 94703[18:MRR:94374.2,94700.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 94704[18:MRR:94371.2,94699.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 94705[18:MRR:94372.2,94698.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 94706[19:Spt:94702.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 94707[19:MRR:181.0,94706.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94708[19:MRR:187.0,94706.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94709[19:MRR:192.0,94706.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94710[19:MRR:94704.0,94707.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 94711[19:MRR:94703.0,94708.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 94712[19:MRR:94705.0,94709.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 94713[20:Spt:94710.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94715[20:MRR:149.1,94713.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 94716[20:MRR:150.1,94713.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94717[20:MRR:94711.0,94715.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94719[20:MRR:72.1,94717.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94722[20:MRR:94712.0,94716.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94726[20:MRR:94719.0,94722.0] || -> . % 3.65/3.87 94727[20:Spt:94726.0,94710.0,94713.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94728[20:Spt:94726.0,94710.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94729[20:MRR:65.1,94728.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94730[20:MRR:94711.1,94729.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94732[20:MRR:156.1,94730.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94733[20:MRR:94712.0,94732.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94736[20:MRR:66.0,66.1,94733.0,94728.0] || -> . % 3.65/3.87 94737[19:Spt:94736.0,94702.0,94706.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94738[19:Spt:94736.0,94702.1,94702.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 94739[20:Spt:94738.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94740[20:MRR:153.0,94739.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94741[20:MRR:159.0,94739.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 94742[20:MRR:164.0,94739.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94743[20:MRR:94704.1,94740.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.87 94744[20:MRR:94703.1,94741.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 94745[20:MRR:94705.1,94742.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.87 94746[21:Spt:94743.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 94747[21:MRR:177.1,94746.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94748[21:MRR:178.1,94746.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94749[21:MRR:94744.0,94747.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 94752[21:MRR:72.1,94749.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94754[21:MRR:94745.0,94748.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94758[21:MRR:94752.0,94754.0] || -> . % 3.65/3.87 94759[21:Spt:94758.0,94743.0,94746.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94760[21:Spt:94758.0,94743.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 94761[21:MRR:65.1,94760.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 94762[21:MRR:94744.1,94761.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94763[21:MRR:184.1,94762.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94764[21:MRR:94745.0,94763.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 94765[21:MRR:66.0,66.1,94764.0,94760.0] || -> . % 3.65/3.87 94768[20:Spt:94765.0,94738.0,94739.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94769[20:Spt:94765.0,94738.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 94770[20:MRR:75.0,94769.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94771[20:MRR:94703.2,94770.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 94772[20:MRR:80.0,94769.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 94773[20:MRR:94705.2,94772.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 94774[20:MRR:69.0,94769.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 94775[20:MRR:94704.2,94774.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 94777[21:Spt:94771.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94778[21:MRR:177.0,94777.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 94779[21:MRR:184.1,94777.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94780[21:MRR:94775.0,94778.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94781[21:MRR:150.1,94780.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 94783[21:MRR:94773.0,94779.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94785[21:MRR:94781.0,94783.0] || -> . % 3.65/3.87 94786[21:Spt:94785.0,94771.0,94777.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 94787[21:Spt:94785.0,94771.1] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94788[21:MRR:149.0,94787.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94789[21:MRR:94775.1,94788.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 94790[21:MRR:178.1,94789.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 94791[21:MRR:94773.0,94790.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94792[21:MRR:156.0,156.1,94791.0,94787.0] || -> . % 3.65/3.87 94793[11:Spt:94792.0,92373.0,92374.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.87 94794[11:Spt:94792.0,92373.1] || -> pigeon_7_in_hole_3*. % 3.65/3.87 94795[11:MRR:76.0,94794.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 94796[11:MRR:81.0,94794.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 94797[11:MRR:70.0,94794.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 94798[11:MRR:90.0,94794.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 94799[11:MRR:88.0,94794.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 94800[11:MRR:85.0,94794.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 94801[11:MRR:81979.4,94800.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_1*. % 3.65/3.87 94802[11:MRR:81977.4,94795.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 94803[11:MRR:81982.4,94798.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 94804[11:MRR:81981.4,94796.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 94805[11:MRR:81980.4,94799.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 94806[11:MRR:81978.4,94797.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 94807[12:Spt:94801.4] || -> pigeon_4_in_hole_1*. % 3.65/3.87 94808[12:MRR:17.0,94807.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 94809[12:MRR:11.0,94807.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 94810[12:MRR:22.0,94807.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 94811[12:MRR:28.1,94807.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 94813[12:MRR:27.1,94807.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 94814[12:MRR:94802.4,94808.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 94815[12:MRR:94806.4,94809.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 94816[12:MRR:94804.4,94810.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 94817[12:MRR:94803.4,94811.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 94818[12:MRR:94805.4,94813.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 94819[13:Spt:94814.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 94820[13:MRR:184.1,94819.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94821[13:MRR:177.0,94819.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94822[13:MRR:187.1,94819.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94823[13:MRR:186.1,94819.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 94825[13:MRR:94816.0,94820.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 94826[13:MRR:94815.0,94821.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 94827[13:MRR:94817.0,94822.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 94828[13:MRR:94818.0,94823.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 94829[14:Spt:94825.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 94830[14:MRR:150.0,94829.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94832[14:MRR:164.1,94829.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94833[14:MRR:163.1,94829.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 94835[14:MRR:94826.0,94830.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 94836[14:MRR:94827.0,94832.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 94837[14:MRR:94828.0,94833.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 94838[15:Spt:94835.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94840[15:MRR:124.1,94838.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 94842[15:MRR:125.1,94838.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94844[15:MRR:94837.0,94840.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 94847[15:MRR:115.1,94844.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 94850[15:MRR:94836.0,94842.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 94855[15:MRR:94847.0,94850.0] || -> . % 3.65/3.87 94856[15:Spt:94855.0,94835.0,94838.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94857[15:Spt:94855.0,94835.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 94858[15:MRR:96.1,94857.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 94859[15:MRR:94837.1,94858.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 94862[15:MRR:143.1,94859.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 94864[15:MRR:94836.0,94862.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 94865[15:MRR:97.0,97.1,94864.0,94857.0] || -> . % 3.65/3.87 94869[14:Spt:94865.0,94825.0,94829.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94870[14:Spt:94865.0,94825.1,94825.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 94871[15:Spt:94870.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94872[15:MRR:122.0,94871.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 94873[15:MRR:135.1,94871.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 94875[15:MRR:136.1,94871.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 94877[15:MRR:94826.1,94872.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 94878[15:MRR:94828.1,94873.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 94879[15:MRR:94827.1,94875.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 94880[16:Spt:94877.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94882[16:MRR:153.1,94880.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94883[16:MRR:152.1,94880.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 94885[16:MRR:94879.0,94882.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 94886[16:MRR:115.0,94885.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 94891[16:MRR:94878.0,94883.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 94896[16:MRR:94886.0,94891.0] || -> . % 3.65/3.87 94897[16:Spt:94896.0,94877.0,94880.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94898[16:Spt:94896.0,94877.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 94899[16:MRR:97.1,94898.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 94900[16:MRR:94879.1,94899.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94902[16:MRR:171.0,94900.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 94904[16:MRR:94878.0,94902.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 94908[16:MRR:96.0,96.1,94904.0,94898.0] || -> . % 3.65/3.87 94909[15:Spt:94908.0,94870.0,94871.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 94910[15:Spt:94908.0,94870.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 94911[15:MRR:108.1,94910.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 94912[15:MRR:94827.2,94911.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 94913[15:MRR:107.1,94910.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 94914[15:MRR:94828.2,94913.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 94915[15:MRR:94.0,94910.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 94916[15:MRR:94826.2,94915.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 94919[16:Spt:94912.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 94920[16:MRR:153.0,94919.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 94922[16:MRR:171.0,94919.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 94924[16:MRR:94916.0,94920.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 94928[16:MRR:124.1,94924.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 94929[16:MRR:94914.0,94922.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 94933[16:MRR:94928.0,94929.0] || -> . % 3.65/3.87 94934[16:Spt:94933.0,94912.0,94919.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 94935[16:Spt:94933.0,94912.1] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94936[16:MRR:125.0,94935.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94937[16:MRR:94916.1,94936.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 94939[16:MRR:152.1,94937.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 94941[16:MRR:94914.0,94939.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 94943[16:MRR:143.0,143.1,94935.0,94941.0] || -> . % 3.65/3.87 94945[13:Spt:94943.0,94814.0,94819.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 94946[13:Spt:94943.0,94814.1,94814.2,94814.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 94947[14:Spt:94946.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 94948[14:MRR:159.1,94947.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 94949[14:MRR:149.0,94947.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 94951[14:MRR:158.1,94947.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 94952[14:MRR:156.1,94947.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 94953[14:MRR:94817.1,94948.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 94954[14:MRR:94815.1,94949.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 94955[14:MRR:94818.1,94951.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 94956[14:MRR:94816.1,94952.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 94957[15:Spt:94953.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 94958[15:MRR:192.0,94957.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 94959[15:MRR:181.0,94957.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 94960[15:MRR:199.0,94957.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 94962[15:MRR:94956.0,94958.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 94963[15:MRR:94954.0,94959.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 94964[15:MRR:94955.0,94960.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 94965[16:Spt:94962.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 94969[16:MRR:135.1,94965.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 94970[16:MRR:122.0,94965.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94971[16:MRR:94964.0,94969.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 94976[16:MRR:96.0,94971.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 94977[16:MRR:94963.0,94970.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 94982[16:MRR:94976.0,94977.0] || -> . % 3.65/3.87 94983[16:Spt:94982.0,94962.0,94965.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 94984[16:Spt:94982.0,94962.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 94985[16:MRR:107.1,94984.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 94986[16:MRR:94964.1,94985.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 94990[16:MRR:124.0,94986.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 94991[16:MRR:94963.0,94990.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 94994[16:MRR:94.0,94.1,94984.0,94991.0] || -> . % 3.65/3.87 94996[15:Spt:94994.0,94953.0,94957.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 94997[15:Spt:94994.0,94953.1,94953.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 94998[16:Spt:94997.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 94999[16:MRR:136.0,94998.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95000[16:MRR:143.0,94998.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95002[16:MRR:125.0,94998.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95004[16:MRR:94956.1,94999.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.87 95005[16:MRR:94955.1,95000.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.87 95006[16:MRR:94954.1,95002.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 95007[17:Spt:95004.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 95008[17:MRR:178.0,95007.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95009[17:MRR:191.1,95007.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95011[17:MRR:95006.0,95008.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95012[17:MRR:96.1,95011.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95017[17:MRR:95005.0,95009.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95022[17:MRR:95012.0,95017.0] || -> . % 3.65/3.87 95023[17:Spt:95022.0,95004.0,95007.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 95024[17:Spt:95022.0,95004.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95025[17:MRR:94.0,95024.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95026[17:MRR:95006.1,95025.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95027[17:MRR:180.1,95026.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95029[17:MRR:95005.0,95027.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95033[17:MRR:107.0,107.1,95029.0,95024.0] || -> . % 3.65/3.87 95034[16:Spt:95033.0,94997.0,94998.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95035[16:Spt:95033.0,94997.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95036[16:MRR:97.0,95035.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95037[16:MRR:94954.2,95036.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 95038[16:MRR:115.0,95035.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95039[16:MRR:94955.2,95038.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.87 95042[16:MRR:108.0,95035.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 95043[16:MRR:94956.2,95042.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 95044[17:Spt:95037.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95045[17:MRR:178.1,95044.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 95047[17:MRR:180.1,95044.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95048[17:MRR:95043.0,95045.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95050[17:MRR:135.1,95048.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 95053[17:MRR:95039.0,95047.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95057[17:MRR:95050.0,95053.0] || -> . % 3.65/3.87 95058[17:Spt:95057.0,95037.0,95044.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95059[17:Spt:95057.0,95037.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95060[17:MRR:122.1,95059.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95061[17:MRR:95043.1,95060.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 95063[17:MRR:191.1,95061.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95064[17:MRR:95039.0,95063.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95067[17:MRR:124.0,124.1,95064.0,95059.0] || -> . % 3.65/3.87 95068[14:Spt:95067.0,94946.0,94947.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95069[14:Spt:95067.0,94946.1,94946.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 95070[15:Spt:95069.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 95071[15:MRR:128.1,95070.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95072[15:MRR:130.1,95070.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95073[15:MRR:121.0,95070.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95075[15:MRR:131.1,95070.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95076[15:MRR:94816.2,95071.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 95077[15:MRR:94818.2,95072.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 95078[15:MRR:94815.2,95073.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 95079[15:MRR:94817.2,95075.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 95080[16:Spt:95076.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 95081[16:MRR:178.0,95080.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 95082[16:MRR:191.1,95080.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 95084[16:MRR:192.1,95080.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 95085[16:MRR:95078.0,95081.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 95086[16:MRR:95077.0,95082.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 95087[16:MRR:95079.0,95084.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 95088[17:Spt:95085.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95089[17:MRR:153.1,95088.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95090[17:MRR:152.1,95088.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 95093[17:MRR:95087.0,95089.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95095[17:MRR:115.0,95093.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95099[17:MRR:95086.0,95090.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95104[17:MRR:95095.0,95099.0] || -> . % 3.65/3.87 95105[17:Spt:95104.0,95085.0,95088.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95106[17:Spt:95104.0,95085.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95107[17:MRR:97.1,95106.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95108[17:MRR:95087.1,95107.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95109[17:MRR:171.0,95108.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 95112[17:MRR:95086.0,95109.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95116[17:MRR:96.0,96.1,95112.0,95106.0] || -> . % 3.65/3.87 95117[16:Spt:95116.0,95076.0,95080.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 95118[16:Spt:95116.0,95076.1,95076.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 95119[17:Spt:95118.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 95120[17:MRR:150.0,95119.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95121[17:MRR:164.1,95119.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95122[17:MRR:163.1,95119.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 95124[17:MRR:95078.1,95120.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 95125[17:MRR:95079.1,95121.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 95126[17:MRR:95077.1,95122.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.87 95127[18:Spt:95124.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95128[18:MRR:180.1,95127.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95130[18:MRR:181.1,95127.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95131[18:MRR:95126.0,95128.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95132[18:MRR:115.1,95131.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95137[18:MRR:95125.0,95130.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95142[18:MRR:95132.0,95137.0] || -> . % 3.65/3.87 95143[18:Spt:95142.0,95124.0,95127.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95144[18:Spt:95142.0,95124.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95145[18:MRR:96.1,95144.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95146[18:MRR:95126.1,95145.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95148[18:MRR:199.1,95146.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95149[18:MRR:95125.0,95148.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95153[18:MRR:97.0,97.1,95149.0,95144.0] || -> . % 3.65/3.87 95154[17:Spt:95153.0,95118.0,95119.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95155[17:Spt:95153.0,95118.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95156[17:MRR:107.1,95155.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 95157[17:MRR:95077.2,95156.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.87 95158[17:MRR:108.1,95155.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95159[17:MRR:95079.2,95158.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 95160[17:MRR:94.0,95155.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95161[17:MRR:95078.2,95160.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 95164[18:Spt:95157.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95165[18:MRR:180.0,95164.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95166[18:MRR:199.1,95164.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95168[18:MRR:95161.0,95165.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95171[18:MRR:153.1,95168.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95172[18:MRR:95159.0,95166.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95175[18:MRR:95171.0,95172.0] || -> . % 3.65/3.87 95176[18:Spt:95175.0,95157.0,95164.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95177[18:Spt:95175.0,95157.1] || -> pigeon_5_in_hole_6*. % 3.65/3.87 95178[18:MRR:152.0,95177.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95179[18:MRR:95161.1,95178.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95180[18:MRR:181.1,95179.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95182[18:MRR:95159.0,95180.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95183[18:MRR:171.0,171.1,95182.0,95177.0] || -> . % 3.65/3.87 95185[15:Spt:95183.0,95069.0,95070.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95186[15:Spt:95183.0,95069.1] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95187[15:MRR:102.1,95186.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 95188[15:MRR:103.1,95186.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95189[15:MRR:100.1,95186.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95190[15:MRR:93.0,95186.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95192[15:MRR:94816.3,95189.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 95193[15:MRR:94818.3,95187.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 95194[15:MRR:94815.3,95190.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 95195[15:MRR:94817.3,95188.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 95196[16:Spt:95192.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 95197[16:MRR:192.1,95196.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 95199[16:MRR:191.1,95196.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 95200[16:MRR:178.0,95196.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 95201[16:MRR:95195.0,95197.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 95202[16:MRR:95193.0,95199.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 95203[16:MRR:95194.0,95200.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 95204[17:Spt:95201.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95205[17:MRR:153.0,95204.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95206[17:MRR:171.0,95204.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 95209[17:MRR:95203.0,95205.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95211[17:MRR:124.1,95209.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 95214[17:MRR:95202.0,95206.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95218[17:MRR:95211.0,95214.0] || -> . % 3.65/3.87 95219[17:Spt:95218.0,95201.0,95204.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95220[17:Spt:95218.0,95201.1] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95221[17:MRR:125.0,95220.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95222[17:MRR:95203.1,95221.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95223[17:MRR:152.1,95222.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 95226[17:MRR:95202.0,95223.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95227[17:MRR:143.0,143.1,95220.0,95226.0] || -> . % 3.65/3.87 95230[16:Spt:95227.0,95192.0,95196.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 95231[16:Spt:95227.0,95192.1,95192.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 95232[17:Spt:95231.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 95233[17:MRR:164.1,95232.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95234[17:MRR:150.0,95232.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95235[17:MRR:163.1,95232.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 95237[17:MRR:95195.1,95233.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 95238[17:MRR:95194.1,95234.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 95239[17:MRR:95193.1,95235.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.87 95240[18:Spt:95237.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 95241[18:MRR:199.0,95240.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95242[18:MRR:181.0,95240.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95244[18:MRR:95239.0,95241.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95245[18:MRR:124.0,95244.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95249[18:MRR:95238.0,95242.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95253[18:MRR:95245.0,95249.0] || -> . % 3.65/3.87 95254[18:Spt:95253.0,95237.0,95240.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95255[18:Spt:95253.0,95237.1] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95256[18:MRR:143.0,95255.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 95257[18:MRR:95239.1,95256.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95259[18:MRR:180.0,95257.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95260[18:MRR:95238.0,95259.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95263[18:MRR:125.0,125.1,95255.0,95260.0] || -> . % 3.65/3.87 95264[17:Spt:95263.0,95231.0,95232.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95265[17:Spt:95263.0,95231.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95266[17:MRR:135.1,95265.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95267[17:MRR:95193.2,95266.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.87 95268[17:MRR:122.0,95265.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95269[17:MRR:95194.2,95268.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 95270[17:MRR:136.1,95265.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 95271[17:MRR:95195.2,95270.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 95273[18:Spt:95267.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95274[18:MRR:199.1,95273.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95275[18:MRR:180.0,95273.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95277[18:MRR:95271.0,95274.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95280[18:MRR:153.0,95277.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95281[18:MRR:95269.0,95275.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95284[18:MRR:95280.0,95281.0] || -> . % 3.65/3.87 95285[18:Spt:95284.0,95267.0,95273.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95286[18:Spt:95284.0,95267.1] || -> pigeon_5_in_hole_6*. % 3.65/3.87 95287[18:MRR:171.1,95286.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95288[18:MRR:95271.1,95287.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 95290[18:MRR:181.0,95288.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95291[18:MRR:95269.0,95290.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95292[18:MRR:152.0,152.1,95286.0,95291.0] || -> . % 3.65/3.87 95294[12:Spt:95292.0,94801.4,94807.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.87 95295[12:Spt:95292.0,94801.0,94801.1,94801.2,94801.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.87 95296[13:Spt:95295.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 95297[13:MRR:195.1,95296.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 95298[13:MRR:196.1,95296.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 95299[13:MRR:179.0,95296.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 95300[13:MRR:190.0,95296.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 95301[13:MRR:185.0,95296.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 95302[13:MRR:94805.0,95297.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95303[13:MRR:94803.0,95298.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95304[13:MRR:94806.0,95299.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95305[13:MRR:94804.0,95300.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95306[13:MRR:94802.0,95301.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95307[14:Spt:95302.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 95308[14:MRR:171.1,95307.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95309[14:MRR:152.0,95307.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95311[14:MRR:163.0,95307.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95312[14:MRR:158.0,95307.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95313[14:MRR:95303.0,95308.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95314[14:MRR:95304.0,95309.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95315[14:MRR:95305.0,95311.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95316[14:MRR:95306.0,95312.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95317[15:Spt:95313.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95319[15:MRR:125.0,95317.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95320[15:MRR:136.0,95317.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95322[15:MRR:131.0,95317.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95323[15:MRR:95314.0,95319.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95324[15:MRR:95315.0,95320.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95325[15:MRR:95316.0,95322.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95326[16:Spt:95323.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95329[16:MRR:94.1,95326.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 95330[16:MRR:93.1,95326.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95332[16:MRR:95324.0,95329.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95333[16:MRR:16.0,95332.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95338[16:MRR:95325.0,95330.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95343[16:MRR:95333.0,95338.0] || -> . % 3.65/3.87 95344[16:Spt:95343.0,95323.0,95326.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95345[16:Spt:95343.0,95323.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95346[16:MRR:10.1,95345.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 95347[16:MRR:95324.1,95346.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95350[16:MRR:100.0,95347.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95352[16:MRR:95325.0,95350.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95355[16:MRR:9.0,9.1,95352.0,95345.0] || -> . % 3.65/3.87 95357[15:Spt:95355.0,95313.0,95317.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95358[15:Spt:95355.0,95313.1,95313.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95359[16:Spt:95358.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95360[16:MRR:97.0,95359.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95361[16:MRR:108.0,95359.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95363[16:MRR:103.0,95359.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 95365[16:MRR:95314.1,95360.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 95366[16:MRR:95315.1,95361.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 95367[16:MRR:95316.1,95363.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 95368[17:Spt:95365.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95370[17:MRR:122.1,95368.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95372[17:MRR:121.1,95368.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95373[17:MRR:95366.0,95370.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95378[17:MRR:16.0,95373.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95379[17:MRR:95367.0,95372.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95384[17:MRR:95378.0,95379.0] || -> . % 3.65/3.87 95385[17:Spt:95384.0,95365.0,95368.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95386[17:Spt:95384.0,95365.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95387[17:MRR:10.1,95386.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 95388[17:MRR:95366.1,95387.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95391[17:MRR:128.0,95388.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95392[17:MRR:95367.0,95391.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95394[17:MRR:9.0,9.1,95392.0,95386.0] || -> . % 3.65/3.87 95397[16:Spt:95394.0,95358.0,95359.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95398[16:Spt:95394.0,95358.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95399[16:MRR:24.0,95398.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 95400[16:MRR:95315.2,95399.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 95401[16:MRR:19.0,95398.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95402[16:MRR:95316.2,95401.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 95403[16:MRR:13.0,95398.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95404[16:MRR:95314.2,95403.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 95407[17:Spt:95400.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95408[17:MRR:122.0,95407.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95409[17:MRR:128.0,95407.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95412[17:MRR:95404.0,95408.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95414[17:MRR:93.1,95412.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95417[17:MRR:95402.0,95409.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95421[17:MRR:95414.0,95417.0] || -> . % 3.65/3.87 95422[17:Spt:95421.0,95400.0,95407.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95423[17:Spt:95421.0,95400.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95424[17:MRR:94.0,95423.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95425[17:MRR:95404.1,95424.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95426[17:MRR:121.1,95425.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95429[17:MRR:95402.0,95426.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95432[17:MRR:100.0,100.1,95423.0,95429.0] || -> . % 3.65/3.87 95433[14:Spt:95432.0,95302.0,95307.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 95434[14:Spt:95432.0,95302.1,95302.2,95302.3] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95435[15:Spt:95434.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 95436[15:MRR:135.0,95435.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95437[15:MRR:124.0,95435.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95438[15:MRR:130.0,95435.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95440[15:MRR:143.1,95435.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95441[15:MRR:95305.1,95436.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95442[15:MRR:95304.1,95437.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95443[15:MRR:95306.1,95438.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95444[15:MRR:95303.1,95440.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95445[16:Spt:95441.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 95446[16:MRR:164.1,95445.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95447[16:MRR:150.0,95445.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95449[16:MRR:156.0,95445.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95450[16:MRR:95444.0,95446.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95451[16:MRR:95442.0,95447.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95452[16:MRR:95443.0,95449.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95453[17:Spt:95450.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95455[17:MRR:103.0,95453.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95458[17:MRR:97.0,95453.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95459[17:MRR:95452.0,95455.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95462[17:MRR:9.0,95459.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95465[17:MRR:95451.0,95458.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95470[17:MRR:95462.0,95465.0] || -> . % 3.65/3.87 95471[17:Spt:95470.0,95450.0,95453.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95472[17:Spt:95470.0,95450.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95473[17:MRR:19.0,95472.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95474[17:MRR:95452.1,95473.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95476[17:MRR:93.0,95474.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95479[17:MRR:95451.0,95476.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95482[17:MRR:13.0,13.1,95472.0,95479.0] || -> . % 3.65/3.87 95484[16:Spt:95482.0,95441.0,95445.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95485[16:Spt:95482.0,95441.1,95441.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95486[17:Spt:95485.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95487[17:MRR:108.1,95486.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95488[17:MRR:100.0,95486.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 95491[17:MRR:94.0,95486.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95492[17:MRR:95444.1,95487.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 95493[17:MRR:95443.1,95488.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 95494[17:MRR:95442.1,95491.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 95495[18:Spt:95492.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95496[18:MRR:153.0,95495.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95498[18:MRR:159.0,95495.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95499[18:MRR:95494.0,95496.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95500[18:MRR:9.1,95499.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95505[18:MRR:95493.0,95498.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95510[18:MRR:95500.0,95505.0] || -> . % 3.65/3.87 95511[18:Spt:95510.0,95492.0,95495.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95512[18:Spt:95510.0,95492.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95513[18:MRR:13.0,95512.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95514[18:MRR:95494.1,95513.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95516[18:MRR:149.1,95514.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95517[18:MRR:95493.0,95516.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95521[18:MRR:19.0,19.1,95512.0,95517.0] || -> . % 3.65/3.87 95522[17:Spt:95521.0,95485.0,95486.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95523[17:Spt:95521.0,95485.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95524[17:MRR:10.0,95523.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 95525[17:MRR:95442.2,95524.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 95526[17:MRR:16.0,95523.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95527[17:MRR:95443.2,95526.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 95530[17:MRR:24.1,95523.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 95531[17:MRR:95444.2,95530.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 95532[18:Spt:95525.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95533[18:MRR:153.1,95532.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 95534[18:MRR:149.1,95532.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95536[18:MRR:95531.0,95533.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95539[18:MRR:103.0,95536.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95541[18:MRR:95527.0,95534.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95545[18:MRR:95539.0,95541.0] || -> . % 3.65/3.87 95546[18:Spt:95545.0,95525.0,95532.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95547[18:Spt:95545.0,95525.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95548[18:MRR:97.1,95547.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95549[18:MRR:95531.1,95548.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95550[18:MRR:159.0,95549.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95552[18:MRR:95527.0,95550.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95554[18:MRR:93.0,93.1,95552.0,95547.0] || -> . % 3.65/3.87 95556[15:Spt:95554.0,95434.0,95435.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95557[15:Spt:95554.0,95434.1,95434.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95558[16:Spt:95557.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95559[16:MRR:115.1,95558.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95560[16:MRR:102.0,95558.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 95561[16:MRR:96.0,95558.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95563[16:MRR:107.0,95558.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95564[16:MRR:95303.2,95559.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 95565[16:MRR:95306.2,95560.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 95566[16:MRR:95304.2,95561.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 95567[16:MRR:95305.2,95563.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 95568[17:Spt:95564.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95569[17:MRR:153.0,95568.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95571[17:MRR:159.0,95568.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95572[17:MRR:164.0,95568.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95573[17:MRR:95566.0,95569.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 95574[17:MRR:95565.0,95571.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 95575[17:MRR:95567.0,95572.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 95576[18:Spt:95573.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95577[18:MRR:122.1,95576.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95579[18:MRR:121.1,95576.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95581[18:MRR:95575.0,95577.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95583[18:MRR:16.0,95581.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95587[18:MRR:95574.0,95579.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95592[18:MRR:95583.0,95587.0] || -> . % 3.65/3.87 95593[18:Spt:95592.0,95573.0,95576.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95594[18:Spt:95592.0,95573.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95595[18:MRR:10.1,95594.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 95596[18:MRR:95575.1,95595.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95598[18:MRR:128.0,95596.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95600[18:MRR:95574.0,95598.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95604[18:MRR:9.0,9.1,95600.0,95594.0] || -> . % 3.65/3.87 95605[17:Spt:95604.0,95564.0,95568.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95606[17:Spt:95604.0,95564.1,95564.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 95607[18:Spt:95606.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95608[18:MRR:125.0,95607.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95609[18:MRR:136.0,95607.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95611[18:MRR:131.0,95607.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95612[18:MRR:95566.1,95608.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 95613[18:MRR:95567.1,95609.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 95614[18:MRR:95565.1,95611.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 95615[19:Spt:95612.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95617[19:MRR:149.1,95615.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95618[19:MRR:150.1,95615.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95619[19:MRR:95614.0,95617.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 95620[19:MRR:16.1,95619.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 95625[19:MRR:95613.0,95618.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95630[19:MRR:95620.0,95625.0] || -> . % 3.65/3.87 95631[19:Spt:95630.0,95612.0,95615.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95632[19:Spt:95630.0,95612.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95633[19:MRR:9.1,95632.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 95634[19:MRR:95614.1,95633.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 95636[19:MRR:156.1,95634.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95637[19:MRR:95613.0,95636.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95641[19:MRR:10.0,10.1,95637.0,95632.0] || -> . % 3.65/3.87 95642[18:Spt:95641.0,95606.0,95607.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95643[18:Spt:95641.0,95606.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95644[18:MRR:19.0,95643.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 95645[18:MRR:95565.2,95644.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 95646[18:MRR:24.0,95643.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 95647[18:MRR:95567.2,95646.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 95648[18:MRR:13.0,95643.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95649[18:MRR:95566.2,95648.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 95652[19:Spt:95645.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 95653[19:MRR:149.0,95652.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95654[19:MRR:156.1,95652.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95656[19:MRR:95649.0,95653.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95659[19:MRR:122.1,95656.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95660[19:MRR:95647.0,95654.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95663[19:MRR:95659.0,95660.0] || -> . % 3.65/3.87 95664[19:Spt:95663.0,95645.0,95652.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95665[19:Spt:95663.0,95645.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 95666[19:MRR:121.0,95665.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95667[19:MRR:95649.1,95666.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 95668[19:MRR:150.1,95667.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95670[19:MRR:95647.0,95668.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95672[19:MRR:128.0,128.1,95670.0,95665.0] || -> . % 3.65/3.87 95673[16:Spt:95672.0,95557.0,95558.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 95674[16:Spt:95672.0,95557.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 95675[16:MRR:18.0,95674.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 95676[16:MRR:23.0,95674.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 95677[16:MRR:31.1,95674.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 95678[16:MRR:12.0,95674.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 95680[16:MRR:95303.3,95677.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 95681[16:MRR:95306.3,95675.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 95682[16:MRR:95304.3,95678.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 95683[16:MRR:95305.3,95676.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 95684[17:Spt:95680.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 95685[17:MRR:164.0,95684.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95686[17:MRR:159.0,95684.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95688[17:MRR:153.0,95684.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95689[17:MRR:95683.0,95685.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 95690[17:MRR:95681.0,95686.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 95691[17:MRR:95682.0,95688.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 95692[18:Spt:95689.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95693[18:MRR:122.0,95692.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95695[18:MRR:128.0,95692.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95697[18:MRR:95691.0,95693.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95699[18:MRR:93.1,95697.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95702[18:MRR:95690.0,95695.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95706[18:MRR:95699.0,95702.0] || -> . % 3.65/3.87 95707[18:Spt:95706.0,95689.0,95692.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95708[18:Spt:95706.0,95689.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95709[18:MRR:94.0,95708.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95710[18:MRR:95691.1,95709.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95711[18:MRR:121.1,95710.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 95714[18:MRR:95690.0,95711.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95715[18:MRR:100.0,100.1,95708.0,95714.0] || -> . % 3.65/3.87 95718[17:Spt:95715.0,95680.0,95684.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95719[17:Spt:95715.0,95680.1,95680.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 95720[18:Spt:95719.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95721[18:MRR:136.0,95720.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95722[18:MRR:125.0,95720.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95724[18:MRR:131.0,95720.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95725[18:MRR:95683.1,95721.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 95726[18:MRR:95682.1,95722.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 95727[18:MRR:95681.1,95724.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 95728[19:Spt:95725.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 95729[19:MRR:156.0,95728.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95730[19:MRR:150.0,95728.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95732[19:MRR:95727.0,95729.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 95733[19:MRR:93.0,95732.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95737[19:MRR:95726.0,95730.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95741[19:MRR:95733.0,95737.0] || -> . % 3.65/3.87 95742[19:Spt:95741.0,95725.0,95728.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95743[19:Spt:95741.0,95725.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95744[19:MRR:100.0,95743.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 95745[19:MRR:95727.1,95744.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 95747[19:MRR:149.0,95745.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95748[19:MRR:95726.0,95747.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95751[19:MRR:94.0,94.1,95743.0,95748.0] || -> . % 3.65/3.87 95752[18:Spt:95751.0,95719.0,95720.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95753[18:Spt:95751.0,95719.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95754[18:MRR:103.0,95753.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 95755[18:MRR:95681.2,95754.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 95756[18:MRR:97.0,95753.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95757[18:MRR:95682.2,95756.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 95758[18:MRR:108.0,95753.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 95759[18:MRR:95683.2,95758.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 95761[19:Spt:95755.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 95762[19:MRR:156.1,95761.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 95763[19:MRR:149.0,95761.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95765[19:MRR:95759.0,95762.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95768[19:MRR:122.0,95765.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 95769[19:MRR:95757.0,95763.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95772[19:MRR:95768.0,95769.0] || -> . % 3.65/3.87 95773[19:Spt:95772.0,95755.0,95761.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 95774[19:Spt:95772.0,95755.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 95775[19:MRR:128.1,95774.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95776[19:MRR:95759.1,95775.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 95778[19:MRR:150.0,95776.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 95779[19:MRR:95757.0,95778.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95780[19:MRR:121.0,121.1,95774.0,95779.0] || -> . % 3.65/3.87 95782[13:Spt:95780.0,95295.0,95296.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 95783[13:Spt:95780.0,95295.1,95295.2,95295.3] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.87 95784[14:Spt:95783.0] || -> pigeon_4_in_hole_6*. % 3.65/3.87 95785[14:MRR:157.0,95784.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 95786[14:MRR:162.0,95784.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 95787[14:MRR:151.0,95784.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 95788[14:MRR:168.1,95784.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 95789[14:MRR:167.1,95784.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 95790[14:MRR:94802.1,95785.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95791[14:MRR:94804.1,95786.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95792[14:MRR:94806.1,95787.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95793[14:MRR:94803.1,95788.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95794[14:MRR:94805.1,95789.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95795[15:Spt:95790.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 95796[15:MRR:128.1,95795.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95797[15:MRR:121.0,95795.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95799[15:MRR:131.1,95795.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95800[15:MRR:130.1,95795.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95801[15:MRR:95791.1,95796.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95802[15:MRR:95792.1,95797.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95803[15:MRR:95793.1,95799.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95804[15:MRR:95794.1,95800.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95805[16:Spt:95801.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95807[16:MRR:94.0,95805.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 95808[16:MRR:108.1,95805.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95810[16:MRR:107.1,95805.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 95811[16:MRR:95802.1,95807.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 95812[16:MRR:95803.1,95808.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.87 95813[16:MRR:95804.1,95810.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.87 95814[17:Spt:95811.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95817[17:MRR:13.1,95814.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 95818[17:MRR:12.1,95814.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95820[17:MRR:95812.1,95817.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 95821[17:MRR:199.0,95820.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95825[17:MRR:95813.1,95818.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95829[17:MRR:95821.0,95825.0] || -> . % 3.65/3.87 95830[17:Spt:95829.0,95811.1,95814.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95831[17:Spt:95829.0,95811.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95832[17:MRR:181.1,95831.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95833[17:MRR:95812.0,95832.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95836[17:MRR:31.0,95833.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95838[17:MRR:95813.1,95836.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 95841[17:MRR:180.0,180.1,95838.0,95831.0] || -> . % 3.65/3.87 95842[16:Spt:95841.0,95801.1,95805.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95843[16:Spt:95841.0,95801.0,95801.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 95844[17:Spt:95843.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 95845[17:MRR:192.1,95844.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 95846[17:MRR:191.1,95844.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 95847[17:MRR:178.0,95844.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 95849[17:MRR:95803.0,95845.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95850[17:MRR:95804.0,95846.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95851[17:MRR:95802.0,95847.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95852[18:Spt:95849.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95854[18:MRR:97.0,95852.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 95856[18:MRR:115.0,95852.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95857[18:MRR:95851.0,95854.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 95859[18:MRR:12.1,95857.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95863[18:MRR:95850.0,95856.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 95868[18:MRR:95859.0,95863.0] || -> . % 3.65/3.87 95869[18:Spt:95868.0,95849.0,95852.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95870[18:Spt:95868.0,95849.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95871[18:MRR:13.0,95870.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 95872[18:MRR:95851.1,95871.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95875[18:MRR:96.1,95872.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95876[18:MRR:95850.0,95875.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 95880[18:MRR:31.0,31.1,95870.0,95876.0] || -> . % 3.65/3.87 95881[17:Spt:95880.0,95843.0,95844.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 95882[17:Spt:95880.0,95843.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95883[17:MRR:10.0,95882.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 95884[17:MRR:95802.2,95883.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 95885[17:MRR:23.1,95882.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95886[17:MRR:95804.2,95885.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.87 95888[17:MRR:24.1,95882.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 95889[17:MRR:95803.2,95888.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 95891[18:Spt:95884.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 95892[18:MRR:181.1,95891.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 95893[18:MRR:180.1,95891.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95895[18:MRR:95889.0,95892.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 95896[18:MRR:115.0,95895.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95900[18:MRR:95886.0,95893.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95904[18:MRR:95896.0,95900.0] || -> . % 3.65/3.87 95905[18:Spt:95904.0,95884.0,95891.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 95906[18:Spt:95904.0,95884.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95907[18:MRR:97.1,95906.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95908[18:MRR:95889.1,95907.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 95910[18:MRR:199.0,95908.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 95911[18:MRR:95886.0,95910.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95914[18:MRR:96.0,96.1,95911.0,95906.0] || -> . % 3.65/3.87 95915[15:Spt:95914.0,95790.1,95795.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 95916[15:Spt:95914.0,95790.0,95790.2,95790.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 95917[16:Spt:95916.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 95918[16:MRR:177.0,95917.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 95919[16:MRR:187.1,95917.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 95920[16:MRR:186.1,95917.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 95921[16:MRR:184.1,95917.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 95922[16:MRR:95792.0,95918.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95923[16:MRR:95793.0,95919.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95924[16:MRR:95794.0,95920.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95925[16:MRR:95791.0,95921.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95926[17:Spt:95922.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 95927[17:MRR:122.1,95926.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 95929[17:MRR:125.1,95926.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 95930[17:MRR:124.1,95926.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 95931[17:MRR:95925.0,95927.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 95932[17:MRR:95923.0,95929.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 95933[17:MRR:95924.0,95930.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 95934[18:Spt:95931.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 95935[18:MRR:107.1,95934.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 95937[18:MRR:108.1,95934.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95940[18:MRR:95933.0,95935.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 95945[18:MRR:31.1,95940.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 95946[18:MRR:95932.0,95937.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95951[18:MRR:95945.0,95946.0] || -> . % 3.65/3.87 95952[18:Spt:95951.0,95931.0,95934.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 95953[18:Spt:95951.0,95931.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95954[18:MRR:23.1,95953.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95955[18:MRR:95933.1,95954.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 95956[18:MRR:115.1,95955.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 95960[18:MRR:95932.0,95956.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95962[18:MRR:24.0,24.1,95960.0,95953.0] || -> . % 3.65/3.87 95965[17:Spt:95962.0,95922.0,95926.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 95966[17:Spt:95962.0,95922.1,95922.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 95967[18:Spt:95966.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 95968[18:MRR:94.1,95967.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 95969[18:MRR:96.1,95967.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 95971[18:MRR:97.1,95967.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 95973[18:MRR:95925.1,95968.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 95974[18:MRR:95924.1,95969.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 95975[18:MRR:95923.1,95971.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 95976[19:Spt:95973.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 95978[19:MRR:136.1,95976.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 95979[19:MRR:135.1,95976.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 95980[19:MRR:95975.0,95978.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 95981[19:MRR:31.0,95980.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 95986[19:MRR:95974.0,95979.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 95991[19:MRR:95981.0,95986.0] || -> . % 3.65/3.87 95992[19:Spt:95991.0,95973.0,95976.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 95993[19:Spt:95991.0,95973.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 95994[19:MRR:24.1,95993.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 95995[19:MRR:95975.1,95994.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 95997[19:MRR:143.0,95995.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 95998[19:MRR:95974.0,95997.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 96002[19:MRR:23.0,23.1,95998.0,95993.0] || -> . % 3.65/3.87 96003[18:Spt:96002.0,95966.0,95967.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96004[18:Spt:96002.0,95966.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96005[18:MRR:13.1,96004.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 96006[18:MRR:95923.2,96005.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 96007[18:MRR:12.1,96004.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 96008[18:MRR:95924.2,96007.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 96010[18:MRR:10.1,96004.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96011[18:MRR:95925.2,96010.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 96013[19:Spt:96006.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96014[19:MRR:136.0,96013.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 96015[19:MRR:143.0,96013.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 96017[19:MRR:96011.0,96014.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96021[19:MRR:107.1,96017.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 96022[19:MRR:96008.0,96015.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 96026[19:MRR:96021.0,96022.0] || -> . % 3.65/3.87 96027[19:Spt:96026.0,96006.0,96013.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96028[19:Spt:96026.0,96006.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96029[19:MRR:108.0,96028.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 96030[19:MRR:96011.1,96029.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96031[19:MRR:135.1,96030.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 96033[19:MRR:96008.0,96031.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 96034[19:MRR:115.0,115.1,96028.0,96033.0] || -> . % 3.65/3.87 96037[16:Spt:96034.0,95916.0,95917.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96038[16:Spt:96034.0,95916.1,95916.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96039[17:Spt:96038.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96040[17:MRR:100.1,96039.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 96041[17:MRR:102.1,96039.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 96043[17:MRR:103.1,96039.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96044[17:MRR:93.0,96039.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96045[17:MRR:95791.2,96040.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96046[17:MRR:95794.2,96041.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 96047[17:MRR:95793.2,96043.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96048[17:MRR:95792.2,96044.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96049[18:Spt:96045.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96050[18:MRR:178.0,96049.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96051[18:MRR:192.1,96049.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96052[18:MRR:191.1,96049.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 96053[18:MRR:96048.0,96050.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96054[18:MRR:96047.0,96051.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96055[18:MRR:96046.0,96052.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 96056[19:Spt:96053.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96057[19:MRR:124.1,96056.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 96058[19:MRR:125.1,96056.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96061[19:MRR:96055.0,96057.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 96062[19:MRR:31.1,96061.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96067[19:MRR:96054.0,96058.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96072[19:MRR:96062.0,96067.0] || -> . % 3.65/3.87 96073[19:Spt:96072.0,96053.0,96056.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96074[19:Spt:96072.0,96053.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96075[19:MRR:12.1,96074.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 96076[19:MRR:96055.1,96075.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 96077[19:MRR:143.1,96076.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96080[19:MRR:96054.0,96077.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96084[19:MRR:13.0,13.1,96080.0,96074.0] || -> . % 3.65/3.87 96085[18:Spt:96084.0,96045.0,96049.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96086[18:Spt:96084.0,96045.1,96045.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96087[19:Spt:96086.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96088[19:MRR:122.0,96087.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 96089[19:MRR:135.1,96087.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 96090[19:MRR:136.1,96087.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96092[19:MRR:96048.1,96088.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 96093[19:MRR:96046.1,96089.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_1*. % 3.65/3.87 96094[19:MRR:96047.1,96090.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.87 96095[20:Spt:96092.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96096[20:MRR:180.1,96095.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 96097[20:MRR:181.1,96095.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96098[20:MRR:96093.0,96096.0] || -> pigeon_5_in_hole_1*. % 3.65/3.87 96103[20:MRR:31.1,96098.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96104[20:MRR:96094.0,96097.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96109[20:MRR:96103.0,96104.0] || -> . % 3.65/3.87 96110[20:Spt:96109.0,96092.0,96095.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96111[20:Spt:96109.0,96092.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96112[20:MRR:12.1,96111.0] || pigeon_5_in_hole_1* -> . % 3.65/3.87 96113[20:MRR:96093.1,96112.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96114[20:MRR:199.1,96113.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96115[20:MRR:96094.0,96114.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96116[20:MRR:13.0,13.1,96115.0,96111.0] || -> . % 3.65/3.87 96120[19:Spt:96116.0,96086.0,96087.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 96121[19:Spt:96116.0,96086.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96122[19:MRR:23.1,96121.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 96123[19:MRR:96046.2,96122.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.87 96124[19:MRR:24.1,96121.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96125[19:MRR:96047.2,96124.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 96126[19:MRR:10.0,96121.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96127[19:MRR:96048.2,96126.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 96130[20:Spt:96123.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96131[20:MRR:180.0,96130.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96132[20:MRR:199.1,96130.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96133[20:MRR:96127.0,96131.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96135[20:MRR:125.1,96133.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96137[20:MRR:96125.0,96132.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96140[20:MRR:96135.0,96137.0] || -> . % 3.65/3.87 96141[20:Spt:96140.0,96123.0,96130.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 96142[20:Spt:96140.0,96123.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 96143[20:MRR:124.0,96142.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96144[20:MRR:96127.1,96143.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96145[20:MRR:181.1,96144.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96146[20:MRR:96125.0,96145.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96148[20:MRR:143.0,143.1,96146.0,96142.0] || -> . % 3.65/3.87 96149[17:Spt:96148.0,96038.0,96039.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 96150[17:Spt:96148.0,96038.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96151[17:MRR:18.1,96150.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 96152[17:MRR:19.1,96150.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 96153[17:MRR:9.0,96150.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 96154[17:MRR:16.1,96150.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96156[17:MRR:95791.3,96154.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 96157[17:MRR:95794.3,96151.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 96158[17:MRR:95793.3,96152.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 96159[17:MRR:95792.3,96153.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 96160[18:Spt:96156.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96161[18:MRR:191.1,96160.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 96162[18:MRR:192.1,96160.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96163[18:MRR:178.0,96160.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96164[18:MRR:96157.0,96161.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 96165[18:MRR:96158.0,96162.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 96166[18:MRR:96159.0,96163.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 96167[19:Spt:96164.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 96168[19:MRR:124.0,96167.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96169[19:MRR:143.1,96167.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96172[19:MRR:96166.0,96168.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96176[19:MRR:97.1,96172.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96177[19:MRR:96165.0,96169.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96181[19:MRR:96176.0,96177.0] || -> . % 3.65/3.87 96182[19:Spt:96181.0,96164.0,96167.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 96183[19:Spt:96181.0,96164.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 96184[19:MRR:96.0,96183.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96185[19:MRR:96166.1,96184.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96186[19:MRR:125.1,96185.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96189[19:MRR:96165.0,96186.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96191[19:MRR:115.0,115.1,96189.0,96183.0] || -> . % 3.65/3.87 96193[18:Spt:96191.0,96156.0,96160.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96194[18:Spt:96191.0,96156.1,96156.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 96195[19:Spt:96194.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96196[19:MRR:135.1,96195.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 96197[19:MRR:122.0,96195.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 96198[19:MRR:136.1,96195.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96200[19:MRR:96157.1,96196.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.87 96201[19:MRR:96159.1,96197.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 96202[19:MRR:96158.1,96198.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 96203[20:Spt:96200.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96204[20:MRR:199.1,96203.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96205[20:MRR:180.0,96203.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96206[20:MRR:96202.0,96204.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96207[20:MRR:97.0,96206.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96211[20:MRR:96201.0,96205.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96215[20:MRR:96207.0,96211.0] || -> . % 3.65/3.87 96216[20:Spt:96215.0,96200.0,96203.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 96217[20:Spt:96215.0,96200.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 96218[20:MRR:115.1,96217.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96219[20:MRR:96202.1,96218.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96220[20:MRR:181.0,96219.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96221[20:MRR:96201.0,96220.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96224[20:MRR:96.0,96.1,96217.0,96221.0] || -> . % 3.65/3.87 96225[19:Spt:96224.0,96194.0,96195.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 96226[19:Spt:96224.0,96194.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96227[19:MRR:108.1,96226.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96228[19:MRR:96158.2,96227.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 96229[19:MRR:94.0,96226.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96230[19:MRR:96159.2,96229.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 96232[19:MRR:107.1,96226.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 96233[19:MRR:96157.2,96232.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.87 96234[20:Spt:96228.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96235[20:MRR:199.0,96234.0] || pigeon_5_in_hole_7* -> . % 3.65/3.87 96236[20:MRR:181.0,96234.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96237[20:MRR:96233.0,96235.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 96240[20:MRR:124.0,96237.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96241[20:MRR:96230.0,96236.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96244[20:MRR:96240.0,96241.0] || -> . % 3.65/3.87 96245[20:Spt:96244.0,96228.0,96234.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96246[20:Spt:96244.0,96228.1] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96247[20:MRR:143.0,96246.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 96248[20:MRR:96233.1,96247.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96249[20:MRR:180.0,96248.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96250[20:MRR:96230.0,96249.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96251[20:MRR:125.0,125.1,96246.0,96250.0] || -> . % 3.65/3.87 96253[14:Spt:96251.0,95783.0,95784.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.87 96254[14:Spt:96251.0,95783.1,95783.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.87 96255[15:Spt:96254.0] || -> pigeon_4_in_hole_5*. % 3.65/3.87 96256[15:MRR:139.1,96255.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 96257[15:MRR:123.0,96255.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 96258[15:MRR:140.1,96255.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96259[15:MRR:134.0,96255.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 96260[15:MRR:129.0,96255.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 96261[15:MRR:94805.2,96256.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_1*. % 3.65/3.87 96262[15:MRR:94806.2,96257.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 96263[15:MRR:94803.2,96258.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 96264[15:MRR:94804.2,96259.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 96265[15:MRR:94802.2,96260.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96266[16:Spt:96261.2] || -> pigeon_5_in_hole_4*. % 3.65/3.87 96267[16:MRR:115.1,96266.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96268[16:MRR:96.0,96266.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96270[16:MRR:107.0,96266.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 96271[16:MRR:102.0,96266.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 96272[16:MRR:96263.2,96267.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 96273[16:MRR:96262.2,96268.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 96274[16:MRR:96264.2,96270.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 96275[16:MRR:96265.2,96271.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 96276[17:Spt:96272.2] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96278[17:MRR:19.0,96276.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 96279[17:MRR:24.0,96276.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96280[17:MRR:13.0,96276.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 96282[17:MRR:96275.2,96278.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 96283[17:MRR:96274.2,96279.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 96284[17:MRR:96273.2,96280.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 96285[18:Spt:96282.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96286[18:MRR:184.1,96285.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96289[18:MRR:177.0,96285.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96290[18:MRR:96283.0,96286.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96292[18:MRR:150.0,96290.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96295[18:MRR:96284.0,96289.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 96299[18:MRR:96292.0,96295.0] || -> . % 3.65/3.87 96300[18:Spt:96299.0,96282.0,96285.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96301[18:Spt:96299.0,96282.1] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96302[18:MRR:156.1,96301.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96303[18:MRR:96283.1,96302.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96304[18:MRR:178.0,96303.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96307[18:MRR:96284.0,96304.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 96310[18:MRR:149.0,149.1,96301.0,96307.0] || -> . % 3.65/3.87 96311[17:Spt:96310.0,96272.2,96276.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 96312[17:Spt:96310.0,96272.0,96272.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 96313[18:Spt:96312.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96314[18:MRR:187.0,96313.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96315[18:MRR:192.0,96313.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96317[18:MRR:181.0,96313.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96318[18:MRR:96275.0,96314.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 96319[18:MRR:96274.0,96315.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 96320[18:MRR:96273.0,96317.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 96321[19:Spt:96318.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96322[19:MRR:156.1,96321.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96323[19:MRR:149.0,96321.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96326[19:MRR:96319.0,96322.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96329[19:MRR:10.0,96326.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96331[19:MRR:96320.0,96323.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96335[19:MRR:96329.0,96331.0] || -> . % 3.65/3.87 96336[19:Spt:96335.0,96318.0,96321.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96337[19:Spt:96335.0,96318.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96338[19:MRR:16.1,96337.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96339[19:MRR:96319.1,96338.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96342[19:MRR:150.0,96339.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96343[19:MRR:96320.0,96342.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96345[19:MRR:9.0,9.1,96337.0,96343.0] || -> . % 3.65/3.87 96347[18:Spt:96345.0,96312.0,96313.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96348[18:Spt:96345.0,96312.1] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96349[18:MRR:159.0,96348.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96350[18:MRR:96275.1,96349.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 96351[18:MRR:164.0,96348.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96352[18:MRR:96274.1,96351.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_1*. % 3.65/3.87 96353[18:MRR:153.0,96348.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96354[18:MRR:96273.1,96353.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 96356[19:Spt:96350.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96357[19:MRR:177.0,96356.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96359[19:MRR:184.1,96356.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96360[19:MRR:96354.0,96357.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96361[19:MRR:10.1,96360.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96365[19:MRR:96352.0,96359.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96369[19:MRR:96361.0,96365.0] || -> . % 3.65/3.87 96370[19:Spt:96369.0,96350.0,96356.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96371[19:Spt:96369.0,96350.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96372[19:MRR:9.0,96371.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96373[19:MRR:96354.1,96372.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96374[19:MRR:178.1,96373.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96376[19:MRR:96352.0,96374.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96379[19:MRR:16.0,16.1,96376.0,96371.0] || -> . % 3.65/3.87 96380[16:Spt:96379.0,96261.2,96266.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 96381[16:Spt:96379.0,96261.0,96261.1,96261.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.87 96382[17:Spt:96381.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96383[17:MRR:186.0,96382.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96384[17:MRR:180.0,96382.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96385[17:MRR:191.0,96382.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96386[17:MRR:199.1,96382.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96387[17:MRR:96265.0,96383.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96388[17:MRR:96262.0,96384.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 96389[17:MRR:96264.0,96385.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 96390[17:MRR:96263.0,96386.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 96391[18:Spt:96387.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96392[18:MRR:159.1,96391.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96394[18:MRR:149.0,96391.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96395[18:MRR:156.1,96391.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96396[18:MRR:96390.0,96392.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 96397[18:MRR:96388.0,96394.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 96398[18:MRR:96389.0,96395.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 96399[19:Spt:96396.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96400[19:MRR:108.0,96399.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 96402[19:MRR:97.0,96399.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96404[19:MRR:96398.0,96400.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96405[19:MRR:10.0,96404.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96410[19:MRR:96397.0,96402.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96415[19:MRR:96405.0,96410.0] || -> . % 3.65/3.87 96416[19:Spt:96415.0,96396.0,96399.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96417[19:Spt:96415.0,96396.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96418[19:MRR:24.0,96417.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96419[19:MRR:96398.1,96418.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96420[19:MRR:94.0,96419.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96423[19:MRR:96397.0,96420.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96424[19:MRR:13.0,13.1,96417.0,96423.0] || -> . % 3.65/3.87 96428[18:Spt:96424.0,96387.0,96391.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96429[18:Spt:96424.0,96387.1,96387.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96430[19:Spt:96429.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96431[19:MRR:103.1,96430.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96432[19:MRR:100.1,96430.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 96434[19:MRR:93.0,96430.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96435[19:MRR:96390.1,96431.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 96436[19:MRR:96389.1,96432.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 96437[19:MRR:96388.1,96434.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 96438[20:Spt:96435.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96439[20:MRR:164.0,96438.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96440[20:MRR:153.0,96438.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96442[20:MRR:96436.0,96439.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96447[20:MRR:10.0,96442.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96448[20:MRR:96437.0,96440.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96453[20:MRR:96447.0,96448.0] || -> . % 3.65/3.87 96454[20:Spt:96453.0,96435.0,96438.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 96455[20:Spt:96453.0,96435.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96456[20:MRR:24.0,96455.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96457[20:MRR:96436.1,96456.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96459[20:MRR:150.0,96457.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96460[20:MRR:96437.0,96459.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96464[20:MRR:13.0,13.1,96455.0,96460.0] || -> . % 3.65/3.87 96465[19:Spt:96464.0,96429.0,96430.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 96466[19:Spt:96464.0,96429.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96467[19:MRR:16.1,96466.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96468[19:MRR:96389.2,96467.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 96469[19:MRR:9.0,96466.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96470[19:MRR:96388.2,96469.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 96471[19:MRR:19.1,96466.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96472[19:MRR:96390.2,96471.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 96475[20:Spt:96468.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96476[20:MRR:164.1,96475.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 96477[20:MRR:150.0,96475.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96479[20:MRR:96472.0,96476.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96480[20:MRR:97.0,96479.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96483[20:MRR:96470.0,96477.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96486[20:MRR:96480.0,96483.0] || -> . % 3.65/3.87 96487[20:Spt:96486.0,96468.0,96475.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96488[20:Spt:96486.0,96468.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96489[20:MRR:108.1,96488.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96490[20:MRR:96472.1,96489.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96492[20:MRR:153.0,96490.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96493[20:MRR:96470.0,96492.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96495[20:MRR:94.0,94.1,96488.0,96493.0] || -> . % 3.65/3.87 96496[17:Spt:96495.0,96381.0,96382.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 96497[17:Spt:96495.0,96381.1,96381.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_1*. % 3.65/3.87 96498[18:Spt:96497.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 96499[18:MRR:163.0,96498.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96500[18:MRR:171.1,96498.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96501[18:MRR:152.0,96498.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96502[18:MRR:158.0,96498.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96503[18:MRR:96264.1,96499.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 96504[18:MRR:96263.1,96500.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 96505[18:MRR:96262.1,96501.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 96506[18:MRR:96265.1,96502.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96507[19:Spt:96503.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96508[19:MRR:184.0,96507.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96509[19:MRR:178.0,96507.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96510[19:MRR:192.1,96507.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96511[19:MRR:96506.0,96508.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_1*. % 3.65/3.87 96512[19:MRR:96505.0,96509.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_1*. % 3.65/3.87 96513[19:MRR:96504.0,96510.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_1*. % 3.65/3.87 96514[20:Spt:96511.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96515[20:MRR:93.0,96514.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96518[20:MRR:103.1,96514.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96519[20:MRR:96512.0,96515.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96524[20:MRR:13.1,96519.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96525[20:MRR:96513.0,96518.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96530[20:MRR:96524.0,96525.0] || -> . % 3.65/3.87 96531[20:Spt:96530.0,96511.0,96514.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 96532[20:Spt:96530.0,96511.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96533[20:MRR:9.0,96532.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96534[20:MRR:96512.1,96533.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96535[20:MRR:97.1,96534.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96538[20:MRR:96513.0,96535.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96541[20:MRR:19.0,19.1,96538.0,96532.0] || -> . % 3.65/3.87 96543[19:Spt:96541.0,96503.0,96507.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96544[19:Spt:96541.0,96503.1,96503.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_1*. % 3.65/3.87 96545[20:Spt:96544.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96546[20:MRR:100.0,96545.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 96547[20:MRR:94.0,96545.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96549[20:MRR:108.1,96545.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96550[20:MRR:96506.1,96546.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 96551[20:MRR:96505.1,96547.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 96552[20:MRR:96504.1,96549.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.87 96553[21:Spt:96550.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96554[21:MRR:177.0,96553.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96555[21:MRR:187.1,96553.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96556[21:MRR:96551.0,96554.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96558[21:MRR:13.1,96556.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96562[21:MRR:96552.0,96555.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96567[21:MRR:96558.0,96562.0] || -> . % 3.65/3.87 96568[21:Spt:96567.0,96550.0,96553.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96569[21:Spt:96567.0,96550.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96570[21:MRR:9.0,96569.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96571[21:MRR:96551.1,96570.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96572[21:MRR:181.1,96571.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96573[21:MRR:96552.0,96572.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96575[21:MRR:19.0,19.1,96573.0,96569.0] || -> . % 3.65/3.87 96578[20:Spt:96575.0,96544.0,96545.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 96579[20:Spt:96575.0,96544.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96580[20:MRR:10.0,96579.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 96581[20:MRR:96505.2,96580.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 96582[20:MRR:24.1,96579.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 96583[20:MRR:96504.2,96582.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 96584[20:MRR:16.0,96579.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 96585[20:MRR:96506.2,96584.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.87 96588[21:Spt:96581.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96589[21:MRR:177.1,96588.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96590[21:MRR:181.1,96588.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96591[21:MRR:96585.0,96589.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96592[21:MRR:103.1,96591.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96595[21:MRR:96583.0,96590.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96598[21:MRR:96592.0,96595.0] || -> . % 3.65/3.87 96599[21:Spt:96598.0,96581.0,96588.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96600[21:Spt:96598.0,96581.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96601[21:MRR:93.1,96600.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 96602[21:MRR:96585.1,96601.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96603[21:MRR:187.1,96602.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96604[21:MRR:96583.0,96603.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96606[21:MRR:97.0,97.1,96604.0,96600.0] || -> . % 3.65/3.87 96607[18:Spt:96606.0,96497.0,96498.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 96608[18:Spt:96606.0,96497.1] || -> pigeon_5_in_hole_1*. % 3.65/3.87 96609[18:MRR:12.0,96608.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 96610[18:MRR:31.1,96608.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 96611[18:MRR:18.0,96608.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 96613[18:MRR:23.0,96608.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96614[18:MRR:96264.3,96613.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 96615[18:MRR:96263.3,96610.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 96616[18:MRR:96262.3,96609.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 96617[18:MRR:96265.3,96611.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 96618[19:Spt:96614.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96619[19:MRR:192.1,96618.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96620[19:MRR:178.0,96618.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96621[19:MRR:184.0,96618.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96622[19:MRR:96615.0,96619.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 96623[19:MRR:96616.0,96620.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 96624[19:MRR:96617.0,96621.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 96625[20:Spt:96622.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96627[20:MRR:153.0,96625.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96628[20:MRR:159.0,96625.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96629[20:MRR:96623.0,96627.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96630[20:MRR:93.1,96629.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 96634[20:MRR:96624.0,96628.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96638[20:MRR:96630.0,96634.0] || -> . % 3.65/3.87 96639[20:Spt:96638.0,96622.0,96625.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 96640[20:Spt:96638.0,96622.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96641[20:MRR:97.0,96640.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96642[20:MRR:96623.1,96641.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 96644[20:MRR:149.1,96642.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96645[20:MRR:96624.0,96644.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96647[20:MRR:103.0,103.1,96640.0,96645.0] || -> . % 3.65/3.87 96649[19:Spt:96647.0,96614.0,96618.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96650[19:Spt:96647.0,96614.1,96614.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 96651[20:Spt:96650.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96652[20:MRR:164.1,96651.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96653[20:MRR:150.0,96651.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96654[20:MRR:156.0,96651.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96655[20:MRR:96615.1,96652.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 96656[20:MRR:96616.1,96653.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.87 96657[20:MRR:96617.1,96654.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.87 96658[21:Spt:96655.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96659[21:MRR:181.0,96658.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96660[21:MRR:187.0,96658.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96661[21:MRR:96656.0,96659.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 96665[21:MRR:93.1,96661.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 96666[21:MRR:96657.0,96660.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96670[21:MRR:96665.0,96666.0] || -> . % 3.65/3.87 96671[21:Spt:96670.0,96655.0,96658.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96672[21:Spt:96670.0,96655.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 96673[21:MRR:97.0,96672.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 96674[21:MRR:96656.1,96673.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96675[21:MRR:177.1,96674.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96676[21:MRR:96657.0,96675.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 96678[21:MRR:103.0,103.1,96672.0,96676.0] || -> . % 3.65/3.87 96680[20:Spt:96678.0,96650.0,96651.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96681[20:Spt:96678.0,96650.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 96682[20:MRR:94.0,96681.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96683[20:MRR:96616.2,96682.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 96684[20:MRR:100.0,96681.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 96685[20:MRR:96617.2,96684.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 96686[20:MRR:108.1,96681.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 96687[20:MRR:96615.2,96686.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 96689[21:Spt:96683.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96690[21:MRR:181.1,96689.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96691[21:MRR:177.1,96689.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96692[21:MRR:96687.0,96690.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96693[21:MRR:159.0,96692.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96695[21:MRR:96685.0,96691.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96697[21:MRR:96693.0,96695.0] || -> . % 3.65/3.87 96698[21:Spt:96697.0,96683.0,96689.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96699[21:Spt:96697.0,96683.1] || -> pigeon_1_in_hole_6*. % 3.65/3.87 96700[21:MRR:153.1,96699.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 96701[21:MRR:96687.1,96700.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96702[21:MRR:187.0,96701.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96703[21:MRR:96685.0,96702.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96704[21:MRR:149.0,149.1,96703.0,96699.0] || -> . % 3.65/3.87 96705[15:Spt:96704.0,96254.0,96255.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.87 96706[15:Spt:96704.0,96254.1] || -> pigeon_4_in_hole_4*. % 3.65/3.87 96707[15:MRR:95.0,96706.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 96708[15:MRR:101.0,96706.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 96709[15:MRR:112.1,96706.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 96710[15:MRR:106.0,96706.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 96711[15:MRR:111.1,96706.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 96712[15:MRR:94805.3,96711.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_1*. % 3.65/3.87 96713[15:MRR:94806.3,96707.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96714[15:MRR:94803.3,96709.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96715[15:MRR:94804.3,96710.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96716[15:MRR:94802.3,96708.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 96717[16:Spt:96712.3] || -> pigeon_5_in_hole_1*. % 3.65/3.87 96718[16:MRR:12.0,96717.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 96719[16:MRR:31.1,96717.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 96720[16:MRR:18.0,96717.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 96722[16:MRR:23.0,96717.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96723[16:MRR:96713.3,96718.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 96724[16:MRR:96714.3,96719.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 96725[16:MRR:96716.3,96720.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 96726[16:MRR:96715.3,96722.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 96727[17:Spt:96723.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 96728[17:MRR:177.1,96727.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96729[17:MRR:181.1,96727.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96730[17:MRR:178.1,96727.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96732[17:MRR:96725.0,96728.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 96733[17:MRR:96724.0,96729.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 96734[17:MRR:96726.0,96730.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 96735[18:Spt:96732.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96736[18:MRR:159.1,96735.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 96738[18:MRR:156.1,96735.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96740[18:MRR:96733.0,96736.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96743[18:MRR:136.0,96740.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 96745[18:MRR:96734.0,96738.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96749[18:MRR:96743.0,96745.0] || -> . % 3.65/3.87 96750[18:Spt:96749.0,96732.0,96735.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96751[18:Spt:96749.0,96732.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 96752[18:MRR:131.1,96751.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96753[18:MRR:96733.1,96752.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96755[18:MRR:164.0,96753.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96757[18:MRR:96734.0,96755.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96758[18:MRR:128.0,128.1,96757.0,96751.0] || -> . % 3.65/3.87 96761[17:Spt:96758.0,96723.0,96727.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96762[17:Spt:96758.0,96723.1,96723.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 96763[18:Spt:96762.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 96764[18:MRR:149.1,96763.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96765[18:MRR:153.1,96763.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96766[18:MRR:150.1,96763.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96768[18:MRR:96725.1,96764.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.87 96769[18:MRR:96724.1,96765.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 96770[18:MRR:96726.1,96766.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.87 96771[19:Spt:96768.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96772[19:MRR:187.1,96771.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96773[19:MRR:184.1,96771.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96775[19:MRR:96769.0,96772.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96777[19:MRR:136.0,96775.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 96780[19:MRR:96770.0,96773.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96784[19:MRR:96777.0,96780.0] || -> . % 3.65/3.87 96785[19:Spt:96784.0,96768.0,96771.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96786[19:Spt:96784.0,96768.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 96787[19:MRR:131.1,96786.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96788[19:MRR:96769.1,96787.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96789[19:MRR:192.0,96788.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96791[19:MRR:96770.0,96789.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96794[19:MRR:128.0,128.1,96791.0,96786.0] || -> . % 3.65/3.87 96795[18:Spt:96794.0,96762.0,96763.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96796[18:Spt:96794.0,96762.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96797[18:MRR:125.1,96796.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96798[18:MRR:96724.2,96797.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 96799[18:MRR:122.1,96796.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 96800[18:MRR:96726.2,96799.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.87 96801[18:MRR:121.1,96796.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 96802[18:MRR:96725.2,96801.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 96804[19:Spt:96798.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96805[19:MRR:187.0,96804.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96807[19:MRR:192.0,96804.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96808[19:MRR:96802.0,96805.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96810[19:MRR:156.1,96808.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96812[19:MRR:96800.0,96807.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96815[19:MRR:96810.0,96812.0] || -> . % 3.65/3.87 96816[19:Spt:96815.0,96798.0,96804.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 96817[19:Spt:96815.0,96798.1] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96818[19:MRR:159.0,96817.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96819[19:MRR:96802.1,96818.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 96821[19:MRR:184.1,96819.0] || pigeon_3_in_hole_7* -> . % 3.65/3.87 96822[19:MRR:96800.0,96821.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96824[19:MRR:164.0,164.1,96817.0,96822.0] || -> . % 3.65/3.87 96825[16:Spt:96824.0,96712.3,96717.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 96826[16:Spt:96824.0,96712.0,96712.1,96712.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 96827[17:Spt:96826.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 96828[17:MRR:199.1,96827.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96829[17:MRR:186.0,96827.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96830[17:MRR:191.0,96827.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96831[17:MRR:180.0,96827.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96832[17:MRR:96714.0,96828.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96833[17:MRR:96716.0,96829.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 96834[17:MRR:96715.0,96830.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96835[17:MRR:96713.0,96831.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96836[18:Spt:96832.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 96837[18:MRR:159.0,96836.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96838[18:MRR:164.0,96836.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96840[18:MRR:153.0,96836.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96841[18:MRR:96833.0,96837.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 96842[18:MRR:96834.0,96838.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96843[18:MRR:96835.0,96840.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96844[19:Spt:96841.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 96846[19:MRR:128.1,96844.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 96847[19:MRR:121.0,96844.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96849[19:MRR:96842.0,96846.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96850[19:MRR:10.0,96849.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96854[19:MRR:96843.0,96847.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96858[19:MRR:96850.0,96854.0] || -> . % 3.65/3.87 96859[19:Spt:96858.0,96841.0,96844.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 96860[19:Spt:96858.0,96841.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96861[19:MRR:16.1,96860.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96862[19:MRR:96842.1,96861.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96864[19:MRR:122.0,96862.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96866[19:MRR:96843.0,96864.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96869[19:MRR:9.0,9.1,96860.0,96866.0] || -> . % 3.65/3.87 96870[18:Spt:96869.0,96832.0,96836.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96871[18:Spt:96869.0,96832.1,96832.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96872[19:Spt:96871.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96873[19:MRR:131.0,96872.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 96874[19:MRR:136.0,96872.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 96875[19:MRR:125.0,96872.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 96877[19:MRR:96833.1,96873.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 96878[19:MRR:96834.1,96874.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 96879[19:MRR:96835.1,96875.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 96880[20:Spt:96877.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96881[20:MRR:156.1,96880.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96883[20:MRR:149.0,96880.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96884[20:MRR:96878.0,96881.0] || -> pigeon_3_in_hole_1*. % 3.65/3.87 96888[20:MRR:10.0,96884.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96889[20:MRR:96879.0,96883.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96893[20:MRR:96888.0,96889.0] || -> . % 3.65/3.87 96894[20:Spt:96893.0,96877.0,96880.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96895[20:Spt:96893.0,96877.1] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96896[20:MRR:16.1,96895.0] || pigeon_3_in_hole_1* -> . % 3.65/3.87 96897[20:MRR:96878.1,96896.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96899[20:MRR:150.0,96897.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96900[20:MRR:96879.0,96899.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96901[20:MRR:9.0,9.1,96895.0,96900.0] || -> . % 3.65/3.87 96904[19:Spt:96901.0,96871.0,96872.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96905[19:Spt:96901.0,96871.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96906[19:MRR:24.0,96905.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 96907[19:MRR:96834.2,96906.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 96908[19:MRR:13.0,96905.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96909[19:MRR:96835.2,96908.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 96910[19:MRR:19.0,96905.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 96911[19:MRR:96833.2,96910.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 96913[20:Spt:96907.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 96914[20:MRR:156.0,96913.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 96915[20:MRR:150.0,96913.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96917[20:MRR:96911.0,96914.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 96919[20:MRR:121.0,96917.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96921[20:MRR:96909.0,96915.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96924[20:MRR:96919.0,96921.0] || -> . % 3.65/3.87 96925[20:Spt:96924.0,96907.0,96913.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 96926[20:Spt:96924.0,96907.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96927[20:MRR:128.0,96926.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 96928[20:MRR:96911.1,96927.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 96929[20:MRR:149.0,96928.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 96931[20:MRR:96909.0,96929.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96933[20:MRR:122.0,122.1,96926.0,96931.0] || -> . % 3.65/3.87 96934[17:Spt:96933.0,96826.0,96827.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 96935[17:Spt:96933.0,96826.1,96826.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 96936[18:Spt:96935.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 96937[18:MRR:163.0,96936.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 96938[18:MRR:158.0,96936.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 96939[18:MRR:152.0,96936.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 96940[18:MRR:171.1,96936.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 96941[18:MRR:96715.1,96937.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96942[18:MRR:96716.1,96938.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 96943[18:MRR:96713.1,96939.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96944[18:MRR:96714.1,96940.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96945[19:Spt:96941.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 96946[19:MRR:192.1,96945.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 96947[19:MRR:184.0,96945.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 96948[19:MRR:178.0,96945.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 96949[19:MRR:96944.0,96946.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_1*. % 3.65/3.87 96950[19:MRR:96942.0,96947.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_1*. % 3.65/3.87 96951[19:MRR:96943.0,96948.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_1*. % 3.65/3.87 96952[20:Spt:96949.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 96954[20:MRR:125.0,96952.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 96956[20:MRR:131.0,96952.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 96957[20:MRR:96951.0,96954.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 96960[20:MRR:9.1,96957.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 96962[20:MRR:96950.0,96956.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96966[20:MRR:96960.0,96962.0] || -> . % 3.65/3.87 96967[20:Spt:96966.0,96949.0,96952.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 96968[20:Spt:96966.0,96949.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 96969[20:MRR:13.0,96968.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96970[20:MRR:96951.1,96969.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 96972[20:MRR:121.1,96970.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 96974[20:MRR:96950.0,96972.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96976[20:MRR:19.0,19.1,96968.0,96974.0] || -> . % 3.65/3.87 96978[19:Spt:96976.0,96941.0,96945.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 96979[19:Spt:96976.0,96941.1,96941.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_1*. % 3.65/3.87 96980[20:Spt:96979.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 96981[20:MRR:136.1,96980.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 96982[20:MRR:122.0,96980.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 96984[20:MRR:128.0,96980.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 96985[20:MRR:96944.1,96981.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.87 96986[20:MRR:96943.1,96982.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 96987[20:MRR:96942.1,96984.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 96988[21:Spt:96985.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 96989[21:MRR:187.0,96988.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 96990[21:MRR:181.0,96988.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 96991[21:MRR:96987.0,96989.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 96992[21:MRR:9.0,96991.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 96996[21:MRR:96986.0,96990.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 97000[21:MRR:96992.0,96996.0] || -> . % 3.65/3.87 97001[21:Spt:97000.0,96985.0,96988.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97002[21:Spt:97000.0,96985.1] || -> pigeon_6_in_hole_1*. % 3.65/3.87 97003[21:MRR:19.0,97002.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 97004[21:MRR:96987.1,97003.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 97005[21:MRR:177.0,97004.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 97006[21:MRR:96986.0,97005.0] || -> pigeon_1_in_hole_1*. % 3.65/3.87 97009[21:MRR:13.0,13.1,97002.0,97006.0] || -> . % 3.65/3.87 97010[20:Spt:97009.0,96979.0,96980.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97011[20:Spt:97009.0,96979.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 97012[20:MRR:16.0,97011.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 97013[20:MRR:96942.2,97012.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.87 97014[20:MRR:10.0,97011.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 97015[20:MRR:96943.2,97014.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.87 97017[20:MRR:24.1,97011.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 97018[20:MRR:96944.2,97017.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.87 97019[21:Spt:97013.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 97020[21:MRR:187.1,97019.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97021[21:MRR:177.0,97019.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 97022[21:MRR:97018.0,97020.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 97024[21:MRR:125.0,97022.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97026[21:MRR:97015.0,97021.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97029[21:MRR:97024.0,97026.0] || -> . % 3.65/3.87 97030[21:Spt:97029.0,97013.0,97019.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 97031[21:Spt:97029.0,97013.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 97032[21:MRR:131.1,97031.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 97033[21:MRR:97018.1,97032.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 97034[21:MRR:181.0,97033.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 97035[21:MRR:97015.0,97034.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97037[21:MRR:121.0,121.1,97031.0,97035.0] || -> . % 3.65/3.87 97038[18:Spt:97037.0,96935.0,96936.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 97039[18:Spt:97037.0,96935.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 97040[18:MRR:143.1,97039.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97041[18:MRR:124.0,97039.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97042[18:MRR:130.0,97039.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97043[18:MRR:135.0,97039.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97044[18:MRR:96715.2,97043.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 97045[18:MRR:96716.2,97042.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 97046[18:MRR:96713.2,97041.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 97047[18:MRR:96714.2,97040.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 97048[19:Spt:97044.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 97049[19:MRR:178.0,97048.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 97050[19:MRR:184.0,97048.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 97051[19:MRR:192.1,97048.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 97052[19:MRR:97046.0,97049.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_1*. % 3.65/3.87 97053[19:MRR:97045.0,97050.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_1*. % 3.65/3.87 97054[19:MRR:97047.0,97051.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_1*. % 3.65/3.87 97055[20:Spt:97052.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 97057[20:MRR:149.1,97055.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 97058[20:MRR:153.1,97055.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97059[20:MRR:97053.0,97057.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 97061[20:MRR:19.1,97059.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 97064[20:MRR:97054.0,97058.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 97068[20:MRR:97061.0,97064.0] || -> . % 3.65/3.87 97069[20:Spt:97068.0,97052.0,97055.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 97070[20:Spt:97068.0,97052.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 97071[20:MRR:9.1,97070.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 97072[20:MRR:97053.1,97071.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 97074[20:MRR:159.1,97072.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97075[20:MRR:97054.0,97074.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 97078[20:MRR:13.0,13.1,97075.0,97070.0] || -> . % 3.65/3.87 97079[19:Spt:97078.0,97044.0,97048.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 97080[19:Spt:97078.0,97044.1,97044.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_1*. % 3.65/3.87 97081[20:Spt:97080.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 97082[20:MRR:150.0,97081.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 97083[20:MRR:156.0,97081.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 97084[20:MRR:164.1,97081.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 97085[20:MRR:97046.1,97082.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_1*. % 3.65/3.87 97086[20:MRR:97045.1,97083.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_1*. % 3.65/3.87 97087[20:MRR:97047.1,97084.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_1*. % 3.65/3.87 97088[21:Spt:97085.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 97089[21:MRR:177.1,97088.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 97090[21:MRR:181.1,97088.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97091[21:MRR:97086.0,97089.0] || -> pigeon_2_in_hole_1*. % 3.65/3.87 97094[21:MRR:19.1,97091.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 97096[21:MRR:97087.0,97090.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 97100[21:MRR:97094.0,97096.0] || -> . % 3.65/3.87 97101[21:Spt:97100.0,97085.0,97088.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 97102[21:Spt:97100.0,97085.1] || -> pigeon_1_in_hole_1*. % 3.65/3.87 97103[21:MRR:9.1,97102.0] || pigeon_2_in_hole_1* -> . % 3.65/3.87 97104[21:MRR:97086.1,97103.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 97105[21:MRR:187.1,97104.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97106[21:MRR:97087.0,97105.0] || -> pigeon_6_in_hole_1*. % 3.65/3.87 97107[21:MRR:13.0,13.1,97106.0,97102.0] || -> . % 3.65/3.87 97110[20:Spt:97107.0,97080.0,97081.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 97111[20:Spt:97107.0,97080.1] || -> pigeon_3_in_hole_1*. % 3.65/3.87 97112[20:MRR:16.0,97111.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 97113[20:MRR:97045.2,97112.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.87 97114[20:MRR:24.1,97111.0] || pigeon_6_in_hole_1* -> . % 3.65/3.87 97115[20:MRR:97047.2,97114.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.87 97116[20:MRR:10.0,97111.0] || pigeon_1_in_hole_1* -> . % 3.65/3.87 97117[20:MRR:97046.2,97116.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.87 97119[21:Spt:97113.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 97120[21:MRR:177.0,97119.0] || pigeon_1_in_hole_7* -> . % 3.65/3.87 97121[21:MRR:187.1,97119.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97122[21:MRR:97117.0,97120.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 97123[21:MRR:153.1,97122.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97125[21:MRR:97115.0,97121.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 97127[21:MRR:97123.0,97125.0] || -> . % 3.65/3.87 97128[21:Spt:97127.0,97113.0,97119.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 97129[21:Spt:97127.0,97113.1] || -> pigeon_2_in_hole_6*. % 3.65/3.87 97130[21:MRR:149.0,97129.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 97131[21:MRR:97117.1,97130.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 97132[21:MRR:181.1,97131.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 97133[21:MRR:97115.0,97132.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 97134[21:MRR:159.0,159.1,97133.0,97129.0] || -> . % 3.65/3.87 97135[6:Spt:97134.0,81967.0,81968.0] || pigeon_8_in_hole_2*+ -> . % 3.65/3.87 97136[6:Spt:97134.0,81967.1] || -> pigeon_8_in_hole_1*. % 3.65/3.87 97137[6:MRR:21.0,97136.0] || pigeon_2_in_hole_1*+ -> . % 3.65/3.87 97138[6:MRR:35.0,97136.0] || pigeon_6_in_hole_1*+ -> . % 3.65/3.87 97139[6:MRR:15.0,97136.0] || pigeon_1_in_hole_1*+ -> . % 3.65/3.87 97140[6:MRR:26.0,97136.0] || pigeon_3_in_hole_1*+ -> . % 3.65/3.87 97141[6:MRR:33.0,97136.0] || pigeon_5_in_hole_1*+ -> . % 3.65/3.87 97142[6:MRR:30.0,97136.0] || pigeon_4_in_hole_1*+ -> . % 3.65/3.87 97143[6:MRR:36.0,97136.0] || pigeon_7_in_hole_1*+ -> . % 3.65/3.87 97144[6:MRR:7.6,97143.0] || -> pigeon_7_in_hole_7 pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.65/3.87 97145[6:MRR:2.6,97137.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97146[6:MRR:1.6,97139.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97147[6:MRR:4.6,97142.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 97148[6:MRR:5.6,97141.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97149[6:MRR:3.6,97140.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97150[6:MRR:6.6,97138.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97151[7:Spt:97144.0] || -> pigeon_7_in_hole_7*. % 3.65/3.87 97152[7:MRR:197.0,97151.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 97153[7:MRR:200.0,97151.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 97154[7:MRR:188.0,97151.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 97155[7:MRR:182.0,97151.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 97156[7:MRR:202.0,97151.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 97157[7:MRR:193.0,97151.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 97158[7:MRR:97147.0,97152.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 97159[7:MRR:97148.0,97153.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97160[7:MRR:97145.0,97154.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97161[7:MRR:97146.0,97155.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97162[7:MRR:97150.0,97156.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97163[7:MRR:97149.0,97157.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97164[8:Spt:97158.0] || -> pigeon_4_in_hole_6*. % 3.65/3.87 97165[8:MRR:167.1,97164.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 97166[8:MRR:168.1,97164.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 97167[8:MRR:151.0,97164.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 97168[8:MRR:162.0,97164.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 97169[8:MRR:157.0,97164.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 97171[8:MRR:97159.0,97165.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97172[8:MRR:97162.0,97166.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97173[8:MRR:97161.0,97167.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97174[8:MRR:97163.0,97168.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97175[8:MRR:97160.0,97169.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97176[9:Spt:97171.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 97177[9:MRR:143.1,97176.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97178[9:MRR:124.0,97176.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97179[9:MRR:130.0,97176.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97180[9:MRR:135.0,97176.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97183[9:MRR:97172.0,97177.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97184[9:MRR:97173.0,97178.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97185[9:MRR:97175.0,97179.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97186[9:MRR:97174.0,97180.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97187[10:Spt:97183.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 97188[10:MRR:97.0,97187.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 97189[10:MRR:103.0,97187.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97191[10:MRR:108.0,97187.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97194[10:MRR:97184.0,97188.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97195[10:MRR:97185.0,97189.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97196[10:MRR:97186.0,97191.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97197[11:Spt:97194.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97198[11:MRR:65.1,97197.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97199[11:MRR:66.1,97197.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 97204[11:MRR:97195.0,97198.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97209[11:MRR:44.1,97204.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97211[11:MRR:97196.0,97199.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97217[11:MRR:97209.0,97211.0] || -> . % 3.65/3.87 97218[11:Spt:97217.0,97194.0,97197.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97219[11:Spt:97217.0,97194.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97220[11:MRR:37.1,97219.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97221[11:MRR:97195.1,97220.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97224[11:MRR:72.1,97221.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 97227[11:MRR:97196.0,97224.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97231[11:MRR:38.0,38.1,97227.0,97219.0] || -> . % 3.65/3.87 97233[10:Spt:97231.0,97183.0,97187.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97234[10:Spt:97231.0,97183.1,97183.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97235[11:Spt:97234.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97236[11:MRR:69.0,97235.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 97237[11:MRR:75.0,97235.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 97238[11:MRR:80.0,97235.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 97242[11:MRR:97184.1,97236.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 97243[11:MRR:97185.1,97237.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 97244[11:MRR:97186.1,97238.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 97245[12:Spt:97242.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 97247[12:MRR:94.1,97245.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97248[12:MRR:93.1,97245.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97251[12:MRR:97244.0,97247.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97252[12:MRR:44.0,97251.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97258[12:MRR:97243.0,97248.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97264[12:MRR:97252.0,97258.0] || -> . % 3.65/3.87 97265[12:Spt:97264.0,97242.0,97245.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97266[12:Spt:97264.0,97242.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97267[12:MRR:38.1,97266.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97268[12:MRR:97244.1,97267.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97270[12:MRR:100.0,97268.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97273[12:MRR:97243.0,97270.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97278[12:MRR:37.0,37.1,97273.0,97266.0] || -> . % 3.65/3.87 97279[11:Spt:97278.0,97234.0,97235.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 97280[11:Spt:97278.0,97234.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97281[11:MRR:52.0,97280.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 97282[11:MRR:97186.2,97281.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 97283[11:MRR:47.0,97280.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97284[11:MRR:97185.2,97283.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 97287[11:MRR:41.0,97280.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97288[11:MRR:97184.2,97287.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 97290[12:Spt:97282.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97291[12:MRR:94.0,97290.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97294[12:MRR:100.0,97290.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97296[12:MRR:97288.0,97291.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97301[12:MRR:65.1,97296.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97302[12:MRR:97284.0,97294.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97307[12:MRR:97301.0,97302.0] || -> . % 3.65/3.87 97308[12:Spt:97307.0,97282.0,97290.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97309[12:Spt:97307.0,97282.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97310[12:MRR:66.0,97309.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97311[12:MRR:97288.1,97310.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 97314[12:MRR:93.1,97311.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97316[12:MRR:97284.0,97314.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97318[12:MRR:72.0,72.1,97309.0,97316.0] || -> . % 3.65/3.87 97321[9:Spt:97318.0,97171.0,97176.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 97322[9:Spt:97318.0,97171.1,97171.2,97171.3] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97323[10:Spt:97322.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 97324[10:MRR:107.0,97323.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97325[10:MRR:96.0,97323.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 97328[10:MRR:102.0,97323.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97329[10:MRR:115.1,97323.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97330[10:MRR:97174.1,97324.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97331[10:MRR:97173.1,97325.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97332[10:MRR:97175.1,97328.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97333[10:MRR:97172.1,97329.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97334[11:Spt:97330.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 97335[11:MRR:136.1,97334.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97336[11:MRR:122.0,97334.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97337[11:MRR:128.0,97334.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97340[11:MRR:97333.0,97335.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97341[11:MRR:97331.0,97336.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97342[11:MRR:97332.0,97337.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97343[12:Spt:97340.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97348[12:MRR:75.0,97343.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97349[12:MRR:69.0,97343.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97350[12:MRR:97342.0,97348.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97356[12:MRR:37.0,97350.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97357[12:MRR:97341.0,97349.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97363[12:MRR:97356.0,97357.0] || -> . % 3.65/3.87 97364[12:Spt:97363.0,97340.0,97343.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97365[12:Spt:97363.0,97340.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97366[12:MRR:47.0,97365.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97367[12:MRR:97342.1,97366.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97372[12:MRR:65.0,97367.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97373[12:MRR:97341.0,97372.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97377[12:MRR:41.0,41.1,97365.0,97373.0] || -> . % 3.65/3.87 97379[11:Spt:97377.0,97330.0,97334.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97380[11:Spt:97377.0,97330.1,97330.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97381[12:Spt:97380.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97382[12:MRR:80.1,97381.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 97383[12:MRR:72.0,97381.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 97387[12:MRR:66.0,97381.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 97388[12:MRR:97333.1,97382.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 97389[12:MRR:97332.1,97383.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 97390[12:MRR:97331.1,97387.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 97391[13:Spt:97388.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 97392[13:MRR:131.0,97391.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97393[13:MRR:125.0,97391.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97396[13:MRR:97389.0,97392.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97398[13:MRR:37.0,97396.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97403[13:MRR:97390.0,97393.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97409[13:MRR:97398.0,97403.0] || -> . % 3.65/3.87 97410[13:Spt:97409.0,97388.0,97391.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 97411[13:Spt:97409.0,97388.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97412[13:MRR:47.0,97411.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97413[13:MRR:97389.1,97412.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 97414[13:MRR:121.0,97413.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97417[13:MRR:97390.0,97414.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97419[13:MRR:41.0,41.1,97411.0,97417.0] || -> . % 3.65/3.87 97423[12:Spt:97419.0,97380.0,97381.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 97424[12:Spt:97419.0,97380.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97425[12:MRR:44.0,97424.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 97426[12:MRR:97332.2,97425.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 97427[12:MRR:38.0,97424.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97428[12:MRR:97331.2,97427.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 97429[12:MRR:52.1,97424.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97430[12:MRR:97333.2,97429.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 97434[13:Spt:97426.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 97435[13:MRR:131.1,97434.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 97438[13:MRR:121.0,97434.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97439[13:MRR:97430.0,97435.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97440[13:MRR:69.0,97439.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97445[13:MRR:97428.0,97438.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97450[13:MRR:97440.0,97445.0] || -> . % 3.65/3.87 97451[13:Spt:97450.0,97426.0,97434.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97452[13:Spt:97450.0,97426.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97453[13:MRR:75.1,97452.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97454[13:MRR:97430.1,97453.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 97457[13:MRR:125.0,97454.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97458[13:MRR:97428.0,97457.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97462[13:MRR:65.0,65.1,97452.0,97458.0] || -> . % 3.65/3.87 97463[10:Spt:97462.0,97322.0,97323.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 97464[10:Spt:97462.0,97322.1,97322.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97465[11:Spt:97464.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 97466[11:MRR:87.1,97465.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 97467[11:MRR:68.0,97465.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 97468[11:MRR:74.0,97465.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 97471[11:MRR:79.0,97465.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 97472[11:MRR:97172.2,97466.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 97473[11:MRR:97173.2,97467.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 97474[11:MRR:97175.2,97468.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 97475[11:MRR:97174.2,97471.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 97476[12:Spt:97472.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 97477[12:MRR:131.0,97476.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97478[12:MRR:125.0,97476.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97481[12:MRR:136.0,97476.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97482[12:MRR:97474.0,97477.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 97483[12:MRR:97473.0,97478.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 97484[12:MRR:97475.0,97481.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 97485[13:Spt:97482.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97486[13:MRR:100.1,97485.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97487[13:MRR:93.0,97485.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97491[13:MRR:97484.0,97486.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97493[13:MRR:38.0,97491.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97498[13:MRR:97483.0,97487.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97504[13:MRR:97493.0,97498.0] || -> . % 3.65/3.87 97505[13:Spt:97504.0,97482.0,97485.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97506[13:Spt:97504.0,97482.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97507[13:MRR:44.1,97506.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97508[13:MRR:97484.1,97507.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97511[13:MRR:94.0,97508.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97513[13:MRR:97483.0,97511.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97518[13:MRR:37.0,37.1,97506.0,97513.0] || -> . % 3.65/3.87 97519[12:Spt:97518.0,97472.0,97476.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97520[12:Spt:97518.0,97472.1,97472.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 97521[13:Spt:97520.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 97522[13:MRR:103.0,97521.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97523[13:MRR:108.0,97521.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97524[13:MRR:97.0,97521.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 97527[13:MRR:97474.1,97522.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 97528[13:MRR:97475.1,97523.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 97529[13:MRR:97473.1,97524.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 97530[14:Spt:97527.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 97531[14:MRR:121.0,97530.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97534[14:MRR:128.1,97530.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97535[14:MRR:97529.0,97531.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 97536[14:MRR:38.1,97535.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97542[14:MRR:97528.0,97534.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97548[14:MRR:97536.0,97542.0] || -> . % 3.65/3.87 97549[14:Spt:97548.0,97527.0,97530.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97550[14:Spt:97548.0,97527.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97551[14:MRR:37.0,97550.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 97552[14:MRR:97529.1,97551.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97555[14:MRR:122.1,97552.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97556[14:MRR:97528.0,97555.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97561[14:MRR:44.0,44.1,97556.0,97550.0] || -> . % 3.65/3.87 97562[13:Spt:97561.0,97520.0,97521.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97563[13:Spt:97561.0,97520.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97564[13:MRR:41.0,97563.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 97565[13:MRR:97473.2,97564.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 97566[13:MRR:52.0,97563.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97567[13:MRR:97475.2,97566.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 97571[13:MRR:47.0,97563.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97572[13:MRR:97474.2,97571.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 97573[14:Spt:97565.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97574[14:MRR:121.1,97573.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97575[14:MRR:122.1,97573.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97578[14:MRR:97572.0,97574.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97582[14:MRR:100.1,97578.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97583[14:MRR:97567.0,97575.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97587[14:MRR:97582.0,97583.0] || -> . % 3.65/3.87 97588[14:Spt:97587.0,97565.0,97573.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97589[14:Spt:97587.0,97565.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 97590[14:MRR:93.1,97589.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97591[14:MRR:97572.1,97590.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 97592[14:MRR:128.1,97591.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97595[14:MRR:97567.0,97592.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97598[14:MRR:94.0,94.1,97595.0,97589.0] || -> . % 3.65/3.87 97599[11:Spt:97598.0,97464.0,97465.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 97600[11:Spt:97598.0,97464.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97601[11:MRR:40.0,97600.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 97602[11:MRR:51.0,97600.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 97605[11:MRR:59.1,97600.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 97606[11:MRR:46.0,97600.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 97607[11:MRR:97172.3,97605.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 97608[11:MRR:97173.3,97601.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 97609[11:MRR:97175.3,97606.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 97610[11:MRR:97174.3,97602.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 97611[12:Spt:97607.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 97612[12:MRR:136.0,97611.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97615[12:MRR:125.0,97611.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97616[12:MRR:131.0,97611.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97617[12:MRR:97610.0,97612.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 97618[12:MRR:97608.0,97615.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 97619[12:MRR:97609.0,97616.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 97620[13:Spt:97617.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97621[13:MRR:100.0,97620.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97624[13:MRR:94.0,97620.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97626[13:MRR:97619.0,97621.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97628[13:MRR:65.0,97626.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97632[13:MRR:97618.0,97624.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97637[13:MRR:97628.0,97632.0] || -> . % 3.65/3.87 97638[13:Spt:97637.0,97617.0,97620.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97639[13:Spt:97637.0,97617.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97640[13:MRR:72.0,97639.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97641[13:MRR:97619.1,97640.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97642[13:MRR:93.0,97641.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 97646[13:MRR:97618.0,97642.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97647[13:MRR:66.0,66.1,97639.0,97646.0] || -> . % 3.65/3.87 97651[12:Spt:97647.0,97607.0,97611.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97652[12:Spt:97647.0,97607.1,97607.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 97653[13:Spt:97652.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 97654[13:MRR:108.0,97653.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97655[13:MRR:103.0,97653.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97658[13:MRR:97.0,97653.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 97659[13:MRR:97610.1,97654.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 97660[13:MRR:97609.1,97655.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 97661[13:MRR:97608.1,97658.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 97662[14:Spt:97659.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 97663[14:MRR:122.0,97662.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97664[14:MRR:128.0,97662.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97667[14:MRR:97661.0,97663.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 97668[14:MRR:65.1,97667.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97673[14:MRR:97660.0,97664.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97678[14:MRR:97668.0,97673.0] || -> . % 3.65/3.87 97679[14:Spt:97678.0,97659.0,97662.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97680[14:Spt:97678.0,97659.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97681[14:MRR:66.0,97680.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 97682[14:MRR:97661.1,97681.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97685[14:MRR:121.1,97682.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97686[14:MRR:97660.0,97685.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97690[14:MRR:72.0,72.1,97680.0,97686.0] || -> . % 3.65/3.87 97691[13:Spt:97690.0,97652.0,97653.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97692[13:Spt:97690.0,97652.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97693[13:MRR:69.0,97692.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 97694[13:MRR:97608.2,97693.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 97695[13:MRR:75.0,97692.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97696[13:MRR:97609.2,97695.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 97697[13:MRR:80.0,97692.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 97698[13:MRR:97610.2,97697.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 97701[14:Spt:97694.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 97702[14:MRR:122.1,97701.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 97703[14:MRR:121.1,97701.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97706[14:MRR:97698.0,97702.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97710[14:MRR:100.0,97706.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 97711[14:MRR:97696.0,97703.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97715[14:MRR:97710.0,97711.0] || -> . % 3.65/3.87 97716[14:Spt:97715.0,97694.0,97701.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 97717[14:Spt:97715.0,97694.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 97718[14:MRR:94.1,97717.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97719[14:MRR:97698.1,97718.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 97722[14:MRR:128.0,97719.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 97723[14:MRR:97696.0,97722.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97724[14:MRR:93.0,93.1,97723.0,97717.0] || -> . % 3.65/3.87 97727[8:Spt:97724.0,97158.0,97164.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.87 97728[8:Spt:97724.0,97158.1,97158.2,97158.3,97158.4] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 97729[9:Spt:97728.0] || -> pigeon_4_in_hole_5*. % 3.65/3.87 97730[9:MRR:123.0,97729.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 97731[9:MRR:134.0,97729.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 97732[9:MRR:129.0,97729.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 97734[9:MRR:140.1,97729.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 97735[9:MRR:139.1,97729.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 97736[9:MRR:97161.1,97730.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97737[9:MRR:97163.1,97731.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97738[9:MRR:97160.1,97732.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97739[9:MRR:97162.1,97734.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97740[9:MRR:97159.1,97735.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97741[10:Spt:97736.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 97742[10:MRR:94.1,97741.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97743[10:MRR:93.1,97741.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97746[10:MRR:97.1,97741.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97747[10:MRR:96.1,97741.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 97748[10:MRR:97737.1,97742.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97749[10:MRR:97738.1,97743.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97750[10:MRR:97739.1,97746.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97751[10:MRR:97740.1,97747.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97752[11:Spt:97748.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97754[11:MRR:72.0,97752.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 97755[11:MRR:80.1,97752.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 97758[11:MRR:79.1,97752.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 97759[11:MRR:97749.1,97754.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.87 97760[11:MRR:97750.1,97755.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.87 97761[11:MRR:97751.1,97758.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.87 97762[12:Spt:97759.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97767[12:MRR:46.1,97762.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 97768[12:MRR:47.1,97762.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97769[12:MRR:97761.1,97767.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 97770[12:MRR:171.1,97769.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97775[12:MRR:97760.1,97768.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 97780[12:MRR:97770.0,97775.0] || -> . % 3.65/3.87 97781[12:Spt:97780.0,97759.1,97762.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97782[12:Spt:97780.0,97759.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 97783[12:MRR:158.1,97782.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 97784[12:MRR:97761.0,97783.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97789[12:MRR:59.1,97784.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97790[12:MRR:97760.1,97789.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 97793[12:MRR:159.0,159.1,97790.0,97782.0] || -> . % 3.65/3.87 97795[11:Spt:97793.0,97748.1,97752.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 97796[11:Spt:97793.0,97748.0,97748.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.87 97797[12:Spt:97796.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 97798[12:MRR:163.1,97797.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 97799[12:MRR:164.1,97797.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 97801[12:MRR:156.0,97797.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 97803[12:MRR:97751.0,97798.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97804[12:MRR:97750.0,97799.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97805[12:MRR:97749.0,97801.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97806[13:Spt:97803.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 97808[13:MRR:74.0,97806.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 97809[13:MRR:87.1,97806.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97812[13:MRR:97805.0,97808.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97813[13:MRR:47.1,97812.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97819[13:MRR:97804.0,97809.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97825[13:MRR:97813.0,97819.0] || -> . % 3.65/3.87 97826[13:Spt:97825.0,97803.0,97806.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 97827[13:Spt:97825.0,97803.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97828[13:MRR:46.0,97827.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 97829[13:MRR:97805.1,97828.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97831[13:MRR:75.1,97829.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97834[13:MRR:97804.0,97831.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97839[13:MRR:59.0,59.1,97834.0,97827.0] || -> . % 3.65/3.87 97840[12:Spt:97839.0,97796.0,97797.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 97841[12:Spt:97839.0,97796.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97842[12:MRR:44.0,97841.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 97843[12:MRR:97749.2,97842.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 97844[12:MRR:52.1,97841.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97845[12:MRR:97750.2,97844.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 97846[12:MRR:51.1,97841.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 97847[12:MRR:97751.2,97846.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 97851[13:Spt:97843.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 97852[13:MRR:158.1,97851.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 97853[13:MRR:159.1,97851.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97856[13:MRR:97847.0,97852.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 97859[13:MRR:87.1,97856.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97862[13:MRR:97845.0,97853.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97867[13:MRR:97859.0,97862.0] || -> . % 3.65/3.87 97868[13:Spt:97867.0,97843.0,97851.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 97869[13:Spt:97867.0,97843.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97870[13:MRR:74.1,97869.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 97871[13:MRR:97847.1,97870.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 97874[13:MRR:171.1,97871.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 97875[13:MRR:97845.0,97874.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 97879[13:MRR:75.0,75.1,97875.0,97869.0] || -> . % 3.65/3.87 97880[10:Spt:97879.0,97736.1,97741.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 97881[10:Spt:97879.0,97736.0,97736.2,97736.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 97882[11:Spt:97881.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 97883[11:MRR:149.1,97882.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 97884[11:MRR:152.1,97882.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 97885[11:MRR:153.1,97882.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 97887[11:MRR:150.1,97882.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 97888[11:MRR:97738.0,97883.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97889[11:MRR:97740.0,97884.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97890[11:MRR:97739.0,97885.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97891[11:MRR:97737.0,97887.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97892[12:Spt:97888.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 97893[12:MRR:100.1,97892.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 97896[12:MRR:103.1,97892.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 97897[12:MRR:102.1,97892.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 97898[12:MRR:97891.0,97893.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 97899[12:MRR:97890.0,97896.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 97900[12:MRR:97889.0,97897.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 97901[13:Spt:97898.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 97902[13:MRR:79.1,97901.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 97905[13:MRR:80.1,97901.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97908[13:MRR:97900.0,97902.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97910[13:MRR:59.1,97908.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97915[13:MRR:97899.0,97905.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97921[13:MRR:97910.0,97915.0] || -> . % 3.65/3.87 97922[13:Spt:97921.0,97898.0,97901.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 97923[13:Spt:97921.0,97898.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97924[13:MRR:51.1,97923.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 97925[13:MRR:97900.1,97924.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 97928[13:MRR:87.1,97925.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 97931[13:MRR:97899.0,97928.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97935[13:MRR:52.0,52.1,97931.0,97923.0] || -> . % 3.65/3.87 97937[12:Spt:97935.0,97888.0,97892.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 97938[12:Spt:97935.0,97888.1,97888.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 97939[13:Spt:97938.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 97940[13:MRR:72.1,97939.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 97941[13:MRR:74.1,97939.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 97944[13:MRR:75.1,97939.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 97946[13:MRR:97891.1,97940.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 97947[13:MRR:97889.1,97941.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 97948[13:MRR:97890.1,97944.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 97949[14:Spt:97946.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 97952[14:MRR:108.1,97949.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 97953[14:MRR:107.1,97949.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 97954[14:MRR:97948.0,97952.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 97955[14:MRR:59.0,97954.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 97961[14:MRR:97947.0,97953.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97967[14:MRR:97955.0,97961.0] || -> . % 3.65/3.87 97968[14:Spt:97967.0,97946.0,97949.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97969[14:Spt:97967.0,97946.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 97970[14:MRR:52.1,97969.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 97971[14:MRR:97948.1,97970.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 97974[14:MRR:115.0,97971.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 97975[14:MRR:97947.0,97974.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 97980[14:MRR:51.0,51.1,97975.0,97969.0] || -> . % 3.65/3.87 97981[13:Spt:97980.0,97938.0,97939.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 97982[13:Spt:97980.0,97938.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 97983[13:MRR:47.1,97982.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 97984[13:MRR:97890.2,97983.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 97985[13:MRR:46.1,97982.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 97986[13:MRR:97889.2,97985.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 97990[13:MRR:44.1,97982.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 97991[13:MRR:97891.2,97990.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 97992[14:Spt:97984.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 97993[14:MRR:108.0,97992.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 97994[14:MRR:115.0,97992.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 97997[14:MRR:97991.0,97993.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98002[14:MRR:79.1,97997.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98003[14:MRR:97986.0,97994.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98008[14:MRR:98002.0,98003.0] || -> . % 3.65/3.87 98009[14:Spt:98008.0,97984.0,97992.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98010[14:Spt:98008.0,97984.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 98011[14:MRR:80.0,98010.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 98012[14:MRR:97991.1,98011.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98013[14:MRR:107.1,98012.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98016[14:MRR:97986.0,98013.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98018[14:MRR:87.0,87.1,98010.0,98016.0] || -> . % 3.65/3.87 98021[11:Spt:98018.0,97881.0,97882.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98022[11:Spt:98018.0,97881.1,97881.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98023[12:Spt:98022.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98024[12:MRR:66.1,98023.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 98025[12:MRR:68.1,98023.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98028[12:MRR:69.1,98023.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 98029[12:MRR:65.1,98023.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98030[12:MRR:97737.2,98024.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 98031[12:MRR:97740.2,98025.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 98032[12:MRR:97739.2,98028.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 98033[12:MRR:97738.2,98029.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 98034[13:Spt:98030.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 98035[13:MRR:156.0,98034.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98036[13:MRR:163.1,98034.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98037[13:MRR:164.1,98034.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 98039[13:MRR:98033.0,98035.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 98040[13:MRR:98031.0,98036.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 98041[13:MRR:98032.0,98037.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 98042[14:Spt:98039.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 98043[14:MRR:102.1,98042.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98044[14:MRR:103.1,98042.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98048[14:MRR:98040.0,98043.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98049[14:MRR:59.1,98048.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 98055[14:MRR:98041.0,98044.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98061[14:MRR:98049.0,98055.0] || -> . % 3.65/3.87 98062[14:Spt:98061.0,98039.0,98042.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 98063[14:Spt:98061.0,98039.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98064[14:MRR:46.1,98063.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98065[14:MRR:98040.1,98064.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98066[14:MRR:115.1,98065.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98070[14:MRR:98041.0,98066.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98075[14:MRR:47.0,47.1,98070.0,98063.0] || -> . % 3.65/3.87 98076[13:Spt:98075.0,98030.0,98034.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98077[13:Spt:98075.0,98030.1,98030.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 98078[14:Spt:98077.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98079[14:MRR:100.0,98078.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 98080[14:MRR:107.1,98078.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 98081[14:MRR:108.1,98078.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 98084[14:MRR:98033.1,98079.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.87 98085[14:MRR:98031.1,98080.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.87 98086[14:MRR:98032.1,98081.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.87 98087[15:Spt:98084.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98089[15:MRR:159.1,98087.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 98090[15:MRR:158.1,98087.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98091[15:MRR:98086.0,98089.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98092[15:MRR:59.0,98091.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98098[15:MRR:98085.0,98090.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98104[15:MRR:98092.0,98098.0] || -> . % 3.65/3.87 98105[15:Spt:98104.0,98084.0,98087.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98106[15:Spt:98104.0,98084.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98107[15:MRR:47.1,98106.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 98108[15:MRR:98086.1,98107.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98110[15:MRR:171.0,98108.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98111[15:MRR:98085.0,98110.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98116[15:MRR:46.0,46.1,98111.0,98106.0] || -> . % 3.65/3.87 98117[14:Spt:98116.0,98077.0,98078.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 98118[14:Spt:98116.0,98077.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98119[14:MRR:52.1,98118.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 98120[14:MRR:98032.2,98119.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 98121[14:MRR:51.1,98118.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98122[14:MRR:98031.2,98121.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 98126[14:MRR:44.0,98118.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98127[14:MRR:98033.2,98126.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 98128[15:Spt:98120.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98129[15:MRR:159.0,98128.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98130[15:MRR:171.0,98128.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98132[15:MRR:98127.0,98129.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 98136[15:MRR:102.1,98132.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98137[15:MRR:98122.0,98130.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98141[15:MRR:98136.0,98137.0] || -> . % 3.65/3.87 98142[15:Spt:98141.0,98120.0,98128.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 98143[15:Spt:98141.0,98120.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 98144[15:MRR:103.0,98143.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 98145[15:MRR:98127.1,98144.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98146[15:MRR:158.1,98145.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98148[15:MRR:98122.0,98146.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98149[15:MRR:115.0,115.1,98143.0,98148.0] || -> . % 3.65/3.87 98152[12:Spt:98149.0,98022.0,98023.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 98153[12:Spt:98149.0,98022.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98154[12:MRR:41.1,98153.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 98155[12:MRR:40.1,98153.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 98156[12:MRR:38.1,98153.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 98157[12:MRR:37.1,98153.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 98160[12:MRR:97737.3,98156.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 98161[12:MRR:97740.3,98155.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 98162[12:MRR:97739.3,98154.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 98163[12:MRR:97738.3,98157.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 98164[13:Spt:98160.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 98166[13:MRR:164.1,98164.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 98167[13:MRR:163.1,98164.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98168[13:MRR:156.0,98164.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98169[13:MRR:98162.0,98166.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 98170[13:MRR:98161.0,98167.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 98171[13:MRR:98163.0,98168.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 98172[14:Spt:98169.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 98173[14:MRR:103.0,98172.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 98174[14:MRR:115.0,98172.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98178[14:MRR:98171.0,98173.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98180[14:MRR:74.1,98178.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98184[14:MRR:98170.0,98174.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98189[14:MRR:98180.0,98184.0] || -> . % 3.65/3.87 98190[14:Spt:98189.0,98169.0,98172.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98191[14:Spt:98189.0,98169.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 98192[14:MRR:75.0,98191.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98193[14:MRR:98171.1,98192.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 98194[14:MRR:102.1,98193.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98198[14:MRR:98170.0,98194.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98201[14:MRR:87.0,87.1,98191.0,98198.0] || -> . % 3.65/3.87 98203[13:Spt:98201.0,98160.0,98164.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98204[13:Spt:98201.0,98160.1,98160.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 98205[14:Spt:98204.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98206[14:MRR:108.1,98205.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 98207[14:MRR:100.0,98205.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 98208[14:MRR:107.1,98205.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 98211[14:MRR:98162.1,98206.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 98212[14:MRR:98163.1,98207.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 98213[14:MRR:98161.1,98208.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 98214[15:Spt:98211.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98216[15:MRR:171.0,98214.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98217[15:MRR:159.0,98214.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98218[15:MRR:98213.0,98216.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98219[15:MRR:74.0,98218.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98224[15:MRR:98212.0,98217.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98229[15:MRR:98219.0,98224.0] || -> . % 3.65/3.87 98230[15:Spt:98229.0,98211.0,98214.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 98231[15:Spt:98229.0,98211.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 98232[15:MRR:87.0,98231.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98233[15:MRR:98213.1,98232.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98235[15:MRR:158.0,98233.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98236[15:MRR:98212.0,98235.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98240[15:MRR:75.0,75.1,98231.0,98236.0] || -> . % 3.65/3.87 98241[14:Spt:98240.0,98204.0,98205.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 98242[14:Spt:98240.0,98204.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98243[14:MRR:79.1,98242.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98244[14:MRR:98161.2,98243.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 98245[14:MRR:72.0,98242.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98246[14:MRR:98163.2,98245.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.87 98249[14:MRR:80.1,98242.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 98250[14:MRR:98162.2,98249.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 98251[15:Spt:98244.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98252[15:MRR:171.1,98251.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 98253[15:MRR:158.0,98251.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98255[15:MRR:98250.0,98252.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 98259[15:MRR:103.0,98255.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 98260[15:MRR:98246.0,98253.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 98264[15:MRR:98259.0,98260.0] || -> . % 3.65/3.87 98265[15:Spt:98264.0,98244.0,98251.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98266[15:Spt:98264.0,98244.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98267[15:MRR:115.1,98266.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98268[15:MRR:98250.1,98267.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98269[15:MRR:159.0,98268.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98271[15:MRR:98246.0,98269.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 98272[15:MRR:102.0,102.1,98266.0,98271.0] || -> . % 3.65/3.87 98275[9:Spt:98272.0,97728.0,97729.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.87 98276[9:Spt:98272.0,97728.1,97728.2,97728.3] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 98277[10:Spt:98276.0] || -> pigeon_4_in_hole_4*. % 3.65/3.87 98278[10:MRR:112.1,98277.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 98279[10:MRR:101.0,98277.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 98280[10:MRR:111.1,98277.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 98282[10:MRR:106.0,98277.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 98283[10:MRR:95.0,98277.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 98284[10:MRR:97162.2,98278.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 98285[10:MRR:97160.2,98279.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 98286[10:MRR:97159.2,98280.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 98287[10:MRR:97163.2,98282.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 98288[10:MRR:97161.2,98283.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98289[11:Spt:98284.2] || -> pigeon_6_in_hole_3*. % 3.65/3.87 98290[11:MRR:87.0,98289.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98291[11:MRR:75.0,98289.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98294[11:MRR:80.0,98289.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 98295[11:MRR:69.0,98289.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 98296[11:MRR:98286.2,98290.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 98297[11:MRR:98285.2,98291.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 98298[11:MRR:98287.2,98294.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 98299[11:MRR:98288.2,98295.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 98300[12:Spt:98296.2] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98302[12:MRR:40.0,98300.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 98303[12:MRR:51.0,98300.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 98306[12:MRR:46.0,98300.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 98307[12:MRR:98299.2,98302.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 98308[12:MRR:98298.2,98303.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 98309[12:MRR:98297.2,98306.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 98310[13:Spt:98307.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98311[13:MRR:150.1,98310.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98315[13:MRR:149.1,98310.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98316[13:MRR:98308.0,98311.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98318[13:MRR:128.0,98316.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98322[13:MRR:98309.0,98315.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 98327[13:MRR:98318.0,98322.0] || -> . % 3.65/3.87 98328[13:Spt:98327.0,98307.0,98310.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98329[13:Spt:98327.0,98307.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98330[13:MRR:122.1,98329.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98331[13:MRR:98308.1,98330.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 98332[13:MRR:156.0,98331.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98336[13:MRR:98309.0,98332.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 98340[13:MRR:121.0,121.1,98336.0,98329.0] || -> . % 3.65/3.87 98341[12:Spt:98340.0,98296.2,98300.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 98342[12:Spt:98340.0,98296.0,98296.1] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 98343[13:Spt:98342.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98344[13:MRR:152.0,98343.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98345[13:MRR:163.0,98343.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98348[13:MRR:158.0,98343.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98349[13:MRR:98299.0,98344.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 98350[13:MRR:98298.0,98345.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 98351[13:MRR:98297.0,98348.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 98352[14:Spt:98349.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98353[14:MRR:122.1,98352.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98354[14:MRR:121.1,98352.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98358[14:MRR:98350.0,98353.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98363[14:MRR:44.0,98358.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98364[14:MRR:98351.0,98354.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98369[14:MRR:98363.0,98364.0] || -> . % 3.65/3.87 98370[14:Spt:98369.0,98349.0,98352.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 98371[14:Spt:98369.0,98349.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98372[14:MRR:38.1,98371.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 98373[14:MRR:98350.1,98372.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98377[14:MRR:128.0,98373.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98378[14:MRR:98351.0,98377.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98381[14:MRR:37.0,37.1,98378.0,98371.0] || -> . % 3.65/3.87 98383[13:Spt:98381.0,98342.0,98343.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98384[13:Spt:98381.0,98342.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98385[13:MRR:124.0,98384.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98386[13:MRR:98299.1,98385.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.87 98387[13:MRR:135.0,98384.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98388[13:MRR:98298.1,98387.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.87 98389[13:MRR:130.0,98384.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98390[13:MRR:98297.1,98389.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.87 98393[14:Spt:98386.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98394[14:MRR:149.1,98393.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98397[14:MRR:150.1,98393.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98398[14:MRR:98390.0,98394.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98399[14:MRR:44.1,98398.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 98404[14:MRR:98388.0,98397.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98409[14:MRR:98399.0,98404.0] || -> . % 3.65/3.87 98410[14:Spt:98409.0,98386.0,98393.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98411[14:Spt:98409.0,98386.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98412[14:MRR:37.1,98411.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98413[14:MRR:98390.1,98412.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98414[14:MRR:156.1,98413.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98417[14:MRR:98388.0,98414.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98421[14:MRR:38.0,38.1,98417.0,98411.0] || -> . % 3.65/3.87 98422[11:Spt:98421.0,98284.2,98289.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 98423[11:Spt:98421.0,98284.0,98284.1,98284.3] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 98424[12:Spt:98423.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98425[12:MRR:153.0,98424.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98426[12:MRR:159.0,98424.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98427[12:MRR:164.0,98424.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98429[12:MRR:171.0,98424.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98430[12:MRR:98288.0,98425.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98431[12:MRR:98285.0,98426.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 98432[12:MRR:98287.0,98427.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 98433[12:MRR:98286.0,98429.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 98434[13:Spt:98430.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98435[13:MRR:124.1,98434.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 98438[13:MRR:121.1,98434.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 98439[13:MRR:122.1,98434.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 98440[13:MRR:98433.0,98435.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 98441[13:MRR:98431.0,98438.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 98442[13:MRR:98432.0,98439.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 98443[14:Spt:98440.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98444[14:MRR:79.0,98443.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 98447[14:MRR:74.0,98443.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98449[14:MRR:98442.0,98444.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98450[14:MRR:44.0,98449.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98456[14:MRR:98441.0,98447.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98462[14:MRR:98450.0,98456.0] || -> . % 3.65/3.87 98463[14:Spt:98462.0,98440.0,98443.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98464[14:Spt:98462.0,98440.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98465[14:MRR:51.0,98464.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 98466[14:MRR:98442.1,98465.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98467[14:MRR:72.0,98466.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98471[14:MRR:98441.0,98467.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98472[14:MRR:46.0,46.1,98464.0,98471.0] || -> . % 3.65/3.87 98477[13:Spt:98472.0,98430.0,98434.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98478[13:Spt:98472.0,98430.1,98430.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98479[14:Spt:98478.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98480[14:MRR:68.1,98479.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98481[14:MRR:66.1,98479.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 98484[14:MRR:65.1,98479.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98485[14:MRR:98433.1,98480.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 98486[14:MRR:98432.1,98481.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 98487[14:MRR:98431.1,98484.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 98488[15:Spt:98485.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98489[15:MRR:135.0,98488.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98490[15:MRR:130.0,98488.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98493[15:MRR:98486.0,98489.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98499[15:MRR:44.0,98493.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98500[15:MRR:98487.0,98490.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98506[15:MRR:98499.0,98500.0] || -> . % 3.65/3.87 98507[15:Spt:98506.0,98485.0,98488.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98508[15:Spt:98506.0,98485.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98509[15:MRR:51.0,98508.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 98510[15:MRR:98486.1,98509.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98513[15:MRR:128.0,98510.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98514[15:MRR:98487.0,98513.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98519[15:MRR:46.0,46.1,98508.0,98514.0] || -> . % 3.65/3.87 98520[14:Spt:98519.0,98478.0,98479.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 98521[14:Spt:98519.0,98478.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98522[14:MRR:38.1,98521.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 98523[14:MRR:98432.2,98522.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 98524[14:MRR:37.1,98521.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98525[14:MRR:98431.2,98524.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 98526[14:MRR:40.1,98521.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98527[14:MRR:98433.2,98526.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 98531[15:Spt:98523.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98532[15:MRR:135.1,98531.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98533[15:MRR:128.0,98531.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98536[15:MRR:98527.0,98532.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98537[15:MRR:74.0,98536.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98541[15:MRR:98525.0,98533.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98545[15:MRR:98537.0,98541.0] || -> . % 3.65/3.87 98546[15:Spt:98545.0,98523.0,98531.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98547[15:Spt:98545.0,98523.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98548[15:MRR:79.1,98547.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98549[15:MRR:98527.1,98548.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98552[15:MRR:130.0,98549.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98553[15:MRR:98525.0,98552.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98556[15:MRR:72.0,72.1,98547.0,98553.0] || -> . % 3.65/3.87 98557[12:Spt:98556.0,98423.0,98424.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 98558[12:Spt:98556.0,98423.1,98423.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 98559[13:Spt:98558.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 98560[13:MRR:136.0,98559.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 98561[13:MRR:143.0,98559.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 98562[13:MRR:131.0,98559.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 98564[13:MRR:125.0,98559.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98565[13:MRR:98287.1,98560.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 98566[13:MRR:98286.1,98561.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 98567[13:MRR:98285.1,98562.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 98568[13:MRR:98288.1,98564.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98569[14:Spt:98565.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 98570[14:MRR:150.0,98569.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98571[14:MRR:156.0,98569.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98573[14:MRR:163.1,98569.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98574[14:MRR:98568.0,98570.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 98575[14:MRR:98567.0,98571.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 98576[14:MRR:98566.0,98573.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 98577[15:Spt:98574.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98578[15:MRR:65.1,98577.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98582[15:MRR:68.1,98577.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98583[15:MRR:98575.0,98578.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98589[15:MRR:46.1,98583.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98590[15:MRR:98576.0,98582.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98596[15:MRR:98589.0,98590.0] || -> . % 3.65/3.87 98597[15:Spt:98596.0,98574.0,98577.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 98598[15:Spt:98596.0,98574.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98599[15:MRR:37.1,98598.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98600[15:MRR:98575.1,98599.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98601[15:MRR:74.1,98600.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98605[15:MRR:98576.0,98601.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98609[15:MRR:40.0,40.1,98605.0,98598.0] || -> . % 3.65/3.87 98611[14:Spt:98609.0,98565.0,98569.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98612[14:Spt:98609.0,98565.1,98565.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 98613[15:Spt:98612.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98614[15:MRR:66.0,98613.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 98615[15:MRR:72.0,98613.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98618[15:MRR:79.1,98613.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98619[15:MRR:98568.1,98614.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.87 98620[15:MRR:98567.1,98615.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.87 98621[15:MRR:98566.1,98618.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.87 98622[16:Spt:98619.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98624[16:MRR:149.1,98622.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98625[16:MRR:152.1,98622.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98626[16:MRR:98620.0,98624.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98628[16:MRR:46.1,98626.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98633[16:MRR:98621.0,98625.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98639[16:MRR:98628.0,98633.0] || -> . % 3.65/3.87 98640[16:Spt:98639.0,98619.0,98622.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98641[16:Spt:98639.0,98619.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 98642[16:MRR:37.1,98641.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 98643[16:MRR:98620.1,98642.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98645[16:MRR:158.1,98643.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98646[16:MRR:98621.0,98645.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98648[16:MRR:40.0,40.1,98646.0,98641.0] || -> . % 3.65/3.87 98652[15:Spt:98648.0,98612.0,98613.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 98653[15:Spt:98648.0,98612.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98654[15:MRR:44.0,98653.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 98655[15:MRR:98567.2,98654.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 98656[15:MRR:51.1,98653.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 98657[15:MRR:98566.2,98656.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 98658[15:MRR:38.0,98653.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 98659[15:MRR:98568.2,98658.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 98663[16:Spt:98655.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98664[16:MRR:149.0,98663.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98665[16:MRR:158.1,98663.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98667[16:MRR:98659.0,98664.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98668[16:MRR:68.1,98667.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98672[16:MRR:98657.0,98665.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98676[16:MRR:98668.0,98672.0] || -> . % 3.65/3.87 98677[16:Spt:98676.0,98655.0,98663.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98678[16:Spt:98676.0,98655.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98679[16:MRR:65.0,98678.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 98680[16:MRR:98659.1,98679.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98681[16:MRR:152.1,98680.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98683[16:MRR:98657.0,98681.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98686[16:MRR:74.0,74.1,98683.0,98678.0] || -> . % 3.65/3.87 98687[13:Spt:98686.0,98558.0,98559.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 98688[13:Spt:98686.0,98558.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98689[13:MRR:47.0,98688.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 98690[13:MRR:59.0,98688.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 98691[13:MRR:41.0,98688.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 98694[13:MRR:52.0,98688.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 98695[13:MRR:98287.3,98694.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 98696[13:MRR:98286.3,98690.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 98697[13:MRR:98285.3,98689.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 98698[13:MRR:98288.3,98691.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 98699[14:Spt:98695.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 98700[14:MRR:163.1,98699.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98702[14:MRR:156.0,98699.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 98703[14:MRR:150.0,98699.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98704[14:MRR:98696.0,98700.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 98705[14:MRR:98697.0,98702.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.87 98706[14:MRR:98698.0,98703.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 98707[15:Spt:98704.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98709[15:MRR:130.0,98707.0] || pigeon_2_in_hole_5* -> . % 3.65/3.87 98711[15:MRR:124.0,98707.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 98712[15:MRR:98705.0,98709.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98713[15:MRR:65.0,98712.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 98718[15:MRR:98706.0,98711.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98723[15:MRR:98713.0,98718.0] || -> . % 3.65/3.87 98724[15:Spt:98723.0,98704.0,98707.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98725[15:Spt:98723.0,98704.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98726[15:MRR:74.0,98725.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98727[15:MRR:98705.1,98726.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 98730[15:MRR:121.0,98727.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 98731[15:MRR:98706.0,98730.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98733[15:MRR:68.0,68.1,98725.0,98731.0] || -> . % 3.65/3.87 98736[14:Spt:98733.0,98695.0,98699.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98737[14:Spt:98733.0,98695.1,98695.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 98738[15:Spt:98737.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98739[15:MRR:135.1,98738.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 98740[15:MRR:128.0,98738.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 98742[15:MRR:122.0,98738.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98743[15:MRR:98696.1,98739.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 98744[15:MRR:98697.1,98740.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.87 98745[15:MRR:98698.1,98742.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 98746[16:Spt:98743.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98747[16:MRR:158.0,98746.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98748[16:MRR:152.0,98746.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98750[16:MRR:98744.0,98747.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 98755[16:MRR:65.0,98750.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 98756[16:MRR:98745.0,98748.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98761[16:MRR:98755.0,98756.0] || -> . % 3.65/3.87 98762[16:Spt:98761.0,98743.0,98746.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98763[16:Spt:98761.0,98743.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 98764[16:MRR:74.0,98763.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 98765[16:MRR:98744.1,98764.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98767[16:MRR:149.0,98765.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98768[16:MRR:98745.0,98767.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 98771[16:MRR:68.0,68.1,98763.0,98768.0] || -> . % 3.65/3.87 98773[15:Spt:98771.0,98737.0,98738.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 98774[15:Spt:98771.0,98737.1] || -> pigeon_3_in_hole_3*. % 3.65/3.87 98775[15:MRR:72.0,98774.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98776[15:MRR:98697.2,98775.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.87 98777[15:MRR:66.0,98774.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 98778[15:MRR:98698.2,98777.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 98779[15:MRR:79.1,98774.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 98780[15:MRR:98696.2,98779.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 98783[16:Spt:98776.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98784[16:MRR:158.1,98783.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98785[16:MRR:149.0,98783.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98787[16:MRR:98780.0,98784.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98788[16:MRR:124.0,98787.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 98791[16:MRR:98778.0,98785.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98794[16:MRR:98788.0,98791.0] || -> . % 3.65/3.87 98795[16:Spt:98794.0,98776.0,98783.0] || pigeon_2_in_hole_6* -> . % 3.65/3.87 98796[16:Spt:98794.0,98776.1] || -> pigeon_2_in_hole_5*. % 3.65/3.87 98797[16:MRR:130.1,98796.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98798[16:MRR:98780.1,98797.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98800[16:MRR:152.0,98798.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98801[16:MRR:98778.0,98800.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98803[16:MRR:121.0,121.1,98796.0,98801.0] || -> . % 3.65/3.87 98804[10:Spt:98803.0,98276.0,98277.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 98805[10:Spt:98803.0,98276.1,98276.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 98806[11:Spt:98805.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 98807[11:MRR:73.0,98806.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 98808[11:MRR:67.0,98806.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 98809[11:MRR:83.1,98806.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 98810[11:MRR:78.0,98806.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 98812[11:MRR:84.1,98806.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 98813[11:MRR:97160.3,98807.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 98814[11:MRR:97161.3,98808.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 98815[11:MRR:97159.3,98809.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 98816[11:MRR:97163.3,98810.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 98817[11:MRR:97162.3,98812.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 98818[12:Spt:98813.3] || -> pigeon_2_in_hole_2*. % 3.65/3.87 98819[12:MRR:47.1,98818.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 98820[12:MRR:44.1,98818.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 98821[12:MRR:37.0,98818.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 98824[12:MRR:46.1,98818.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 98825[12:MRR:98817.3,98819.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 98826[12:MRR:98816.3,98820.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 98827[12:MRR:98814.3,98821.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 98828[12:MRR:98815.3,98824.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 98829[13:Spt:98825.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 98830[13:MRR:171.0,98829.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98832[13:MRR:164.0,98829.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98834[13:MRR:153.0,98829.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98835[13:MRR:98828.0,98830.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 98836[13:MRR:98826.0,98832.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 98837[13:MRR:98827.0,98834.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 98838[14:Spt:98835.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98841[14:MRR:124.0,98838.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 98842[14:MRR:135.0,98838.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98844[14:MRR:98837.0,98841.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 98849[14:MRR:94.1,98844.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 98850[14:MRR:98836.0,98842.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98855[14:MRR:98849.0,98850.0] || -> . % 3.65/3.87 98856[14:Spt:98855.0,98835.0,98838.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98857[14:Spt:98855.0,98835.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98858[14:MRR:96.0,98857.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 98859[14:MRR:98837.1,98858.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98862[14:MRR:122.1,98859.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98864[14:MRR:98836.0,98862.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98866[14:MRR:107.0,107.1,98857.0,98864.0] || -> . % 3.65/3.87 98869[13:Spt:98866.0,98825.0,98829.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 98870[13:Spt:98866.0,98825.1,98825.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 98871[14:Spt:98870.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 98872[14:MRR:143.0,98871.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 98873[14:MRR:125.0,98871.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98876[14:MRR:136.0,98871.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 98877[14:MRR:98828.1,98872.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 98878[14:MRR:98827.1,98873.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 98879[14:MRR:98826.1,98876.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 98880[15:Spt:98877.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98882[15:MRR:152.0,98880.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98884[15:MRR:163.0,98880.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98885[15:MRR:98878.0,98882.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 98887[15:MRR:94.1,98885.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 98891[15:MRR:98879.0,98884.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98896[15:MRR:98887.0,98891.0] || -> . % 3.65/3.87 98897[15:Spt:98896.0,98877.0,98880.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98898[15:Spt:98896.0,98877.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98899[15:MRR:96.0,98898.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 98900[15:MRR:98878.1,98899.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98903[15:MRR:150.1,98900.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98904[15:MRR:98879.0,98903.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98907[15:MRR:107.0,107.1,98898.0,98904.0] || -> . % 3.65/3.87 98909[14:Spt:98907.0,98870.0,98871.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 98910[14:Spt:98907.0,98870.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 98911[14:MRR:97.0,98910.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 98912[14:MRR:98827.2,98911.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 98913[14:MRR:108.0,98910.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 98914[14:MRR:98826.2,98913.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 98915[14:MRR:115.0,98910.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98916[14:MRR:98828.2,98915.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 98919[15:Spt:98912.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 98920[15:MRR:152.1,98919.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 98921[15:MRR:150.1,98919.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98924[15:MRR:98916.0,98920.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 98925[15:MRR:135.0,98924.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 98929[15:MRR:98914.0,98921.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98933[15:MRR:98925.0,98929.0] || -> . % 3.65/3.87 98934[15:Spt:98933.0,98912.0,98919.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 98935[15:Spt:98933.0,98912.1] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98936[15:MRR:124.1,98935.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 98937[15:MRR:98916.1,98936.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 98938[15:MRR:163.0,98937.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 98941[15:MRR:98914.0,98938.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 98944[15:MRR:122.0,122.1,98941.0,98935.0] || -> . % 3.65/3.87 98945[12:Spt:98944.0,98813.3,98818.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 98946[12:Spt:98944.0,98813.0,98813.1,98813.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 98947[13:Spt:98946.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 98948[13:MRR:149.0,98947.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 98949[13:MRR:158.1,98947.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 98950[13:MRR:156.1,98947.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 98952[13:MRR:159.1,98947.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 98953[13:MRR:98814.0,98948.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 98954[13:MRR:98815.0,98949.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 98955[13:MRR:98816.0,98950.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 98956[13:MRR:98817.0,98952.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 98957[14:Spt:98953.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 98958[14:MRR:124.1,98957.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 98959[14:MRR:122.1,98957.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 98962[14:MRR:125.1,98957.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 98963[14:MRR:98954.0,98958.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 98964[14:MRR:98955.0,98959.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 98965[14:MRR:98956.0,98962.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 98966[15:Spt:98963.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 98968[15:MRR:107.0,98966.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 98969[15:MRR:115.1,98966.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98972[15:MRR:98964.0,98968.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 98973[15:MRR:52.1,98972.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 98978[15:MRR:98965.0,98969.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98983[15:MRR:98973.0,98978.0] || -> . % 3.65/3.87 98984[15:Spt:98983.0,98963.0,98966.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 98985[15:Spt:98983.0,98963.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 98986[15:MRR:51.0,98985.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 98987[15:MRR:98964.1,98986.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 98989[15:MRR:108.1,98987.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 98992[15:MRR:98965.0,98989.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 98996[15:MRR:59.0,59.1,98992.0,98985.0] || -> . % 3.65/3.87 98997[14:Spt:98996.0,98953.0,98957.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 98998[14:Spt:98996.0,98953.1,98953.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 98999[15:Spt:98998.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99000[15:MRR:96.1,98999.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99001[15:MRR:94.1,98999.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99002[15:MRR:97.1,98999.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99005[15:MRR:98954.1,99000.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 99006[15:MRR:98955.1,99001.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 99007[15:MRR:98956.1,99002.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 99008[16:Spt:99005.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99011[16:MRR:135.0,99008.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99012[16:MRR:143.1,99008.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99013[16:MRR:99006.0,99011.0] || -> pigeon_3_in_hole_2*. % 3.65/3.87 99018[16:MRR:52.1,99013.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99019[16:MRR:99007.0,99012.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99024[16:MRR:99018.0,99019.0] || -> . % 3.65/3.87 99025[16:Spt:99024.0,99005.0,99008.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99026[16:Spt:99024.0,99005.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99027[16:MRR:51.0,99026.0] || pigeon_3_in_hole_2* -> . % 3.65/3.87 99028[16:MRR:99006.1,99027.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99031[16:MRR:136.1,99028.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99032[16:MRR:99007.0,99031.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99033[16:MRR:59.0,59.1,99032.0,99026.0] || -> . % 3.65/3.87 99037[15:Spt:99033.0,98998.0,98999.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99038[15:Spt:99033.0,98998.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99039[15:MRR:38.1,99038.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 99040[15:MRR:98955.2,99039.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 99041[15:MRR:41.1,99038.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99042[15:MRR:98956.2,99041.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 99043[15:MRR:40.1,99038.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 99044[15:MRR:98954.2,99043.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 99047[16:Spt:99040.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99048[16:MRR:135.1,99047.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99049[16:MRR:136.1,99047.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99052[16:MRR:99044.0,99048.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99055[16:MRR:115.1,99052.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 99057[16:MRR:99042.0,99049.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99061[16:MRR:99055.0,99057.0] || -> . % 3.65/3.87 99062[16:Spt:99061.0,99040.0,99047.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99063[16:Spt:99061.0,99040.1] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99064[16:MRR:107.1,99063.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99065[16:MRR:99044.1,99064.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99066[16:MRR:143.1,99065.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99069[16:MRR:99042.0,99066.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99072[16:MRR:108.0,108.1,99069.0,99063.0] || -> . % 3.65/3.87 99073[13:Spt:99072.0,98946.0,98947.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 99074[13:Spt:99072.0,98946.1,98946.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.87 99075[14:Spt:99074.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 99076[14:MRR:128.1,99075.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99077[14:MRR:130.1,99075.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99078[14:MRR:131.1,99075.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99080[14:MRR:121.0,99075.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99081[14:MRR:98816.1,99076.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 99082[14:MRR:98815.1,99077.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 99083[14:MRR:98817.1,99078.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 99084[14:MRR:98814.1,99080.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 99085[15:Spt:99081.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99086[15:MRR:150.0,99085.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99087[15:MRR:163.1,99085.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99089[15:MRR:164.1,99085.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99090[15:MRR:99084.0,99086.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 99091[15:MRR:99082.0,99087.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 99092[15:MRR:99083.0,99089.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 99093[16:Spt:99090.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99096[16:MRR:97.1,99093.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 99098[16:MRR:96.1,99093.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99099[16:MRR:99092.0,99096.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99102[16:MRR:59.0,99099.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 99105[16:MRR:99091.0,99098.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99110[16:MRR:99102.0,99105.0] || -> . % 3.65/3.87 99111[16:Spt:99110.0,99090.0,99093.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 99112[16:Spt:99110.0,99090.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99113[16:MRR:41.1,99112.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99114[16:MRR:99092.1,99113.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99117[16:MRR:115.0,99114.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99119[16:MRR:99091.0,99117.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99122[16:MRR:40.0,40.1,99119.0,99112.0] || -> . % 3.65/3.87 99124[15:Spt:99122.0,99081.0,99085.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99125[15:Spt:99122.0,99081.1,99081.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.87 99126[16:Spt:99125.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99127[16:MRR:94.0,99126.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99128[16:MRR:108.1,99126.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99131[16:MRR:107.1,99126.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99132[16:MRR:99084.1,99127.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.87 99133[16:MRR:99083.1,99128.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.87 99134[16:MRR:99082.1,99131.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.87 99135[17:Spt:99132.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 99137[17:MRR:152.1,99135.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99138[17:MRR:153.1,99135.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99139[17:MRR:99134.0,99137.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99140[17:MRR:59.1,99139.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99145[17:MRR:99133.0,99138.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99150[17:MRR:99140.0,99145.0] || -> . % 3.65/3.87 99151[17:Spt:99150.0,99132.0,99135.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99152[17:Spt:99150.0,99132.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99153[17:MRR:40.1,99152.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 99154[17:MRR:99134.1,99153.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99156[17:MRR:171.1,99154.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99157[17:MRR:99133.0,99156.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99161[17:MRR:41.0,41.1,99157.0,99152.0] || -> . % 3.65/3.87 99162[16:Spt:99161.0,99125.0,99126.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99163[16:Spt:99161.0,99125.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 99164[16:MRR:51.1,99163.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 99165[16:MRR:99082.2,99164.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 99166[16:MRR:52.1,99163.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99167[16:MRR:99083.2,99166.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 99170[16:MRR:38.0,99163.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 99171[16:MRR:99084.2,99170.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 99172[17:Spt:99165.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99173[17:MRR:152.0,99172.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99174[17:MRR:171.1,99172.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99176[17:MRR:99171.0,99173.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99178[17:MRR:97.1,99176.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 99181[17:MRR:99167.0,99174.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99185[17:MRR:99178.0,99181.0] || -> . % 3.65/3.87 99186[17:Spt:99185.0,99165.0,99172.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99187[17:Spt:99185.0,99165.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99188[17:MRR:96.0,99187.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 99189[17:MRR:99171.1,99188.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 99190[17:MRR:153.1,99189.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99192[17:MRR:99167.0,99190.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99195[17:MRR:115.0,115.1,99192.0,99187.0] || -> . % 3.65/3.87 99196[14:Spt:99195.0,99074.0,99075.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 99197[14:Spt:99195.0,99074.1] || -> pigeon_2_in_hole_4*. % 3.65/3.87 99198[14:MRR:93.0,99197.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99199[14:MRR:103.1,99197.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99200[14:MRR:102.1,99197.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99202[14:MRR:100.1,99197.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99203[14:MRR:98816.2,99202.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 99204[14:MRR:98815.2,99200.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 99205[14:MRR:98817.2,99199.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 99206[14:MRR:98814.2,99198.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 99207[15:Spt:99203.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99208[15:MRR:164.1,99207.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99210[15:MRR:163.1,99207.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99211[15:MRR:150.0,99207.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99212[15:MRR:99205.0,99208.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 99213[15:MRR:99204.0,99210.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 99214[15:MRR:99206.0,99211.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 99215[16:Spt:99212.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 99217[16:MRR:143.0,99215.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99219[16:MRR:125.0,99215.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99220[16:MRR:99213.0,99217.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99222[16:MRR:40.0,99220.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 99226[16:MRR:99214.0,99219.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99231[16:MRR:99222.0,99226.0] || -> . % 3.65/3.87 99232[16:Spt:99231.0,99212.0,99215.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99233[16:Spt:99231.0,99212.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99234[16:MRR:59.0,99233.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 99235[16:MRR:99213.1,99234.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99238[16:MRR:124.0,99235.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99239[16:MRR:99214.0,99238.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99243[16:MRR:41.0,41.1,99233.0,99239.0] || -> . % 3.65/3.87 99244[15:Spt:99243.0,99203.0,99207.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99245[15:Spt:99243.0,99203.1,99203.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.87 99246[16:Spt:99245.0] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99247[16:MRR:136.1,99246.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99248[16:MRR:135.1,99246.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99250[16:MRR:122.0,99246.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99251[16:MRR:99205.1,99247.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.87 99252[16:MRR:99204.1,99248.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.87 99253[16:MRR:99206.1,99250.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.87 99254[17:Spt:99251.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99255[17:MRR:171.0,99254.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99256[17:MRR:153.0,99254.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99258[17:MRR:99252.0,99255.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99262[17:MRR:40.0,99258.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 99264[17:MRR:99253.0,99256.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99269[17:MRR:99262.0,99264.0] || -> . % 3.65/3.87 99270[17:Spt:99269.0,99251.0,99254.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99271[17:Spt:99269.0,99251.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99272[17:MRR:59.0,99271.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 99273[17:MRR:99252.1,99272.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99275[17:MRR:152.0,99273.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99276[17:MRR:99253.0,99275.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 99277[17:MRR:41.0,41.1,99271.0,99276.0] || -> . % 3.65/3.87 99281[16:Spt:99277.0,99245.0,99246.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99282[16:Spt:99277.0,99245.1] || -> pigeon_3_in_hole_2*. % 3.65/3.87 99283[16:MRR:51.1,99282.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 99284[16:MRR:99204.2,99283.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 99285[16:MRR:38.0,99282.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 99286[16:MRR:99206.2,99285.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 99287[16:MRR:52.1,99282.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99288[16:MRR:99205.2,99287.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.87 99291[17:Spt:99284.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99292[17:MRR:171.1,99291.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99293[17:MRR:152.0,99291.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99295[17:MRR:99288.0,99292.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 99296[17:MRR:125.0,99295.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99299[17:MRR:99286.0,99293.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99302[17:MRR:99296.0,99299.0] || -> . % 3.65/3.87 99303[17:Spt:99302.0,99284.0,99291.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99304[17:Spt:99302.0,99284.1] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99305[17:MRR:143.1,99304.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 99306[17:MRR:99288.1,99305.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99308[17:MRR:153.0,99306.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99309[17:MRR:99286.0,99308.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99311[17:MRR:124.0,124.1,99304.0,99309.0] || -> . % 3.65/3.87 99312[11:Spt:99311.0,98805.0,98806.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 99313[11:Spt:99311.0,98805.1] || -> pigeon_4_in_hole_2*. % 3.65/3.87 99314[11:MRR:55.1,99313.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 99315[11:MRR:39.0,99313.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 99316[11:MRR:56.1,99313.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 99318[11:MRR:50.0,99313.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.87 99319[11:MRR:45.0,99313.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 99320[11:MRR:97160.4,99319.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 99321[11:MRR:97161.4,99315.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 99322[11:MRR:97159.4,99314.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 99323[11:MRR:97163.4,99318.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 99324[11:MRR:97162.4,99316.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 99325[12:Spt:99320.0] || -> pigeon_2_in_hole_6*. % 3.65/3.87 99326[12:MRR:159.1,99325.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99328[12:MRR:156.1,99325.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99329[12:MRR:158.1,99325.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99330[12:MRR:149.0,99325.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99331[12:MRR:99324.0,99326.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 99332[12:MRR:99323.0,99328.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 99333[12:MRR:99322.0,99329.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 99334[12:MRR:99321.0,99330.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 99335[13:Spt:99331.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 99336[13:MRR:143.0,99335.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99338[13:MRR:125.0,99335.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99339[13:MRR:136.0,99335.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99341[13:MRR:99333.0,99336.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 99342[13:MRR:99334.0,99338.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 99343[13:MRR:99332.0,99339.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 99344[14:Spt:99341.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99345[14:MRR:96.0,99344.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 99349[14:MRR:107.0,99344.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99350[14:MRR:99342.0,99345.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99352[14:MRR:66.1,99350.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99356[14:MRR:99343.0,99349.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99361[14:MRR:99352.0,99356.0] || -> . % 3.65/3.87 99362[14:Spt:99361.0,99341.0,99344.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99363[14:Spt:99361.0,99341.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99364[14:MRR:68.0,99363.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 99365[14:MRR:99342.1,99364.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99369[14:MRR:94.1,99365.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99370[14:MRR:99343.0,99369.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99373[14:MRR:79.0,79.1,99363.0,99370.0] || -> . % 3.65/3.87 99375[13:Spt:99373.0,99331.0,99335.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99376[13:Spt:99373.0,99331.1,99331.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 99377[14:Spt:99376.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99378[14:MRR:115.0,99377.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99379[14:MRR:97.0,99377.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99382[14:MRR:108.0,99377.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99383[14:MRR:99333.1,99378.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 99384[14:MRR:99334.1,99379.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 99385[14:MRR:99332.1,99382.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 99386[15:Spt:99383.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99387[15:MRR:124.0,99386.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99389[15:MRR:135.0,99386.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99391[15:MRR:99384.0,99387.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99395[15:MRR:66.1,99391.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99397[15:MRR:99385.0,99389.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99402[15:MRR:99395.0,99397.0] || -> . % 3.65/3.87 99403[15:Spt:99402.0,99383.0,99386.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99404[15:Spt:99402.0,99383.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99405[15:MRR:68.0,99404.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 99406[15:MRR:99384.1,99405.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99408[15:MRR:122.1,99406.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99410[15:MRR:99385.0,99408.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99412[15:MRR:79.0,79.1,99404.0,99410.0] || -> . % 3.65/3.87 99415[14:Spt:99412.0,99376.0,99377.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99416[14:Spt:99412.0,99376.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99417[14:MRR:69.0,99416.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 99418[14:MRR:99334.2,99417.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 99419[14:MRR:80.0,99416.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99420[14:MRR:99332.2,99419.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 99421[14:MRR:87.0,99416.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 99422[14:MRR:99333.2,99421.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 99425[15:Spt:99418.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99426[15:MRR:124.1,99425.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99428[15:MRR:122.1,99425.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99430[15:MRR:99422.0,99426.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99431[15:MRR:107.0,99430.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99435[15:MRR:99420.0,99428.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99439[15:MRR:99431.0,99435.0] || -> . % 3.65/3.87 99440[15:Spt:99439.0,99418.0,99425.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99441[15:Spt:99439.0,99418.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99442[15:MRR:96.1,99441.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99443[15:MRR:99422.1,99442.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99445[15:MRR:135.0,99443.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99447[15:MRR:99420.0,99445.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99450[15:MRR:94.0,94.1,99447.0,99441.0] || -> . % 3.65/3.87 99451[12:Spt:99450.0,99320.0,99325.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 99452[12:Spt:99450.0,99320.1,99320.2,99320.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 99453[13:Spt:99452.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 99454[13:MRR:121.0,99453.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99455[13:MRR:130.1,99453.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99457[13:MRR:128.1,99453.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99458[13:MRR:131.1,99453.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99459[13:MRR:99321.1,99454.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 99460[13:MRR:99322.1,99455.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 99461[13:MRR:99323.1,99457.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 99462[13:MRR:99324.1,99458.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 99463[14:Spt:99459.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 99464[14:MRR:153.1,99463.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99466[14:MRR:150.1,99463.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99467[14:MRR:152.1,99463.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99468[14:MRR:99462.0,99464.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 99469[14:MRR:99461.0,99466.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.87 99470[14:MRR:99460.0,99467.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 99471[15:Spt:99468.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99472[15:MRR:108.0,99471.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99476[15:MRR:115.0,99471.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99477[15:MRR:99469.0,99472.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99481[15:MRR:79.1,99477.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 99483[15:MRR:99470.0,99476.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99488[15:MRR:99481.0,99483.0] || -> . % 3.65/3.87 99489[15:Spt:99488.0,99468.0,99471.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 99490[15:Spt:99488.0,99468.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99491[15:MRR:80.0,99490.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99492[15:MRR:99469.1,99491.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99493[15:MRR:107.1,99492.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99497[15:MRR:99470.0,99493.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99500[15:MRR:87.0,87.1,99490.0,99497.0] || -> . % 3.65/3.87 99502[14:Spt:99500.0,99459.0,99463.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99503[14:Spt:99500.0,99459.1,99459.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 99504[15:Spt:99503.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99505[15:MRR:97.1,99504.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99506[15:MRR:94.1,99504.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99509[15:MRR:96.1,99504.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99510[15:MRR:99462.1,99505.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.87 99511[15:MRR:99461.1,99506.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 99512[15:MRR:99460.1,99509.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 99513[16:Spt:99510.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99514[16:MRR:171.0,99513.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99516[16:MRR:164.0,99513.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99517[16:MRR:99512.0,99514.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99518[16:MRR:79.0,99517.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99523[16:MRR:99511.0,99516.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99528[16:MRR:99518.0,99523.0] || -> . % 3.65/3.87 99529[16:Spt:99528.0,99510.0,99513.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99530[16:Spt:99528.0,99510.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99531[16:MRR:87.0,99530.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 99532[16:MRR:99512.1,99531.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99534[16:MRR:163.0,99532.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99535[16:MRR:99511.0,99534.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99539[16:MRR:80.0,80.1,99530.0,99535.0] || -> . % 3.65/3.87 99540[15:Spt:99539.0,99503.0,99504.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99541[15:Spt:99539.0,99503.1] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99542[15:MRR:68.1,99541.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 99543[15:MRR:99460.2,99542.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 99544[15:MRR:66.1,99541.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99545[15:MRR:99461.2,99544.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 99548[15:MRR:69.1,99541.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 99549[15:MRR:99462.2,99548.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.87 99550[16:Spt:99543.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99551[16:MRR:171.1,99550.0] || pigeon_6_in_hole_6* -> . % 3.65/3.87 99552[16:MRR:163.0,99550.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99554[16:MRR:99549.0,99551.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99558[16:MRR:108.0,99554.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99559[16:MRR:99545.0,99552.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99563[16:MRR:99558.0,99559.0] || -> . % 3.65/3.87 99564[16:Spt:99563.0,99543.0,99550.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99565[16:Spt:99563.0,99543.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99566[16:MRR:115.1,99565.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 99567[16:MRR:99549.1,99566.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99568[16:MRR:164.0,99567.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99570[16:MRR:99545.0,99568.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99571[16:MRR:107.0,107.1,99565.0,99570.0] || -> . % 3.65/3.87 99574[13:Spt:99571.0,99452.0,99453.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 99575[13:Spt:99571.0,99452.1,99452.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 99576[14:Spt:99575.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 99577[14:MRR:103.1,99576.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99578[14:MRR:100.1,99576.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99579[14:MRR:102.1,99576.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99581[14:MRR:93.0,99576.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99582[14:MRR:99324.2,99577.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 99583[14:MRR:99323.2,99578.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 99584[14:MRR:99322.2,99579.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 99585[14:MRR:99321.2,99581.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 99586[15:Spt:99582.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99587[15:MRR:171.0,99586.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99589[15:MRR:164.0,99586.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99590[15:MRR:153.0,99586.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99591[15:MRR:99584.0,99587.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 99592[15:MRR:99583.0,99589.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.87 99593[15:MRR:99585.0,99590.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 99594[16:Spt:99591.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99595[16:MRR:124.0,99594.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99597[16:MRR:135.0,99594.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99599[16:MRR:99593.0,99595.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99601[16:MRR:66.1,99599.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99605[16:MRR:99592.0,99597.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99610[16:MRR:99601.0,99605.0] || -> . % 3.65/3.87 99611[16:Spt:99610.0,99591.0,99594.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99612[16:Spt:99610.0,99591.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99613[16:MRR:68.0,99612.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 99614[16:MRR:99593.1,99613.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99616[16:MRR:122.1,99614.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99618[16:MRR:99592.0,99616.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99622[16:MRR:79.0,79.1,99612.0,99618.0] || -> . % 3.65/3.87 99623[15:Spt:99622.0,99582.0,99586.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99624[15:Spt:99622.0,99582.1,99582.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 99625[16:Spt:99624.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 99626[16:MRR:143.0,99625.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99627[16:MRR:125.0,99625.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99629[16:MRR:136.0,99625.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99630[16:MRR:99584.1,99626.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.87 99631[16:MRR:99585.1,99627.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.87 99632[16:MRR:99583.1,99629.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.87 99633[17:Spt:99630.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99635[17:MRR:163.0,99633.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99636[17:MRR:152.0,99633.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99637[17:MRR:99632.0,99635.0] || -> pigeon_3_in_hole_3*. % 3.65/3.87 99638[17:MRR:66.0,99637.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 99643[17:MRR:99631.0,99636.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99648[17:MRR:99638.0,99643.0] || -> . % 3.65/3.87 99649[17:Spt:99648.0,99630.0,99633.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99650[17:Spt:99648.0,99630.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99651[17:MRR:79.0,99650.0] || pigeon_3_in_hole_3* -> . % 3.65/3.87 99652[17:MRR:99632.1,99651.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99654[17:MRR:150.0,99652.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99655[17:MRR:99631.0,99654.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 99659[17:MRR:68.0,68.1,99650.0,99655.0] || -> . % 3.65/3.87 99660[16:Spt:99659.0,99624.0,99625.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99661[16:Spt:99659.0,99624.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99662[16:MRR:80.0,99661.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 99663[16:MRR:99583.2,99662.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 99664[16:MRR:69.0,99661.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 99665[16:MRR:99585.2,99664.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 99666[16:MRR:87.0,99661.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 99667[16:MRR:99584.2,99666.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 99670[17:Spt:99663.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99671[17:MRR:163.1,99670.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99672[17:MRR:150.0,99670.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99674[17:MRR:99667.0,99671.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99677[17:MRR:124.0,99674.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99678[17:MRR:99665.0,99672.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99681[17:MRR:99677.0,99678.0] || -> . % 3.65/3.87 99682[17:Spt:99681.0,99663.0,99670.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99683[17:Spt:99681.0,99663.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99684[17:MRR:135.1,99683.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99685[17:MRR:99667.1,99684.0] || -> pigeon_5_in_hole_6*. % 3.65/3.87 99686[17:MRR:152.0,99685.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99688[17:MRR:99665.0,99686.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99690[17:MRR:122.0,122.1,99683.0,99688.0] || -> . % 3.65/3.87 99691[14:Spt:99690.0,99575.0,99576.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 99692[14:Spt:99690.0,99575.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 99693[14:MRR:72.1,99692.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.87 99694[14:MRR:65.0,99692.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 99695[14:MRR:75.1,99692.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 99697[14:MRR:74.1,99692.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 99698[14:MRR:99324.3,99695.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 99699[14:MRR:99323.3,99693.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 99700[14:MRR:99322.3,99697.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 99701[14:MRR:99321.3,99694.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 99702[15:Spt:99698.0] || -> pigeon_6_in_hole_6*. % 3.65/3.87 99703[15:MRR:153.0,99702.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99704[15:MRR:164.0,99702.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99706[15:MRR:171.0,99702.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99707[15:MRR:99701.0,99703.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 99708[15:MRR:99699.0,99704.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.87 99709[15:MRR:99700.0,99706.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 99710[16:Spt:99707.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99711[16:MRR:124.1,99710.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99713[16:MRR:122.1,99710.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99715[16:MRR:99709.0,99711.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99717[16:MRR:107.0,99715.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99720[16:MRR:99708.0,99713.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99724[16:MRR:99717.0,99720.0] || -> . % 3.65/3.87 99725[16:Spt:99724.0,99707.0,99710.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99726[16:Spt:99724.0,99707.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99727[16:MRR:96.1,99726.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99728[16:MRR:99709.1,99727.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99729[16:MRR:135.0,99728.0] || pigeon_3_in_hole_5* -> . % 3.65/3.87 99732[16:MRR:99708.0,99729.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99733[16:MRR:94.0,94.1,99732.0,99726.0] || -> . % 3.65/3.87 99736[15:Spt:99733.0,99698.0,99702.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99737[15:Spt:99733.0,99698.1,99698.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 99738[16:Spt:99737.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 99739[16:MRR:125.0,99738.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99740[16:MRR:143.0,99738.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99742[16:MRR:136.0,99738.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 99743[16:MRR:99701.1,99739.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.87 99744[16:MRR:99700.1,99740.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.87 99745[16:MRR:99699.1,99742.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.87 99746[17:Spt:99743.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 99747[17:MRR:150.1,99746.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99748[17:MRR:152.1,99746.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99750[17:MRR:99745.0,99747.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 99751[17:MRR:107.1,99750.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99755[17:MRR:99744.0,99748.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99759[17:MRR:99751.0,99755.0] || -> . % 3.65/3.87 99760[17:Spt:99759.0,99743.0,99746.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99761[17:Spt:99759.0,99743.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99762[17:MRR:94.1,99761.0] || pigeon_3_in_hole_4* -> . % 3.65/3.87 99763[17:MRR:99745.1,99762.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99765[17:MRR:163.1,99763.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99766[17:MRR:99744.0,99765.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 99769[17:MRR:96.0,96.1,99766.0,99761.0] || -> . % 3.65/3.87 99770[16:Spt:99769.0,99737.0,99738.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99771[16:Spt:99769.0,99737.1] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99772[16:MRR:108.0,99771.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.87 99773[16:MRR:99699.2,99772.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.87 99774[16:MRR:115.0,99771.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 99775[16:MRR:99700.2,99774.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.87 99776[16:MRR:97.0,99771.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 99777[16:MRR:99701.2,99776.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.87 99779[17:Spt:99773.0] || -> pigeon_3_in_hole_6*. % 3.65/3.87 99780[17:MRR:150.0,99779.0] || pigeon_1_in_hole_6* -> . % 3.65/3.87 99781[17:MRR:163.1,99779.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99783[17:MRR:99777.0,99780.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 99786[17:MRR:124.1,99783.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 99787[17:MRR:99775.0,99781.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99790[17:MRR:99786.0,99787.0] || -> . % 3.65/3.87 99791[17:Spt:99790.0,99773.0,99779.0] || pigeon_3_in_hole_6* -> . % 3.65/3.87 99792[17:Spt:99790.0,99773.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99793[17:MRR:122.0,99792.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 99794[17:MRR:99777.1,99793.0] || -> pigeon_1_in_hole_6*. % 3.65/3.87 99796[17:MRR:152.1,99794.0] || pigeon_5_in_hole_6* -> . % 3.65/3.87 99797[17:MRR:99775.0,99796.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 99798[17:MRR:135.0,135.1,99797.0,99792.0] || -> . % 3.65/3.87 99800[7:Spt:99798.0,97144.0,97151.0] || pigeon_7_in_hole_7*+ -> . % 3.65/3.87 99801[7:Spt:99798.0,97144.1,97144.2,97144.3,97144.4,97144.5] || -> pigeon_7_in_hole_6 pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.65/3.87 99802[8:Spt:99801.0] || -> pigeon_7_in_hole_6*. % 3.65/3.87 99803[8:MRR:165.0,99802.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.87 99804[8:MRR:154.0,99802.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.87 99805[8:MRR:172.0,99802.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.87 99806[8:MRR:174.0,99802.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.87 99807[8:MRR:160.0,99802.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.87 99808[8:MRR:169.0,99802.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.87 99809[8:MRR:97149.1,99803.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 99810[8:MRR:97146.1,99804.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 99811[8:MRR:97148.1,99805.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 99812[8:MRR:97150.1,99806.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 99813[8:MRR:97145.1,99807.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99814[8:MRR:97147.1,99808.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99815[9:Spt:99809.1] || -> pigeon_3_in_hole_5*. % 3.65/3.87 99816[9:MRR:122.0,99815.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 99817[9:MRR:135.1,99815.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 99819[9:MRR:136.1,99815.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 99820[9:MRR:128.0,99815.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 99821[9:MRR:134.1,99815.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.87 99822[9:MRR:99810.1,99816.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 99823[9:MRR:99811.1,99817.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 99824[9:MRR:99812.1,99819.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 99825[9:MRR:99813.1,99820.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99826[9:MRR:99814.1,99821.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99827[10:Spt:99822.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 99829[10:MRR:96.1,99827.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99830[10:MRR:97.1,99827.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 99832[10:MRR:93.1,99827.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 99833[10:MRR:95.1,99827.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 99834[10:MRR:99823.1,99829.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 99835[10:MRR:99824.1,99830.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 99836[10:MRR:99825.1,99832.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99837[10:MRR:99826.1,99833.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99838[11:Spt:99834.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99841[11:MRR:87.1,99838.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 99843[11:MRR:74.0,99838.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 99844[11:MRR:83.0,99838.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 99845[11:MRR:99835.1,99841.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.87 99846[11:MRR:99836.1,99843.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.87 99847[11:MRR:99837.1,99844.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.87 99848[12:Spt:99845.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99851[12:MRR:56.0,99848.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 99854[12:MRR:47.0,99848.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 99855[12:MRR:99847.1,99851.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 99856[12:MRR:185.0,99855.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 99861[12:MRR:99846.1,99854.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 99866[12:MRR:99856.0,99861.0] || -> . % 3.65/3.87 99867[12:Spt:99866.0,99845.1,99848.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99868[12:Spt:99866.0,99845.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 99869[12:MRR:196.0,99868.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 99870[12:MRR:99847.0,99869.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 99875[12:MRR:45.0,99870.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 99876[12:MRR:99846.1,99875.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 99879[12:MRR:187.0,187.1,99868.0,99876.0] || -> . % 3.65/3.87 99881[11:Spt:99879.0,99834.1,99838.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 99882[11:Spt:99879.0,99834.0,99834.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.87 99883[12:Spt:99882.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 99884[12:MRR:195.0,99883.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 99885[12:MRR:186.0,99883.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 99888[12:MRR:199.1,99883.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 99889[12:MRR:99837.0,99884.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99890[12:MRR:99836.0,99885.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99891[12:MRR:99835.0,99888.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 99892[13:Spt:99889.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 99895[13:MRR:84.1,99892.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 99897[13:MRR:73.0,99892.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 99898[13:MRR:99891.0,99895.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 99899[13:MRR:47.0,99898.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 99905[13:MRR:99890.0,99897.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 99911[13:MRR:99899.0,99905.0] || -> . % 3.65/3.87 99912[13:Spt:99911.0,99889.0,99892.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 99913[13:Spt:99911.0,99889.1] || -> pigeon_4_in_hole_2*. % 3.65/3.87 99914[13:MRR:56.1,99913.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 99915[13:MRR:99891.1,99914.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99918[13:MRR:75.0,99915.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 99920[13:MRR:99890.0,99918.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 99925[13:MRR:45.0,45.1,99913.0,99920.0] || -> . % 3.65/3.87 99926[12:Spt:99925.0,99882.0,99883.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 99927[12:Spt:99925.0,99882.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 99928[12:MRR:59.1,99927.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 99929[12:MRR:99835.2,99928.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.87 99930[12:MRR:46.0,99927.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 99931[12:MRR:99836.2,99930.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 99934[12:MRR:55.0,99927.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 99935[12:MRR:99837.2,99934.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.87 99937[13:Spt:99929.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 99938[13:MRR:196.0,99937.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 99939[13:MRR:187.0,99937.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 99942[13:MRR:99935.0,99938.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 99943[13:MRR:73.0,99942.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 99948[13:MRR:99931.0,99939.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 99953[13:MRR:99943.0,99948.0] || -> . % 3.65/3.87 99954[13:Spt:99953.0,99929.0,99937.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 99955[13:Spt:99953.0,99929.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 99956[13:MRR:84.0,99955.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 99957[13:MRR:99935.1,99956.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 99960[13:MRR:185.0,99957.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 99961[13:MRR:99931.0,99960.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 99965[13:MRR:75.0,75.1,99955.0,99961.0] || -> . % 3.65/3.87 99966[10:Spt:99965.0,99822.1,99827.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 99967[10:Spt:99965.0,99822.0,99822.2,99822.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 99968[11:Spt:99967.0] || -> pigeon_1_in_hole_7*. % 3.65/3.87 99969[11:MRR:181.1,99968.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 99970[11:MRR:179.1,99968.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 99971[11:MRR:177.1,99968.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 99973[11:MRR:180.1,99968.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 99974[11:MRR:99824.0,99969.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 99975[11:MRR:99826.0,99970.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99976[11:MRR:99825.0,99971.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99977[11:MRR:99823.0,99973.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 99978[12:Spt:99974.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 99980[12:MRR:115.0,99978.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 99982[12:MRR:103.0,99978.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 99983[12:MRR:112.0,99978.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 99984[12:MRR:99977.0,99980.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 99985[12:MRR:99976.0,99982.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 99986[12:MRR:99975.0,99983.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 99987[13:Spt:99984.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 99988[13:MRR:83.0,99987.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 99989[13:MRR:74.0,99987.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 99994[13:MRR:99986.0,99988.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 99996[13:MRR:45.0,99994.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 100001[13:MRR:99985.0,99989.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100007[13:MRR:99996.0,100001.0] || -> . % 3.65/3.87 100008[13:Spt:100007.0,99984.0,99987.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100009[13:Spt:100007.0,99984.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100010[13:MRR:55.0,100009.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100011[13:MRR:99986.1,100010.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100016[13:MRR:73.0,100011.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 100017[13:MRR:99985.0,100016.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100021[13:MRR:46.0,46.1,100009.0,100017.0] || -> . % 3.65/3.87 100023[12:Spt:100021.0,99974.0,99978.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100024[12:Spt:100021.0,99974.1,99974.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100025[13:Spt:100024.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100026[13:MRR:87.0,100025.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 100027[13:MRR:84.0,100025.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 100028[13:MRR:75.0,100025.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100032[13:MRR:99977.1,100026.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100033[13:MRR:99975.1,100027.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.87 100034[13:MRR:99976.1,100028.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100035[14:Spt:100032.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100038[14:MRR:102.0,100035.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100039[14:MRR:111.0,100035.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100040[14:MRR:100034.0,100038.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100041[14:MRR:45.1,100040.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100047[14:MRR:100033.0,100039.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100053[14:MRR:100041.0,100047.0] || -> . % 3.65/3.87 100054[14:Spt:100053.0,100032.0,100035.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100055[14:Spt:100053.0,100032.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100056[14:MRR:46.0,100055.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 100057[14:MRR:100034.1,100056.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100060[14:MRR:101.1,100057.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100061[14:MRR:100033.0,100060.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100066[14:MRR:55.0,55.1,100055.0,100061.0] || -> . % 3.65/3.87 100067[13:Spt:100066.0,100024.0,100025.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100068[13:Spt:100066.0,100024.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100069[13:MRR:47.0,100068.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 100070[13:MRR:99976.2,100069.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100071[13:MRR:56.0,100068.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100072[13:MRR:99975.2,100071.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.87 100076[13:MRR:59.0,100068.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100077[13:MRR:99977.2,100076.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100078[14:Spt:100070.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100079[14:MRR:102.1,100078.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100080[14:MRR:101.1,100078.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100083[14:MRR:100077.0,100079.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100088[14:MRR:83.0,100083.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 100089[14:MRR:100072.0,100080.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100094[14:MRR:100088.0,100089.0] || -> . % 3.65/3.87 100095[14:Spt:100094.0,100070.0,100078.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100096[14:Spt:100094.0,100070.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100097[14:MRR:74.1,100096.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100098[14:MRR:100077.1,100097.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100099[14:MRR:111.0,100098.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100102[14:MRR:100072.0,100099.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100106[14:MRR:73.0,73.1,100102.0,100096.0] || -> . % 3.65/3.87 100107[11:Spt:100106.0,99967.0,99968.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 100108[11:Spt:100106.0,99967.1,99967.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100109[12:Spt:100108.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100110[12:MRR:68.1,100109.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 100111[12:MRR:67.1,100109.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 100113[12:MRR:65.1,100109.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100115[12:MRR:69.1,100109.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100116[12:MRR:99823.2,100110.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100117[12:MRR:99826.2,100111.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.87 100118[12:MRR:99825.2,100113.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100119[12:MRR:99824.2,100115.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 100120[13:Spt:100116.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 100121[13:MRR:199.1,100120.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 100122[13:MRR:195.0,100120.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 100123[13:MRR:186.0,100120.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 100125[13:MRR:100119.0,100121.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 100126[13:MRR:100117.0,100122.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.87 100127[13:MRR:100118.0,100123.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100128[14:Spt:100125.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100129[14:MRR:112.0,100128.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100130[14:MRR:103.0,100128.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100134[14:MRR:100126.0,100129.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100135[14:MRR:45.0,100134.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 100141[14:MRR:100127.0,100130.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100147[14:MRR:100135.0,100141.0] || -> . % 3.65/3.87 100148[14:Spt:100147.0,100125.0,100128.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100149[14:Spt:100147.0,100125.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100150[14:MRR:56.0,100149.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100151[14:MRR:100126.1,100150.0] || -> pigeon_4_in_hole_4*. % 3.65/3.87 100152[14:MRR:101.0,100151.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100156[14:MRR:100127.0,100152.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100161[14:MRR:47.0,47.1,100149.0,100156.0] || -> . % 3.65/3.87 100162[13:Spt:100161.0,100116.0,100120.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 100163[13:Spt:100161.0,100116.1,100116.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100164[14:Spt:100163.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100165[14:MRR:115.1,100164.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100166[14:MRR:111.0,100164.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 100167[14:MRR:102.0,100164.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100170[14:MRR:100119.1,100165.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.87 100171[14:MRR:100117.1,100166.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.87 100172[14:MRR:100118.1,100167.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.87 100173[15:Spt:100170.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 100175[15:MRR:187.0,100173.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 100176[15:MRR:196.0,100173.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100177[15:MRR:100172.0,100175.0] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100178[15:MRR:45.1,100177.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100184[15:MRR:100171.0,100176.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100190[15:MRR:100178.0,100184.0] || -> . % 3.65/3.87 100191[15:Spt:100190.0,100170.0,100173.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100192[15:Spt:100190.0,100170.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100193[15:MRR:47.0,100192.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 100194[15:MRR:100172.1,100193.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 100196[15:MRR:185.1,100194.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100197[15:MRR:100171.0,100196.0] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100202[15:MRR:56.0,56.1,100192.0,100197.0] || -> . % 3.65/3.87 100203[14:Spt:100202.0,100163.0,100164.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100204[14:Spt:100202.0,100163.1] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100205[14:MRR:46.0,100204.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 100206[14:MRR:100118.2,100205.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.87 100207[14:MRR:55.0,100204.0] || pigeon_4_in_hole_2* -> . % 3.65/3.87 100208[14:MRR:100117.2,100207.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.87 100212[14:MRR:59.1,100204.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 100213[14:MRR:100119.2,100212.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 100214[15:Spt:100206.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 100215[15:MRR:187.1,100214.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100216[15:MRR:185.1,100214.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100218[15:MRR:100213.0,100215.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100222[15:MRR:112.0,100218.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100223[15:MRR:100208.0,100216.0] || -> pigeon_4_in_hole_4*. % 3.65/3.87 100227[15:MRR:100222.0,100223.0] || -> . % 3.65/3.87 100228[15:Spt:100227.0,100206.0,100214.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 100229[15:Spt:100227.0,100206.1] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100230[15:MRR:103.1,100229.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100231[15:MRR:100213.1,100230.0] || -> pigeon_6_in_hole_7*. % 3.65/3.87 100232[15:MRR:196.0,100231.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100234[15:MRR:100208.0,100232.0] || -> pigeon_4_in_hole_4*. % 3.65/3.87 100235[15:MRR:101.0,101.1,100234.0,100229.0] || -> . % 3.65/3.87 100238[12:Spt:100235.0,100108.0,100109.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100239[12:Spt:100235.0,100108.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100240[12:MRR:37.1,100239.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 100241[12:MRR:39.1,100239.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.87 100242[12:MRR:40.1,100239.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 100243[12:MRR:41.1,100239.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 100246[12:MRR:99823.3,100242.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100247[12:MRR:99826.3,100241.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.87 100248[12:MRR:99825.3,100240.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100249[12:MRR:99824.3,100243.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 100250[13:Spt:100246.0] || -> pigeon_5_in_hole_7*. % 3.65/3.87 100252[13:MRR:186.0,100250.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 100253[13:MRR:195.0,100250.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 100254[13:MRR:199.1,100250.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 100255[13:MRR:100248.0,100252.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100256[13:MRR:100247.0,100253.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.87 100257[13:MRR:100249.0,100254.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 100258[14:Spt:100255.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100259[14:MRR:103.1,100258.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100260[14:MRR:101.1,100258.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100264[14:MRR:100257.0,100259.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100266[14:MRR:84.0,100264.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 100270[14:MRR:100256.0,100260.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100275[14:MRR:100266.0,100270.0] || -> . % 3.65/3.87 100276[14:Spt:100275.0,100255.0,100258.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100277[14:Spt:100275.0,100255.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100278[14:MRR:75.1,100277.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100279[14:MRR:100257.1,100278.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100280[14:MRR:112.0,100279.0] || pigeon_4_in_hole_4* -> . % 3.65/3.87 100284[14:MRR:100256.0,100280.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100285[14:MRR:73.0,73.1,100284.0,100277.0] || -> . % 3.65/3.87 100289[13:Spt:100285.0,100246.0,100250.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 100290[13:Spt:100285.0,100246.1,100246.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100291[14:Spt:100290.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100292[14:MRR:102.0,100291.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100293[14:MRR:115.1,100291.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100294[14:MRR:111.0,100291.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 100297[14:MRR:100248.1,100292.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.87 100298[14:MRR:100249.1,100293.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.87 100299[14:MRR:100247.1,100294.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.87 100300[15:Spt:100297.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 100302[15:MRR:185.1,100300.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100303[15:MRR:187.1,100300.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100304[15:MRR:100299.0,100302.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100305[15:MRR:84.1,100304.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100310[15:MRR:100298.0,100303.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100315[15:MRR:100305.0,100310.0] || -> . % 3.65/3.87 100316[15:Spt:100315.0,100297.0,100300.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 100317[15:Spt:100315.0,100297.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100318[15:MRR:73.1,100317.0] || pigeon_4_in_hole_3* -> . % 3.65/3.87 100319[15:MRR:100299.1,100318.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 100321[15:MRR:196.1,100319.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100322[15:MRR:100298.0,100321.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100326[15:MRR:75.0,75.1,100322.0,100317.0] || -> . % 3.65/3.87 100327[14:Spt:100326.0,100290.0,100291.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100328[14:Spt:100326.0,100290.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100329[14:MRR:83.0,100328.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 100330[14:MRR:100247.2,100329.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.87 100331[14:MRR:87.1,100328.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100332[14:MRR:100249.2,100331.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.87 100333[14:MRR:74.0,100328.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 100334[14:MRR:100248.2,100333.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.87 100337[15:Spt:100330.0] || -> pigeon_4_in_hole_7*. % 3.65/3.87 100338[15:MRR:185.0,100337.0] || pigeon_2_in_hole_7* -> . % 3.65/3.87 100339[15:MRR:196.1,100337.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100341[15:MRR:100334.0,100338.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100345[15:MRR:103.1,100341.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100346[15:MRR:100332.0,100339.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100350[15:MRR:100345.0,100346.0] || -> . % 3.65/3.87 100351[15:Spt:100350.0,100330.0,100337.0] || pigeon_4_in_hole_7* -> . % 3.65/3.87 100352[15:Spt:100350.0,100330.1] || -> pigeon_4_in_hole_4*. % 3.65/3.87 100353[15:MRR:101.0,100352.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100354[15:MRR:100334.1,100353.0] || -> pigeon_2_in_hole_7*. % 3.65/3.87 100355[15:MRR:187.1,100354.0] || pigeon_6_in_hole_7* -> . % 3.65/3.87 100357[15:MRR:100332.0,100355.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100358[15:MRR:112.0,112.1,100357.0,100352.0] || -> . % 3.65/3.87 100361[9:Spt:100358.0,99809.1,99815.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.87 100362[9:Spt:100358.0,99809.0,99809.2,99809.3,99809.4] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 100363[10:Spt:100362.0] || -> pigeon_3_in_hole_7*. % 3.65/3.87 100364[10:MRR:190.1,100363.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.87 100365[10:MRR:184.0,100363.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.87 100366[10:MRR:192.1,100363.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.87 100367[10:MRR:191.1,100363.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.87 100368[10:MRR:178.0,100363.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.87 100369[10:MRR:99814.0,100364.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 100370[10:MRR:99813.0,100365.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 100371[10:MRR:99812.0,100366.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100372[10:MRR:99811.0,100367.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100373[10:MRR:99810.0,100368.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100374[11:Spt:100369.1] || -> pigeon_4_in_hole_4*. % 3.65/3.87 100375[11:MRR:101.0,100374.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100376[11:MRR:112.1,100374.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100379[11:MRR:111.1,100374.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100380[11:MRR:95.0,100374.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 100381[11:MRR:100370.1,100375.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 100382[11:MRR:100371.1,100376.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100383[11:MRR:100372.1,100379.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100384[11:MRR:100373.1,100380.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100385[12:Spt:100381.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100387[12:MRR:75.1,100385.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100388[12:MRR:74.1,100385.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 100391[12:MRR:65.0,100385.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100392[12:MRR:100382.1,100387.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 100393[12:MRR:100383.1,100388.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 100394[12:MRR:100384.1,100391.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 100395[13:Spt:100392.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100398[13:MRR:41.0,100395.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100401[13:MRR:59.0,100395.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100402[13:MRR:100394.1,100398.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 100403[13:MRR:124.1,100402.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100408[13:MRR:100393.1,100401.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100413[13:MRR:100403.0,100408.0] || -> . % 3.65/3.87 100414[13:Spt:100413.0,100392.1,100395.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 100415[13:Spt:100413.0,100392.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 100416[13:MRR:125.0,100415.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100417[13:MRR:100394.0,100416.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100420[13:MRR:40.1,100417.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100423[13:MRR:100393.1,100420.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100426[13:MRR:143.0,143.1,100415.0,100423.0] || -> . % 3.65/3.87 100428[12:Spt:100426.0,100381.1,100385.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100429[12:Spt:100426.0,100381.0,100381.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 100430[13:Spt:100429.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 100431[13:MRR:121.0,100430.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 100432[13:MRR:130.1,100430.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 100434[13:MRR:131.1,100430.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 100436[13:MRR:100384.0,100431.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100437[13:MRR:100383.0,100432.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100438[13:MRR:100382.0,100434.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100439[14:Spt:100436.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100441[14:MRR:69.1,100439.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100442[14:MRR:68.1,100439.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100445[14:MRR:100438.0,100441.0] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100446[14:MRR:59.0,100445.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100452[14:MRR:100437.0,100442.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100458[14:MRR:100446.0,100452.0] || -> . % 3.65/3.87 100459[14:Spt:100458.0,100436.0,100439.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100460[14:Spt:100458.0,100436.1] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100461[14:MRR:41.1,100460.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 100462[14:MRR:100438.1,100461.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100464[14:MRR:87.0,100462.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100467[14:MRR:100437.0,100464.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100472[14:MRR:40.0,40.1,100467.0,100460.0] || -> . % 3.65/3.87 100473[13:Spt:100472.0,100429.0,100430.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 100474[13:Spt:100472.0,100429.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100475[13:MRR:47.1,100474.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 100476[13:MRR:100382.2,100475.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 100477[13:MRR:46.1,100474.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100478[13:MRR:100383.2,100477.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 100481[13:MRR:37.0,100474.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100482[13:MRR:100384.2,100481.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 100484[14:Spt:100476.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 100485[14:MRR:125.0,100484.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100486[14:MRR:143.0,100484.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100489[14:MRR:100482.0,100485.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100492[14:MRR:68.1,100489.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100495[14:MRR:100478.0,100486.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100500[14:MRR:100492.0,100495.0] || -> . % 3.65/3.87 100501[14:Spt:100500.0,100476.0,100484.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100502[14:Spt:100500.0,100476.1] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100503[14:MRR:69.0,100502.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100504[14:MRR:100482.1,100503.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 100507[14:MRR:124.1,100504.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100508[14:MRR:100478.0,100507.0] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100512[14:MRR:87.0,87.1,100502.0,100508.0] || -> . % 3.65/3.87 100513[11:Spt:100512.0,100369.1,100374.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 100514[11:Spt:100512.0,100369.0,100369.2,100369.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 100515[12:Spt:100514.0] || -> pigeon_4_in_hole_5*. % 3.65/3.87 100516[12:MRR:140.1,100515.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 100517[12:MRR:123.0,100515.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 100518[12:MRR:139.1,100515.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 100520[12:MRR:129.0,100515.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 100521[12:MRR:100371.0,100516.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100522[12:MRR:100373.0,100517.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100523[12:MRR:100372.0,100518.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100524[12:MRR:100370.0,100520.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 100525[13:Spt:100521.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100526[13:MRR:103.0,100525.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100529[13:MRR:115.0,100525.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100530[13:MRR:97.0,100525.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 100531[13:MRR:100524.0,100526.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 100532[13:MRR:100523.0,100529.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100533[13:MRR:100522.0,100530.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100534[14:Spt:100531.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100535[14:MRR:65.0,100534.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100538[14:MRR:74.1,100534.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100541[14:MRR:100533.0,100535.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100543[14:MRR:40.1,100541.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100548[14:MRR:100532.0,100538.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100554[14:MRR:100543.0,100548.0] || -> . % 3.65/3.87 100555[14:Spt:100554.0,100531.0,100534.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 100556[14:Spt:100554.0,100531.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100557[14:MRR:37.0,100556.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100558[14:MRR:100533.1,100557.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100561[14:MRR:68.1,100558.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100564[14:MRR:100532.0,100561.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100568[14:MRR:46.0,46.1,100564.0,100556.0] || -> . % 3.65/3.87 100570[13:Spt:100568.0,100521.0,100525.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100571[13:Spt:100568.0,100521.1,100521.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100572[14:Spt:100571.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100573[14:MRR:75.0,100572.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100574[14:MRR:69.0,100572.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100577[14:MRR:87.0,100572.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 100579[14:MRR:100524.1,100573.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100580[14:MRR:100522.1,100574.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 100581[14:MRR:100523.1,100577.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100582[15:Spt:100579.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100585[15:MRR:102.1,100582.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100586[15:MRR:93.0,100582.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100587[15:MRR:100581.0,100585.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100588[15:MRR:40.0,100587.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100594[15:MRR:100580.0,100586.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100600[15:MRR:100588.0,100594.0] || -> . % 3.65/3.87 100601[15:Spt:100600.0,100579.0,100582.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100602[15:Spt:100600.0,100579.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100603[15:MRR:46.1,100602.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100604[15:MRR:100581.1,100603.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100607[15:MRR:96.0,100604.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100608[15:MRR:100580.0,100607.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100613[15:MRR:37.0,37.1,100602.0,100608.0] || -> . % 3.65/3.87 100614[14:Spt:100613.0,100571.0,100572.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100615[14:Spt:100613.0,100571.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100616[14:MRR:59.0,100615.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 100617[14:MRR:100523.2,100616.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100618[14:MRR:41.0,100615.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100619[14:MRR:100522.2,100618.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 100623[14:MRR:47.0,100615.0] || pigeon_2_in_hole_2* -> . % 3.65/3.87 100624[14:MRR:100524.2,100623.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100625[15:Spt:100617.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100626[15:MRR:102.0,100625.0] || pigeon_2_in_hole_4* -> . % 3.65/3.87 100627[15:MRR:96.0,100625.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100630[15:MRR:100624.0,100626.0] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100635[15:MRR:65.0,100630.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100636[15:MRR:100619.0,100627.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100641[15:MRR:100635.0,100636.0] || -> . % 3.65/3.87 100642[15:Spt:100641.0,100617.0,100625.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100643[15:Spt:100641.0,100617.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100644[15:MRR:74.0,100643.0] || pigeon_2_in_hole_3* -> . % 3.65/3.87 100645[15:MRR:100624.1,100644.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100646[15:MRR:93.0,100645.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100649[15:MRR:100619.0,100646.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100651[15:MRR:68.0,68.1,100643.0,100649.0] || -> . % 3.65/3.87 100654[12:Spt:100651.0,100514.0,100515.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.87 100655[12:Spt:100651.0,100514.1,100514.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 100656[13:Spt:100655.0] || -> pigeon_4_in_hole_3*. % 3.65/3.87 100657[13:MRR:73.0,100656.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100658[13:MRR:67.0,100656.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100661[13:MRR:83.1,100656.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.87 100662[13:MRR:84.1,100656.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100663[13:MRR:100370.2,100657.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100664[13:MRR:100373.2,100658.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 100665[13:MRR:100372.2,100661.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100666[13:MRR:100371.2,100662.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 100667[14:Spt:100663.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 100668[14:MRR:131.1,100667.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 100669[14:MRR:121.0,100667.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 100670[14:MRR:130.1,100667.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 100672[14:MRR:100666.0,100668.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.87 100673[14:MRR:100664.0,100669.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.87 100674[14:MRR:100665.0,100670.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.87 100675[15:Spt:100672.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100676[15:MRR:97.0,100675.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100677[15:MRR:115.0,100675.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100681[15:MRR:100673.0,100676.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100682[15:MRR:40.1,100681.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100688[15:MRR:100674.0,100677.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100694[15:MRR:100682.0,100688.0] || -> . % 3.65/3.87 100695[15:Spt:100694.0,100672.0,100675.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100696[15:Spt:100694.0,100672.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100697[15:MRR:41.0,100696.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100698[15:MRR:100673.1,100697.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 100699[15:MRR:96.1,100698.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100703[15:MRR:100674.0,100699.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100708[15:MRR:59.0,59.1,100696.0,100703.0] || -> . % 3.65/3.87 100709[14:Spt:100708.0,100663.0,100667.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 100710[14:Spt:100708.0,100663.1,100663.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.87 100711[15:Spt:100710.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100712[15:MRR:103.1,100711.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100713[15:MRR:93.0,100711.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 100714[15:MRR:102.1,100711.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100717[15:MRR:100666.1,100712.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 100718[15:MRR:100664.1,100713.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 100719[15:MRR:100665.1,100714.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.87 100720[16:Spt:100717.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 100722[16:MRR:143.0,100720.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100723[16:MRR:125.0,100720.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100724[16:MRR:100719.0,100722.0] || -> pigeon_5_in_hole_2*. % 3.65/3.87 100725[16:MRR:40.0,100724.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100731[16:MRR:100718.0,100723.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100737[16:MRR:100725.0,100731.0] || -> . % 3.65/3.87 100738[16:Spt:100737.0,100717.0,100720.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100739[16:Spt:100737.0,100717.1] || -> pigeon_6_in_hole_2*. % 3.65/3.87 100740[16:MRR:59.0,100739.0] || pigeon_5_in_hole_2* -> . % 3.65/3.87 100741[16:MRR:100719.1,100740.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100743[16:MRR:124.0,100741.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100744[16:MRR:100718.0,100743.0] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100749[16:MRR:41.0,41.1,100739.0,100744.0] || -> . % 3.65/3.87 100750[15:Spt:100749.0,100710.0,100711.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100751[15:Spt:100749.0,100710.1] || -> pigeon_2_in_hole_2*. % 3.65/3.87 100752[15:MRR:46.1,100751.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 100753[15:MRR:100665.2,100752.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 100754[15:MRR:37.0,100751.0] || pigeon_1_in_hole_2* -> . % 3.65/3.87 100755[15:MRR:100664.2,100754.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 100759[15:MRR:47.1,100751.0] || pigeon_6_in_hole_2* -> . % 3.65/3.87 100760[15:MRR:100666.2,100759.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 100761[16:Spt:100753.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100762[16:MRR:143.1,100761.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100763[16:MRR:124.0,100761.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100765[16:MRR:100760.0,100762.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100769[16:MRR:97.0,100765.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100770[16:MRR:100755.0,100763.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 100774[16:MRR:100769.0,100770.0] || -> . % 3.65/3.87 100775[16:Spt:100774.0,100753.0,100761.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100776[16:Spt:100774.0,100753.1] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100777[16:MRR:115.1,100776.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100778[16:MRR:100760.1,100777.0] || -> pigeon_6_in_hole_5*. % 3.65/3.87 100779[16:MRR:125.0,100778.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100781[16:MRR:100755.0,100779.0] || -> pigeon_1_in_hole_4*. % 3.65/3.87 100782[16:MRR:96.0,96.1,100776.0,100781.0] || -> . % 3.65/3.87 100785[13:Spt:100782.0,100655.0,100656.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 100786[13:Spt:100782.0,100655.1] || -> pigeon_4_in_hole_2*. % 3.65/3.87 100787[13:MRR:55.1,100786.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.87 100788[13:MRR:39.0,100786.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.87 100789[13:MRR:45.0,100786.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 100790[13:MRR:56.1,100786.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 100793[13:MRR:100370.3,100789.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100794[13:MRR:100373.3,100788.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 100795[13:MRR:100372.3,100787.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100796[13:MRR:100371.3,100790.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 100797[14:Spt:100793.0] || -> pigeon_2_in_hole_5*. % 3.65/3.87 100799[14:MRR:130.1,100797.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.87 100800[14:MRR:121.0,100797.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.87 100801[14:MRR:131.1,100797.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.87 100802[14:MRR:100795.0,100799.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.87 100803[14:MRR:100794.0,100800.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.87 100804[14:MRR:100796.0,100801.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.87 100805[15:Spt:100802.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100806[15:MRR:115.1,100805.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100807[15:MRR:96.0,100805.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100811[15:MRR:100804.0,100806.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100813[15:MRR:69.0,100811.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100817[15:MRR:100803.0,100807.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100822[15:MRR:100813.0,100817.0] || -> . % 3.65/3.87 100823[15:Spt:100822.0,100802.0,100805.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100824[15:Spt:100822.0,100802.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100825[15:MRR:87.1,100824.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100826[15:MRR:100804.1,100825.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100827[15:MRR:97.0,100826.0] || pigeon_1_in_hole_4* -> . % 3.65/3.87 100831[15:MRR:100803.0,100827.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100834[15:MRR:68.0,68.1,100824.0,100831.0] || -> . % 3.65/3.87 100836[14:Spt:100834.0,100793.0,100797.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.87 100837[14:Spt:100834.0,100793.1,100793.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.87 100838[15:Spt:100837.0] || -> pigeon_2_in_hole_4*. % 3.65/3.87 100839[15:MRR:102.1,100838.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100840[15:MRR:103.1,100838.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100841[15:MRR:93.0,100838.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 100844[15:MRR:100795.1,100839.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.87 100845[15:MRR:100796.1,100840.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.87 100846[15:MRR:100794.1,100841.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.87 100847[16:Spt:100844.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100849[16:MRR:124.0,100847.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100850[16:MRR:143.1,100847.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100851[16:MRR:100846.0,100849.0] || -> pigeon_1_in_hole_3*. % 3.65/3.87 100852[16:MRR:69.1,100851.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100857[16:MRR:100845.0,100850.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100862[16:MRR:100852.0,100857.0] || -> . % 3.65/3.87 100863[16:Spt:100862.0,100844.0,100847.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100864[16:Spt:100862.0,100844.1] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100865[16:MRR:68.0,100864.0] || pigeon_1_in_hole_3* -> . % 3.65/3.87 100866[16:MRR:100846.1,100865.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 100868[16:MRR:125.1,100866.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100869[16:MRR:100845.0,100868.0] || -> pigeon_6_in_hole_3*. % 3.65/3.87 100873[16:MRR:87.0,87.1,100869.0,100864.0] || -> . % 3.65/3.87 100874[15:Spt:100873.0,100837.0,100838.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100875[15:Spt:100873.0,100837.1] || -> pigeon_2_in_hole_3*. % 3.65/3.87 100876[15:MRR:65.0,100875.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100877[15:MRR:100794.2,100876.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.87 100878[15:MRR:75.1,100875.0] || pigeon_6_in_hole_3* -> . % 3.65/3.87 100879[15:MRR:100796.2,100878.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.87 100882[15:MRR:74.1,100875.0] || pigeon_5_in_hole_3* -> . % 3.65/3.87 100883[15:MRR:100795.2,100882.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.87 100884[16:Spt:100877.0] || -> pigeon_1_in_hole_5*. % 3.65/3.87 100885[16:MRR:124.1,100884.0] || pigeon_5_in_hole_5* -> . % 3.65/3.87 100886[16:MRR:125.1,100884.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100888[16:MRR:100883.0,100885.0] || -> pigeon_5_in_hole_4*. % 3.65/3.87 100892[16:MRR:115.1,100888.0] || pigeon_6_in_hole_4* -> . % 3.65/3.87 100893[16:MRR:100879.0,100886.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100897[16:MRR:100892.0,100893.0] || -> . % 3.65/3.87 100898[16:Spt:100897.0,100877.0,100884.0] || pigeon_1_in_hole_5* -> . % 3.65/3.87 100899[16:Spt:100897.0,100877.1] || -> pigeon_1_in_hole_4*. % 3.65/3.87 100900[16:MRR:96.1,100899.0] || pigeon_5_in_hole_4* -> . % 3.65/3.87 100901[16:MRR:100883.1,100900.0] || -> pigeon_5_in_hole_5*. % 3.65/3.87 100902[16:MRR:143.1,100901.0] || pigeon_6_in_hole_5* -> . % 3.65/3.87 100904[16:MRR:100879.0,100902.0] || -> pigeon_6_in_hole_4*. % 3.65/3.87 100905[16:MRR:97.0,97.1,100904.0,100899.0] || -> . % 3.65/3.87 100908[10:Spt:100905.0,100362.0,100363.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.87 100909[10:Spt:100905.0,100362.1,100362.2,100362.3] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.87 100910[11:Spt:100909.0] || -> pigeon_3_in_hole_4*. % 3.65/3.87 100911[11:MRR:107.1,100910.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.87 100912[11:MRR:108.1,100910.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.87 100913[11:MRR:94.0,100910.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.87 100915[11:MRR:100.0,100910.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.87 100916[11:MRR:106.1,100910.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.87 100917[11:MRR:99811.2,100911.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.87 100918[11:MRR:99812.2,100912.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.87 100919[11:MRR:99810.2,100913.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.87 100920[11:MRR:99813.2,100915.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.87 100921[11:MRR:99814.2,100916.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.87 100922[12:Spt:100917.2] || -> pigeon_5_in_hole_3*. % 3.65/3.87 100923[12:MRR:68.0,100922.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.87 100924[12:MRR:87.1,100922.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.87 100927[12:MRR:74.0,100922.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.87 100928[12:MRR:83.0,100922.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.87 100929[12:MRR:100919.2,100923.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.87 100930[12:MRR:100918.2,100924.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.87 100931[12:MRR:100920.2,100927.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.87 100932[12:MRR:100921.2,100928.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.87 100933[13:Spt:100929.2] || -> pigeon_1_in_hole_2*. % 3.65/3.87 100935[13:MRR:39.1,100933.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.87 100936[13:MRR:37.1,100933.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.87 100939[13:MRR:41.1,100933.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.87 100940[13:MRR:100932.2,100935.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.87 100941[13:MRR:100931.2,100936.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 100942[13:MRR:100930.2,100939.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 100943[14:Spt:100940.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 100944[14:MRR:129.0,100943.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 100948[14:MRR:140.1,100943.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 100949[14:MRR:100941.1,100944.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 100951[14:MRR:187.1,100949.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 100954[14:MRR:100942.1,100948.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 100958[14:MRR:100951.0,100954.0] || -> . % 3.65/3.88 100959[14:Spt:100958.0,100940.1,100943.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 100960[14:Spt:100958.0,100940.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 100961[14:MRR:185.0,100960.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 100962[14:MRR:100941.0,100961.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 100963[14:MRR:131.1,100962.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 100967[14:MRR:100942.1,100963.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 100970[14:MRR:196.0,196.1,100967.0,100960.0] || -> . % 3.65/3.88 100971[13:Spt:100970.0,100929.2,100933.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 100972[13:Spt:100970.0,100929.0,100929.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 100973[14:Spt:100972.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 100974[14:MRR:177.1,100973.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 100975[14:MRR:181.1,100973.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 100976[14:MRR:179.1,100973.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 100978[14:MRR:100931.0,100974.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 100979[14:MRR:100930.0,100975.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 100980[14:MRR:100932.0,100976.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 100981[15:Spt:100978.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 100982[15:MRR:129.1,100981.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 100986[15:MRR:131.1,100981.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 100987[15:MRR:100980.0,100982.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 100990[15:MRR:56.1,100987.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 100993[15:MRR:100979.0,100986.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 100998[15:MRR:100990.0,100993.0] || -> . % 3.65/3.88 100999[15:Spt:100998.0,100978.0,100981.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101000[15:Spt:100998.0,100978.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101001[15:MRR:45.1,101000.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101002[15:MRR:100980.1,101001.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101003[15:MRR:140.1,101002.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101007[15:MRR:100979.0,101003.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101010[15:MRR:47.0,47.1,101007.0,101000.0] || -> . % 3.65/3.88 101012[14:Spt:101010.0,100972.0,100973.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101013[14:Spt:101010.0,100972.1] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101014[14:MRR:121.1,101013.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101015[14:MRR:100931.1,101014.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 101016[14:MRR:123.1,101013.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101017[14:MRR:100932.1,101016.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 101020[14:MRR:125.1,101013.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101021[14:MRR:100930.1,101020.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 101022[15:Spt:101015.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101023[15:MRR:185.1,101022.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 101025[15:MRR:187.1,101022.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101026[15:MRR:101017.0,101023.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101030[15:MRR:56.1,101026.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101032[15:MRR:101021.0,101025.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101037[15:MRR:101030.0,101032.0] || -> . % 3.65/3.88 101038[15:Spt:101037.0,101015.0,101022.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101039[15:Spt:101037.0,101015.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101040[15:MRR:45.1,101039.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101041[15:MRR:101017.1,101040.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101042[15:MRR:196.1,101041.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101044[15:MRR:101021.0,101042.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101046[15:MRR:47.0,47.1,101044.0,101039.0] || -> . % 3.65/3.88 101049[12:Spt:101046.0,100917.2,100922.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 101050[12:Spt:101046.0,100917.0,100917.1,100917.3] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 101051[13:Spt:101050.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101052[13:MRR:186.0,101051.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101053[13:MRR:195.0,101051.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101054[13:MRR:199.1,101051.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 101055[13:MRR:180.0,101051.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101056[13:MRR:100920.0,101052.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 101057[13:MRR:100921.0,101053.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 101058[13:MRR:100918.0,101054.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 101059[13:MRR:100919.0,101055.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 101060[14:Spt:101056.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101061[14:MRR:121.0,101060.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101062[14:MRR:131.1,101060.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 101065[14:MRR:129.1,101060.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101066[14:MRR:101059.0,101061.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 101067[14:MRR:101058.0,101062.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 101068[14:MRR:101057.0,101065.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 101069[15:Spt:101066.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101073[15:MRR:69.1,101069.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 101074[15:MRR:67.1,101069.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 101075[15:MRR:101067.0,101073.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101076[15:MRR:56.0,101075.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101082[15:MRR:101068.0,101074.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101088[15:MRR:101076.0,101082.0] || -> . % 3.65/3.88 101089[15:Spt:101088.0,101066.0,101069.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101090[15:Spt:101088.0,101066.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101091[15:MRR:41.1,101090.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101092[15:MRR:101067.1,101091.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101096[15:MRR:84.0,101092.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 101097[15:MRR:101068.0,101096.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101098[15:MRR:39.0,39.1,101097.0,101090.0] || -> . % 3.65/3.88 101103[14:Spt:101098.0,101056.0,101060.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101104[14:Spt:101098.0,101056.1,101056.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 101105[15:Spt:101104.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101106[15:MRR:65.0,101105.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 101107[15:MRR:75.1,101105.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 101110[15:MRR:73.1,101105.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 101111[15:MRR:101059.1,101106.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 101112[15:MRR:101058.1,101107.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 101113[15:MRR:101057.1,101110.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 101114[16:Spt:101111.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101115[16:MRR:123.1,101114.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101118[16:MRR:125.1,101114.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101119[16:MRR:101113.0,101115.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101120[16:MRR:56.1,101119.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101126[16:MRR:101112.0,101118.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101132[16:MRR:101120.0,101126.0] || -> . % 3.65/3.88 101133[16:Spt:101132.0,101111.0,101114.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101134[16:Spt:101132.0,101111.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101135[16:MRR:39.1,101134.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101136[16:MRR:101113.1,101135.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101137[16:MRR:140.1,101136.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101140[16:MRR:101112.0,101137.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101145[16:MRR:41.0,41.1,101140.0,101134.0] || -> . % 3.65/3.88 101146[15:Spt:101145.0,101104.0,101105.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 101147[15:Spt:101145.0,101104.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101148[15:MRR:45.1,101147.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 101149[15:MRR:101057.2,101148.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 101150[15:MRR:47.1,101147.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101151[15:MRR:101058.2,101150.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 101152[15:MRR:37.0,101147.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101153[15:MRR:101059.2,101152.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.88 101157[16:Spt:101149.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101158[16:MRR:123.0,101157.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101161[16:MRR:140.1,101157.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101162[16:MRR:101153.0,101158.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101164[16:MRR:69.1,101162.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 101167[16:MRR:101151.0,101161.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101171[16:MRR:101164.0,101167.0] || -> . % 3.65/3.88 101172[16:Spt:101171.0,101149.0,101157.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101173[16:Spt:101171.0,101149.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 101174[16:MRR:67.0,101173.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101175[16:MRR:101153.1,101174.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101176[16:MRR:125.1,101175.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101179[16:MRR:101151.0,101176.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101182[16:MRR:84.0,84.1,101179.0,101173.0] || -> . % 3.65/3.88 101183[13:Spt:101182.0,101050.0,101051.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101184[13:Spt:101182.0,101050.1,101050.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 101185[14:Spt:101184.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 101186[14:MRR:139.0,101185.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101187[14:MRR:124.0,101185.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101189[14:MRR:143.1,101185.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 101190[14:MRR:130.0,101185.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101191[14:MRR:100921.1,101186.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 101192[14:MRR:100919.1,101187.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 101193[14:MRR:100918.1,101189.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 101194[14:MRR:100920.1,101190.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 101195[15:Spt:101191.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101196[15:MRR:185.0,101195.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101197[15:MRR:196.1,101195.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 101198[15:MRR:179.0,101195.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101199[15:MRR:101194.0,101196.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 101200[15:MRR:101193.0,101197.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 101201[15:MRR:101192.0,101198.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 101202[16:Spt:101199.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101206[16:MRR:75.1,101202.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 101207[16:MRR:65.0,101202.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101208[16:MRR:101200.0,101206.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101214[16:MRR:41.0,101208.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101215[16:MRR:101201.0,101207.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101221[16:MRR:101214.0,101215.0] || -> . % 3.65/3.88 101222[16:Spt:101221.0,101199.0,101202.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 101223[16:Spt:101221.0,101199.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101224[16:MRR:47.1,101223.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101225[16:MRR:101200.1,101224.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101229[16:MRR:69.0,101225.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101230[16:MRR:101201.0,101229.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101234[16:MRR:37.0,37.1,101223.0,101230.0] || -> . % 3.65/3.88 101236[15:Spt:101234.0,101191.0,101195.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101237[15:Spt:101234.0,101191.1,101191.2] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 101238[16:Spt:101237.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 101239[16:MRR:73.0,101238.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 101240[16:MRR:84.1,101238.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 101241[16:MRR:67.0,101238.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 101244[16:MRR:101194.1,101239.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 101245[16:MRR:101193.1,101240.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 101246[16:MRR:101192.1,101241.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 101247[17:Spt:101244.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101248[17:MRR:187.1,101247.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101249[17:MRR:177.0,101247.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101250[17:MRR:101245.0,101248.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101252[17:MRR:41.0,101250.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101257[17:MRR:101246.0,101249.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101263[17:MRR:101252.0,101257.0] || -> . % 3.65/3.88 101264[17:Spt:101263.0,101244.0,101247.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101265[17:Spt:101263.0,101244.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101266[17:MRR:47.1,101265.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 101267[17:MRR:101245.1,101266.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 101268[17:MRR:181.0,101267.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101269[17:MRR:101246.0,101268.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101271[17:MRR:37.0,37.1,101265.0,101269.0] || -> . % 3.65/3.88 101275[16:Spt:101271.0,101237.0,101238.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 101276[16:Spt:101271.0,101237.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101277[16:MRR:56.1,101276.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 101278[16:MRR:101193.2,101277.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 101279[16:MRR:39.0,101276.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101280[16:MRR:101192.2,101279.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 101281[16:MRR:45.0,101276.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 101282[16:MRR:101194.2,101281.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 101286[17:Spt:101278.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 101287[17:MRR:187.0,101286.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101288[17:MRR:181.0,101286.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101289[17:MRR:101282.0,101287.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101290[17:MRR:65.0,101289.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101294[17:MRR:101280.0,101288.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101298[17:MRR:101290.0,101294.0] || -> . % 3.65/3.88 101299[17:Spt:101298.0,101278.0,101286.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101300[17:Spt:101298.0,101278.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101301[17:MRR:75.0,101300.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 101302[17:MRR:101282.1,101301.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101303[17:MRR:177.0,101302.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101304[17:MRR:101280.0,101303.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101307[17:MRR:69.0,69.1,101300.0,101304.0] || -> . % 3.65/3.88 101308[14:Spt:101307.0,101184.0,101185.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101309[14:Spt:101307.0,101184.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101310[14:MRR:59.1,101309.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 101311[14:MRR:40.0,101309.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 101312[14:MRR:46.0,101309.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 101315[14:MRR:55.0,101309.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 101316[14:MRR:100921.3,101315.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 101317[14:MRR:100919.3,101311.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.88 101318[14:MRR:100918.3,101310.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 101319[14:MRR:100920.3,101312.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 101320[15:Spt:101316.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101321[15:MRR:179.0,101320.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101322[15:MRR:196.1,101320.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 101323[15:MRR:185.0,101320.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101324[15:MRR:101317.0,101321.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.88 101325[15:MRR:101318.0,101322.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 101326[15:MRR:101319.0,101323.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 101327[16:Spt:101324.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101330[16:MRR:125.1,101327.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 101331[16:MRR:121.1,101327.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101332[16:MRR:101325.0,101330.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101333[16:MRR:75.0,101332.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 101338[16:MRR:101326.0,101331.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101343[16:MRR:101333.0,101338.0] || -> . % 3.65/3.88 101344[16:Spt:101343.0,101324.0,101327.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101345[16:Spt:101343.0,101324.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101346[16:MRR:69.1,101345.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 101347[16:MRR:101325.1,101346.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 101350[16:MRR:131.0,101347.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101351[16:MRR:101326.0,101350.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101353[16:MRR:65.0,65.1,101351.0,101345.0] || -> . % 3.65/3.88 101356[15:Spt:101353.0,101316.0,101320.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101357[15:Spt:101353.0,101316.1,101316.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 101358[16:Spt:101357.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101359[16:MRR:123.0,101358.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101360[16:MRR:140.1,101358.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 101362[16:MRR:129.0,101358.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101363[16:MRR:101317.1,101359.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 101364[16:MRR:101318.1,101360.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 101365[16:MRR:101319.1,101362.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 101366[17:Spt:101363.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101367[17:MRR:181.1,101366.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101368[17:MRR:177.1,101366.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101369[17:MRR:101364.0,101367.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 101374[17:MRR:75.0,101369.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 101375[17:MRR:101365.0,101368.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101380[17:MRR:101374.0,101375.0] || -> . % 3.65/3.88 101381[17:Spt:101380.0,101363.0,101366.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101382[17:Spt:101380.0,101363.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101383[17:MRR:69.1,101382.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 101384[17:MRR:101364.1,101383.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 101385[17:MRR:187.0,101384.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101386[17:MRR:101365.0,101385.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 101389[17:MRR:65.0,65.1,101386.0,101382.0] || -> . % 3.65/3.88 101391[16:Spt:101389.0,101357.0,101358.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101392[16:Spt:101389.0,101357.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 101393[16:MRR:84.1,101392.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 101394[16:MRR:101318.2,101393.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 101395[16:MRR:73.0,101392.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 101396[16:MRR:101319.2,101395.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 101397[16:MRR:67.0,101392.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101398[16:MRR:101317.2,101397.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 101401[17:Spt:101394.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 101402[17:MRR:181.0,101401.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101403[17:MRR:187.0,101401.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101404[17:MRR:101398.0,101402.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101405[17:MRR:121.1,101404.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101408[17:MRR:101396.0,101403.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101411[17:MRR:101405.0,101408.0] || -> . % 3.65/3.88 101412[17:Spt:101411.0,101394.0,101401.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 101413[17:Spt:101411.0,101394.1] || -> pigeon_6_in_hole_5*. % 3.65/3.88 101414[17:MRR:125.0,101413.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101415[17:MRR:101398.1,101414.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101416[17:MRR:177.1,101415.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101417[17:MRR:101396.0,101416.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101419[17:MRR:131.0,131.1,101413.0,101417.0] || -> . % 3.65/3.88 101420[11:Spt:101419.0,100909.0,100910.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 101421[11:Spt:101419.0,100909.1,100909.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 101422[12:Spt:101421.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 101423[12:MRR:80.1,101422.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 101424[12:MRR:72.0,101422.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 101425[12:MRR:66.0,101422.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 101426[12:MRR:78.1,101422.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 101428[12:MRR:79.1,101422.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 101429[12:MRR:99812.3,101423.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 101430[12:MRR:99813.3,101424.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 101431[12:MRR:99810.3,101425.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 101432[12:MRR:99814.3,101426.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 101433[12:MRR:99811.3,101428.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 101434[13:Spt:101429.3] || -> pigeon_6_in_hole_2*. % 3.65/3.88 101435[13:MRR:59.0,101434.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 101436[13:MRR:56.0,101434.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 101437[13:MRR:47.0,101434.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 101440[13:MRR:41.0,101434.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 101441[13:MRR:101433.3,101435.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 101442[13:MRR:101432.3,101436.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 101443[13:MRR:101430.3,101437.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 101444[13:MRR:101431.3,101440.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 101445[14:Spt:101441.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 101446[14:MRR:130.0,101445.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101449[14:MRR:124.0,101445.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101450[14:MRR:139.0,101445.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101451[14:MRR:101443.1,101446.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 101452[14:MRR:101444.1,101449.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 101453[14:MRR:101442.1,101450.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 101454[15:Spt:101451.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101457[15:MRR:93.0,101454.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101459[15:MRR:101.1,101454.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101460[15:MRR:101452.1,101457.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101463[15:MRR:179.1,101460.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 101465[15:MRR:101453.1,101459.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101469[15:MRR:101463.0,101465.0] || -> . % 3.65/3.88 101470[15:Spt:101469.0,101451.1,101454.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 101471[15:Spt:101469.0,101451.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101472[15:MRR:177.0,101471.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101473[15:MRR:101452.0,101472.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 101477[15:MRR:95.1,101473.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101478[15:MRR:101453.1,101477.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101481[15:MRR:185.0,185.1,101478.0,101471.0] || -> . % 3.65/3.88 101482[14:Spt:101481.0,101441.1,101445.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101483[14:Spt:101481.0,101441.0,101441.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 101484[15:Spt:101483.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101485[15:MRR:180.0,101484.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101486[15:MRR:195.0,101484.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101488[15:MRR:186.0,101484.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101489[15:MRR:101444.0,101485.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 101490[15:MRR:101442.0,101486.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 101491[15:MRR:101443.0,101488.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 101492[16:Spt:101489.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101493[16:MRR:121.1,101492.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101496[16:MRR:123.1,101492.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101497[16:MRR:101491.0,101493.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101498[16:MRR:101.1,101497.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101503[16:MRR:101490.0,101496.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101508[16:MRR:101498.0,101503.0] || -> . % 3.65/3.88 101509[16:Spt:101508.0,101489.0,101492.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101510[16:Spt:101508.0,101489.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 101511[16:MRR:93.1,101510.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 101512[16:MRR:101491.1,101511.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101515[16:MRR:129.1,101512.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101516[16:MRR:101490.0,101515.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101520[16:MRR:95.0,95.1,101516.0,101510.0] || -> . % 3.65/3.88 101521[15:Spt:101520.0,101483.0,101484.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101522[15:Spt:101520.0,101483.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101523[15:MRR:102.0,101522.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 101524[15:MRR:101443.2,101523.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 101525[15:MRR:111.0,101522.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101526[15:MRR:101442.2,101525.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 101528[15:MRR:96.0,101522.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101529[15:MRR:101444.2,101528.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 101531[16:Spt:101524.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101532[16:MRR:177.0,101531.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101533[16:MRR:185.1,101531.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 101535[16:MRR:101529.0,101532.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101536[16:MRR:123.1,101535.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101540[16:MRR:101526.0,101533.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101544[16:MRR:101536.0,101540.0] || -> . % 3.65/3.88 101545[16:Spt:101544.0,101524.0,101531.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101546[16:Spt:101544.0,101524.1] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101547[16:MRR:121.0,101546.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101548[16:MRR:101529.1,101547.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101549[16:MRR:179.1,101548.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 101551[16:MRR:101526.0,101549.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101554[16:MRR:129.0,129.1,101551.0,101546.0] || -> . % 3.65/3.88 101555[13:Spt:101554.0,101429.3,101434.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 101556[13:Spt:101554.0,101429.0,101429.1,101429.2] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 101557[14:Spt:101556.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 101558[14:MRR:187.0,101557.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101559[14:MRR:181.0,101557.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101560[14:MRR:196.0,101557.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101561[14:MRR:199.0,101557.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101562[14:MRR:101430.0,101558.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 101563[14:MRR:101431.0,101559.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 101564[14:MRR:101432.0,101560.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 101565[14:MRR:101433.0,101561.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 101566[15:Spt:101562.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101567[15:MRR:121.0,101566.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101568[15:MRR:129.1,101566.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101571[15:MRR:130.1,101566.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101572[15:MRR:101563.0,101567.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 101573[15:MRR:101564.0,101568.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 101574[15:MRR:101565.0,101571.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 101575[16:Spt:101572.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 101577[16:MRR:95.1,101575.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101579[16:MRR:96.1,101575.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101581[16:MRR:101573.0,101577.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101582[16:MRR:55.1,101581.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101587[16:MRR:101574.0,101579.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101592[16:MRR:101582.0,101587.0] || -> . % 3.65/3.88 101593[16:Spt:101592.0,101572.0,101575.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101594[16:Spt:101592.0,101572.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101595[16:MRR:39.1,101594.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101596[16:MRR:101573.1,101595.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101598[16:MRR:111.1,101596.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101601[16:MRR:101574.0,101598.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101605[16:MRR:40.0,40.1,101601.0,101594.0] || -> . % 3.65/3.88 101606[15:Spt:101605.0,101562.0,101566.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101607[15:Spt:101605.0,101562.1,101562.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 101608[16:Spt:101607.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101609[16:MRR:93.0,101608.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 101610[16:MRR:101.1,101608.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 101611[16:MRR:102.1,101608.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 101614[16:MRR:101563.1,101609.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 101615[16:MRR:101564.1,101610.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 101616[16:MRR:101565.1,101611.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 101617[17:Spt:101614.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101620[17:MRR:123.1,101617.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101621[17:MRR:124.1,101617.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101622[17:MRR:101615.0,101620.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101627[17:MRR:55.1,101622.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101628[17:MRR:101616.0,101621.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101633[17:MRR:101627.0,101628.0] || -> . % 3.65/3.88 101634[17:Spt:101633.0,101614.0,101617.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101635[17:Spt:101633.0,101614.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101636[17:MRR:39.1,101635.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 101637[17:MRR:101615.1,101636.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101640[17:MRR:139.1,101637.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101641[17:MRR:101616.0,101640.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101642[17:MRR:40.0,40.1,101641.0,101635.0] || -> . % 3.65/3.88 101646[16:Spt:101642.0,101607.0,101608.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 101647[16:Spt:101642.0,101607.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101648[16:MRR:45.1,101647.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 101649[16:MRR:101564.2,101648.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 101650[16:MRR:46.1,101647.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101651[16:MRR:101565.2,101650.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 101652[16:MRR:37.0,101647.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101653[16:MRR:101563.2,101652.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 101656[17:Spt:101649.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101657[17:MRR:123.0,101656.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101658[17:MRR:139.1,101656.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101661[17:MRR:101653.0,101657.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 101663[17:MRR:96.1,101661.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101666[17:MRR:101651.0,101658.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101670[17:MRR:101663.0,101666.0] || -> . % 3.65/3.88 101671[17:Spt:101670.0,101649.0,101656.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 101672[17:Spt:101670.0,101649.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101673[17:MRR:95.0,101672.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101674[17:MRR:101653.1,101673.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101675[17:MRR:124.1,101674.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101678[17:MRR:101651.0,101675.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101681[17:MRR:111.0,111.1,101678.0,101672.0] || -> . % 3.65/3.88 101682[14:Spt:101681.0,101556.0,101557.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 101683[14:Spt:101681.0,101556.1,101556.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 101684[15:Spt:101683.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 101685[15:MRR:140.0,101684.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101686[15:MRR:125.0,101684.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101687[15:MRR:143.0,101684.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101689[15:MRR:131.0,101684.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101690[15:MRR:101432.1,101685.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 101691[15:MRR:101431.1,101686.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 101692[15:MRR:101433.1,101687.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 101693[15:MRR:101430.1,101689.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 101694[16:Spt:101690.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101695[16:MRR:185.0,101694.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101696[16:MRR:179.0,101694.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101697[16:MRR:195.1,101694.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101698[16:MRR:101693.0,101695.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 101699[16:MRR:101691.0,101696.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 101700[16:MRR:101692.0,101697.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 101701[17:Spt:101698.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101704[17:MRR:102.1,101701.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101706[17:MRR:93.0,101701.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101707[17:MRR:101700.0,101704.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101710[17:MRR:40.0,101707.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101713[17:MRR:101699.0,101706.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101718[17:MRR:101710.0,101713.0] || -> . % 3.65/3.88 101719[17:Spt:101718.0,101698.0,101701.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 101720[17:Spt:101718.0,101698.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101721[17:MRR:46.1,101720.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101722[17:MRR:101700.1,101721.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101725[17:MRR:96.0,101722.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101727[17:MRR:101699.0,101725.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101730[17:MRR:37.0,37.1,101720.0,101727.0] || -> . % 3.65/3.88 101732[16:Spt:101730.0,101690.0,101694.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101733[16:Spt:101730.0,101690.1,101690.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 101734[17:Spt:101733.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101735[17:MRR:101.0,101734.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 101736[17:MRR:111.1,101734.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 101739[17:MRR:95.0,101734.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 101740[17:MRR:101693.1,101735.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 101741[17:MRR:101692.1,101736.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 101742[17:MRR:101691.1,101739.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 101743[18:Spt:101740.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101744[18:MRR:177.0,101743.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101745[18:MRR:186.1,101743.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101746[18:MRR:101742.0,101744.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101747[18:MRR:40.1,101746.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101752[18:MRR:101741.0,101745.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101757[18:MRR:101747.0,101752.0] || -> . % 3.65/3.88 101758[18:Spt:101757.0,101740.0,101743.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101759[18:Spt:101757.0,101740.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101760[18:MRR:37.0,101759.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101761[18:MRR:101742.1,101760.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101762[18:MRR:180.1,101761.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101763[18:MRR:101741.0,101762.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101767[18:MRR:46.0,46.1,101763.0,101759.0] || -> . % 3.65/3.88 101768[17:Spt:101767.0,101733.0,101734.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 101769[17:Spt:101767.0,101733.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101770[17:MRR:39.0,101769.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 101771[17:MRR:101691.2,101770.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 101772[17:MRR:55.1,101769.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101773[17:MRR:101692.2,101772.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 101776[17:MRR:45.0,101769.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 101777[17:MRR:101693.2,101776.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 101778[18:Spt:101771.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101779[18:MRR:177.1,101778.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101780[18:MRR:180.1,101778.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101781[18:MRR:101777.0,101779.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101783[18:MRR:102.1,101781.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101786[18:MRR:101773.0,101780.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101790[18:MRR:101783.0,101786.0] || -> . % 3.65/3.88 101791[18:Spt:101790.0,101771.0,101778.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101792[18:Spt:101790.0,101771.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 101793[18:MRR:93.1,101792.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 101794[18:MRR:101777.1,101793.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101795[18:MRR:186.1,101794.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101796[18:MRR:101773.0,101795.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 101799[18:MRR:96.0,96.1,101796.0,101792.0] || -> . % 3.65/3.88 101800[15:Spt:101799.0,101683.0,101684.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 101801[15:Spt:101799.0,101683.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 101802[15:MRR:103.0,101801.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 101803[15:MRR:115.0,101801.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 101804[15:MRR:97.0,101801.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 101806[15:MRR:112.0,101801.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 101807[15:MRR:101432.2,101806.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 101808[15:MRR:101431.2,101804.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 101809[15:MRR:101433.2,101803.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 101810[15:MRR:101430.2,101802.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 101811[16:Spt:101807.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101812[16:MRR:195.1,101811.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101813[16:MRR:179.0,101811.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101814[16:MRR:185.0,101811.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 101815[16:MRR:101809.0,101812.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 101816[16:MRR:101808.0,101813.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 101817[16:MRR:101810.0,101814.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 101818[17:Spt:101815.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 101820[17:MRR:124.0,101818.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 101822[17:MRR:130.0,101818.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101823[17:MRR:101816.0,101820.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101825[17:MRR:37.1,101823.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 101829[17:MRR:101817.0,101822.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101834[17:MRR:101825.0,101829.0] || -> . % 3.65/3.88 101835[17:Spt:101834.0,101815.0,101818.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101836[17:Spt:101834.0,101815.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101837[17:MRR:40.0,101836.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101838[17:MRR:101816.1,101837.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101841[17:MRR:121.1,101838.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101842[17:MRR:101817.0,101841.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101846[17:MRR:46.0,46.1,101836.0,101842.0] || -> . % 3.65/3.88 101847[16:Spt:101846.0,101807.0,101811.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101848[16:Spt:101846.0,101807.1,101807.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 101849[17:Spt:101848.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 101850[17:MRR:139.1,101849.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101851[17:MRR:123.0,101849.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101853[17:MRR:129.0,101849.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101854[17:MRR:101809.1,101850.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 101855[17:MRR:101808.1,101851.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 101856[17:MRR:101810.1,101853.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 101857[18:Spt:101854.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101858[18:MRR:180.0,101857.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101859[18:MRR:186.0,101857.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101860[18:MRR:101855.0,101858.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 101864[18:MRR:37.1,101860.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 101866[18:MRR:101856.0,101859.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101871[18:MRR:101864.0,101866.0] || -> . % 3.65/3.88 101872[18:Spt:101871.0,101854.0,101857.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101873[18:Spt:101871.0,101854.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 101874[18:MRR:40.0,101873.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 101875[18:MRR:101855.1,101874.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101876[18:MRR:177.1,101875.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101877[18:MRR:101856.0,101876.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 101878[18:MRR:46.0,46.1,101873.0,101877.0] || -> . % 3.65/3.88 101882[17:Spt:101878.0,101848.0,101849.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101883[17:Spt:101878.0,101848.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 101884[17:MRR:39.0,101883.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 101885[17:MRR:101808.2,101884.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 101886[17:MRR:45.0,101883.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 101887[17:MRR:101810.2,101886.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 101888[17:MRR:55.1,101883.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 101889[17:MRR:101809.2,101888.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 101892[18:Spt:101885.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101893[18:MRR:180.1,101892.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101894[18:MRR:177.1,101892.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101895[18:MRR:101889.0,101893.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 101896[18:MRR:130.0,101895.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 101899[18:MRR:101887.0,101894.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101902[18:MRR:101896.0,101899.0] || -> . % 3.65/3.88 101903[18:Spt:101902.0,101885.0,101892.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 101904[18:Spt:101902.0,101885.1] || -> pigeon_1_in_hole_5*. % 3.65/3.88 101905[18:MRR:124.1,101904.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 101906[18:MRR:101889.1,101905.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101907[18:MRR:186.0,101906.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 101908[18:MRR:101887.0,101907.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 101910[18:MRR:121.0,121.1,101908.0,101904.0] || -> . % 3.65/3.88 101911[12:Spt:101910.0,101421.0,101422.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 101912[12:Spt:101910.0,101421.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 101913[12:MRR:38.0,101912.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 101914[12:MRR:44.0,101912.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 101915[12:MRR:51.1,101912.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 101916[12:MRR:50.1,101912.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 101918[12:MRR:52.1,101912.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 101919[12:MRR:99812.4,101918.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 101920[12:MRR:99813.4,101914.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 101921[12:MRR:99810.4,101913.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 101922[12:MRR:99814.4,101916.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 101923[12:MRR:99811.4,101915.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.88 101924[13:Spt:101919.1] || -> pigeon_6_in_hole_5*. % 3.65/3.88 101925[13:MRR:131.0,101924.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 101927[13:MRR:143.0,101924.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 101928[13:MRR:125.0,101924.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 101929[13:MRR:140.0,101924.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 101930[13:MRR:101920.1,101925.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 101931[13:MRR:101923.1,101927.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.88 101932[13:MRR:101921.1,101928.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 101933[13:MRR:101922.1,101929.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 101934[14:Spt:101930.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 101936[14:MRR:93.0,101934.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 101938[14:MRR:102.1,101934.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 101939[14:MRR:101.1,101934.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 101940[14:MRR:101932.1,101936.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 101941[14:MRR:101931.1,101938.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 101942[14:MRR:101933.1,101939.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 101943[15:Spt:101940.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101946[15:MRR:67.1,101943.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 101948[15:MRR:68.1,101943.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 101949[15:MRR:101942.1,101946.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 101952[15:MRR:195.1,101949.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 101954[15:MRR:101941.1,101948.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101958[15:MRR:101952.0,101954.0] || -> . % 3.65/3.88 101959[15:Spt:101958.0,101940.1,101943.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 101960[15:Spt:101958.0,101940.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 101961[15:MRR:179.1,101960.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 101962[15:MRR:101942.0,101961.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 101966[15:MRR:83.1,101962.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 101967[15:MRR:101941.1,101966.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 101970[15:MRR:180.0,180.1,101967.0,101960.0] || -> . % 3.65/3.88 101971[14:Spt:101970.0,101930.1,101934.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 101972[14:Spt:101970.0,101930.0,101930.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 101973[15:Spt:101972.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 101974[15:MRR:185.1,101973.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 101975[15:MRR:186.1,101973.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 101976[15:MRR:177.0,101973.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 101978[15:MRR:101933.0,101974.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 101979[15:MRR:101931.0,101975.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.88 101980[15:MRR:101932.0,101976.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 101981[16:Spt:101978.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 101983[16:MRR:95.0,101981.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 101985[16:MRR:111.1,101981.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 101986[16:MRR:101980.0,101983.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 101987[16:MRR:68.1,101986.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 101992[16:MRR:101979.0,101985.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 101997[16:MRR:101987.0,101992.0] || -> . % 3.65/3.88 101998[16:Spt:101997.0,101978.0,101981.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 101999[16:Spt:101997.0,101978.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102000[16:MRR:67.0,101999.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102001[16:MRR:101980.1,102000.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102003[16:MRR:96.1,102001.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 102005[16:MRR:101979.0,102003.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102009[16:MRR:83.0,83.1,102005.0,101999.0] || -> . % 3.65/3.88 102010[15:Spt:102009.0,101972.0,101973.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102011[15:Spt:102009.0,101972.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102012[15:MRR:65.0,102011.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102013[15:MRR:101932.2,102012.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 102014[15:MRR:74.1,102011.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 102015[15:MRR:101931.2,102014.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 102017[15:MRR:73.1,102011.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102018[15:MRR:101933.2,102017.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 102020[16:Spt:102013.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102021[16:MRR:179.1,102020.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102022[16:MRR:180.1,102020.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102024[16:MRR:102018.0,102021.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102025[16:MRR:111.1,102024.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 102029[16:MRR:102015.0,102022.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102033[16:MRR:102025.0,102029.0] || -> . % 3.65/3.88 102034[16:Spt:102033.0,102013.0,102020.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102035[16:Spt:102033.0,102013.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102036[16:MRR:95.1,102035.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102037[16:MRR:102018.1,102036.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 102039[16:MRR:195.1,102037.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102040[16:MRR:102015.0,102039.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102043[16:MRR:96.0,96.1,102040.0,102035.0] || -> . % 3.65/3.88 102044[13:Spt:102043.0,101919.1,101924.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 102045[13:Spt:102043.0,101919.0,101919.2,101919.3] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 102046[14:Spt:102045.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 102047[14:MRR:181.0,102046.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102048[14:MRR:196.0,102046.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 102049[14:MRR:199.0,102046.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 102050[14:MRR:187.0,102046.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102051[14:MRR:101921.0,102047.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 102052[14:MRR:101922.0,102048.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 102053[14:MRR:101923.0,102049.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.88 102054[14:MRR:101920.0,102050.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 102055[15:Spt:102051.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102056[15:MRR:121.1,102055.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 102058[15:MRR:124.1,102055.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 102059[15:MRR:123.1,102055.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 102060[15:MRR:102054.0,102056.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 102061[15:MRR:102053.0,102058.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.88 102062[15:MRR:102052.0,102059.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 102063[16:Spt:102060.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 102064[16:MRR:101.1,102063.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102065[16:MRR:102.1,102063.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 102069[16:MRR:102062.0,102064.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102071[16:MRR:83.1,102069.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 102075[16:MRR:102061.0,102065.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102080[16:MRR:102071.0,102075.0] || -> . % 3.65/3.88 102081[16:Spt:102080.0,102060.0,102063.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 102082[16:Spt:102080.0,102060.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102083[16:MRR:73.1,102082.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102084[16:MRR:102062.1,102083.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102088[16:MRR:111.1,102084.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 102089[16:MRR:102061.0,102088.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102092[16:MRR:74.0,74.1,102089.0,102082.0] || -> . % 3.65/3.88 102094[15:Spt:102092.0,102051.0,102055.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 102095[15:Spt:102092.0,102051.1,102051.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 102096[16:Spt:102095.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102097[16:MRR:93.1,102096.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 102098[16:MRR:95.1,102096.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 102099[16:MRR:96.1,102096.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 102102[16:MRR:102054.1,102097.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 102103[16:MRR:102052.1,102098.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 102104[16:MRR:102053.1,102099.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 102105[17:Spt:102102.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 102106[17:MRR:130.1,102105.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102108[17:MRR:129.1,102105.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102109[17:MRR:102104.0,102106.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102110[17:MRR:83.0,102109.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102115[17:MRR:102103.0,102108.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102120[17:MRR:102110.0,102115.0] || -> . % 3.65/3.88 102121[17:Spt:102120.0,102102.0,102105.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 102122[17:Spt:102120.0,102102.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102123[17:MRR:74.1,102122.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 102124[17:MRR:102104.1,102123.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 102126[17:MRR:139.0,102124.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102127[17:MRR:102103.0,102126.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102131[17:MRR:73.0,73.1,102127.0,102122.0] || -> . % 3.65/3.88 102132[16:Spt:102131.0,102095.0,102096.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 102133[16:Spt:102131.0,102095.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102134[16:MRR:68.1,102133.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 102135[16:MRR:102053.2,102134.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 102136[16:MRR:67.1,102133.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102137[16:MRR:102052.2,102136.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 102140[16:MRR:65.1,102133.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 102141[16:MRR:102054.2,102140.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 102142[17:Spt:102135.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 102143[17:MRR:130.0,102142.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 102144[17:MRR:139.0,102142.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102146[17:MRR:102141.0,102143.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 102150[17:MRR:101.1,102146.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102151[17:MRR:102137.0,102144.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102155[17:MRR:102150.0,102151.0] || -> . % 3.65/3.88 102156[17:Spt:102155.0,102135.0,102142.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102157[17:Spt:102155.0,102135.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102158[17:MRR:102.0,102157.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 102159[17:MRR:102141.1,102158.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 102160[17:MRR:129.1,102159.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102162[17:MRR:102137.0,102160.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102165[17:MRR:111.0,111.1,102157.0,102162.0] || -> . % 3.65/3.88 102166[14:Spt:102165.0,102045.0,102046.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102167[14:Spt:102165.0,102045.1,102045.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 102168[15:Spt:102167.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 102169[15:MRR:103.0,102168.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 102170[15:MRR:112.0,102168.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 102171[15:MRR:115.0,102168.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 102173[15:MRR:97.0,102168.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 102174[15:MRR:101920.2,102169.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 102175[15:MRR:101922.2,102170.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 102176[15:MRR:101923.2,102171.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 102177[15:MRR:101921.2,102173.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.88 102178[16:Spt:102174.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 102179[16:MRR:177.0,102178.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102180[16:MRR:185.1,102178.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 102181[16:MRR:186.1,102178.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 102182[16:MRR:102177.0,102179.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.88 102183[16:MRR:102175.0,102180.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 102184[16:MRR:102176.0,102181.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 102185[17:Spt:102182.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102186[17:MRR:123.1,102185.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102187[17:MRR:124.1,102185.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102190[17:MRR:102183.0,102186.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102191[17:MRR:83.1,102190.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 102196[17:MRR:102184.0,102187.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102201[17:MRR:102191.0,102196.0] || -> . % 3.65/3.88 102202[17:Spt:102201.0,102182.0,102185.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 102203[17:Spt:102201.0,102182.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102204[17:MRR:67.1,102203.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102205[17:MRR:102183.1,102204.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 102206[17:MRR:139.1,102205.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102209[17:MRR:102184.0,102206.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102213[17:MRR:68.0,68.1,102209.0,102203.0] || -> . % 3.65/3.88 102214[16:Spt:102213.0,102174.0,102178.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102215[16:Spt:102213.0,102174.1,102174.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 102216[17:Spt:102215.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 102217[17:MRR:121.0,102216.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 102218[17:MRR:129.1,102216.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 102219[17:MRR:130.1,102216.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 102221[17:MRR:102177.1,102217.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 102222[17:MRR:102175.1,102218.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 102223[17:MRR:102176.1,102219.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 102224[18:Spt:102221.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102225[18:MRR:180.1,102224.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102226[18:MRR:179.1,102224.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102227[18:MRR:102223.0,102225.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 102228[18:MRR:83.0,102227.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102233[18:MRR:102222.0,102226.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102238[18:MRR:102228.0,102233.0] || -> . % 3.65/3.88 102239[18:Spt:102238.0,102221.0,102224.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102240[18:Spt:102238.0,102221.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102241[18:MRR:68.1,102240.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 102242[18:MRR:102223.1,102241.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 102243[18:MRR:195.0,102242.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102244[18:MRR:102222.0,102243.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102248[18:MRR:67.0,67.1,102244.0,102240.0] || -> . % 3.65/3.88 102249[17:Spt:102248.0,102215.0,102216.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 102250[17:Spt:102248.0,102215.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102251[17:MRR:74.1,102250.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 102252[17:MRR:102176.2,102251.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 102253[17:MRR:73.1,102250.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 102254[17:MRR:102175.2,102253.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 102257[17:MRR:65.0,102250.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102258[17:MRR:102177.2,102257.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 102259[18:Spt:102252.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 102260[18:MRR:180.0,102259.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102261[18:MRR:195.0,102259.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102262[18:MRR:102258.0,102260.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102265[18:MRR:123.1,102262.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102266[18:MRR:102254.0,102261.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 102269[18:MRR:102265.0,102266.0] || -> . % 3.65/3.88 102270[18:Spt:102269.0,102252.0,102259.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102271[18:Spt:102269.0,102252.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 102272[18:MRR:124.0,102271.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 102273[18:MRR:102258.1,102272.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102274[18:MRR:179.1,102273.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102275[18:MRR:102254.0,102274.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 102276[18:MRR:139.0,139.1,102271.0,102275.0] || -> . % 3.65/3.88 102278[15:Spt:102276.0,102167.0,102168.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 102279[15:Spt:102276.0,102167.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102280[15:MRR:87.0,102279.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 102281[15:MRR:84.0,102279.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 102282[15:MRR:75.0,102279.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 102283[15:MRR:69.0,102279.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102285[15:MRR:101920.3,102282.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 102286[15:MRR:101922.3,102281.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 102287[15:MRR:101923.3,102280.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 102288[15:MRR:101921.3,102283.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 102289[16:Spt:102285.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 102290[16:MRR:186.1,102289.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 102291[16:MRR:185.1,102289.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 102292[16:MRR:177.0,102289.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102293[16:MRR:102287.0,102290.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 102294[16:MRR:102286.0,102291.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 102295[16:MRR:102288.0,102292.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 102296[17:Spt:102293.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 102297[17:MRR:124.0,102296.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 102298[17:MRR:139.0,102296.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102301[17:MRR:102295.0,102297.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102303[17:MRR:95.1,102301.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102306[17:MRR:102294.0,102298.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102310[17:MRR:102303.0,102306.0] || -> . % 3.65/3.88 102311[17:Spt:102310.0,102293.0,102296.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102312[17:Spt:102310.0,102293.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102313[17:MRR:96.0,102312.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 102314[17:MRR:102295.1,102313.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102315[17:MRR:123.1,102314.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 102318[17:MRR:102294.0,102315.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102319[17:MRR:111.0,111.1,102312.0,102318.0] || -> . % 3.65/3.88 102322[16:Spt:102319.0,102285.0,102289.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102323[16:Spt:102319.0,102285.1,102285.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 102324[17:Spt:102323.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 102325[17:MRR:130.1,102324.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 102326[17:MRR:121.0,102324.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 102327[17:MRR:129.1,102324.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 102329[17:MRR:102287.1,102325.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 102330[17:MRR:102288.1,102326.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 102331[17:MRR:102286.1,102327.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 102332[18:Spt:102329.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 102333[18:MRR:195.0,102332.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102334[18:MRR:180.0,102332.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102335[18:MRR:102331.0,102333.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102336[18:MRR:95.0,102335.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 102340[18:MRR:102330.0,102334.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102344[18:MRR:102336.0,102340.0] || -> . % 3.65/3.88 102345[18:Spt:102344.0,102329.0,102332.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102346[18:Spt:102344.0,102329.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102347[18:MRR:111.0,102346.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102348[18:MRR:102331.1,102347.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 102349[18:MRR:179.0,102348.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102350[18:MRR:102330.0,102349.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102353[18:MRR:96.0,96.1,102346.0,102350.0] || -> . % 3.65/3.88 102354[17:Spt:102353.0,102323.0,102324.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 102355[17:Spt:102353.0,102323.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 102356[17:MRR:101.1,102355.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 102357[17:MRR:102286.2,102356.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 102358[17:MRR:93.0,102355.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 102359[17:MRR:102288.2,102358.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.88 102360[17:MRR:102.1,102355.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 102361[17:MRR:102287.2,102360.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 102363[18:Spt:102357.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 102364[18:MRR:195.1,102363.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 102365[18:MRR:179.0,102363.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102366[18:MRR:102361.0,102364.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 102369[18:MRR:124.0,102366.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 102370[18:MRR:102359.0,102365.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102373[18:MRR:102369.0,102370.0] || -> . % 3.65/3.88 102374[18:Spt:102373.0,102357.0,102363.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 102375[18:Spt:102373.0,102357.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 102376[18:MRR:139.1,102375.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 102377[18:MRR:102361.1,102376.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 102378[18:MRR:180.0,102377.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102379[18:MRR:102359.0,102378.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 102380[18:MRR:123.0,123.1,102375.0,102379.0] || -> . % 3.65/3.88 102382[8:Spt:102380.0,99801.0,99802.0] || pigeon_7_in_hole_6*+ -> . % 3.65/3.88 102383[8:Spt:102380.0,99801.1,99801.2,99801.3,99801.4] || -> pigeon_7_in_hole_5 pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.65/3.88 102384[9:Spt:102383.0] || -> pigeon_7_in_hole_5*. % 3.65/3.88 102385[9:MRR:144.0,102384.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 102386[9:MRR:126.0,102384.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 102387[9:MRR:141.0,102384.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 102388[9:MRR:132.0,102384.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 102389[9:MRR:146.0,102384.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 102390[9:MRR:137.0,102384.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 102391[9:MRR:97148.2,102385.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 102392[9:MRR:97146.2,102386.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102393[9:MRR:97147.2,102387.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 102394[9:MRR:97145.2,102388.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102395[9:MRR:97150.2,102389.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102396[9:MRR:97149.2,102390.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102397[10:Spt:102391.2] || -> pigeon_5_in_hole_4*. % 3.65/3.88 102398[10:MRR:111.0,102397.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 102399[10:MRR:96.0,102397.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 102400[10:MRR:102.0,102397.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 102402[10:MRR:115.1,102397.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 102403[10:MRR:107.0,102397.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 102404[10:MRR:102393.2,102398.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 102405[10:MRR:102392.2,102399.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102406[10:MRR:102394.2,102400.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102407[10:MRR:102395.2,102402.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102408[10:MRR:102396.2,102403.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102409[11:Spt:102404.2] || -> pigeon_4_in_hole_3*. % 3.65/3.88 102411[11:MRR:84.1,102409.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 102412[11:MRR:73.0,102409.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 102414[11:MRR:67.0,102409.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102415[11:MRR:78.0,102409.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 102416[11:MRR:102407.2,102411.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 102417[11:MRR:102406.2,102412.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 102418[11:MRR:102405.2,102414.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 102419[11:MRR:102408.2,102415.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 102420[12:Spt:102416.2] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102421[12:MRR:41.0,102420.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 102422[12:MRR:52.0,102420.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 102424[12:MRR:47.0,102420.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 102427[12:MRR:102418.2,102421.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 102428[12:MRR:102419.2,102422.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.88 102429[12:MRR:102417.2,102424.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 102430[13:Spt:102427.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102433[13:MRR:177.1,102430.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 102435[13:MRR:178.1,102430.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102436[13:MRR:102429.0,102433.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102437[13:MRR:156.1,102436.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102442[13:MRR:102428.0,102435.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 102447[13:MRR:102437.0,102442.0] || -> . % 3.65/3.88 102448[13:Spt:102447.0,102427.0,102430.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102449[13:Spt:102447.0,102427.1] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102450[13:MRR:149.1,102449.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 102451[13:MRR:102429.1,102450.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 102455[13:MRR:184.1,102451.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102456[13:MRR:102428.0,102455.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 102459[13:MRR:150.0,150.1,102456.0,102449.0] || -> . % 3.65/3.88 102461[12:Spt:102459.0,102416.2,102420.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 102462[12:Spt:102459.0,102416.0,102416.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 102463[13:Spt:102462.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 102464[13:MRR:181.0,102463.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102465[13:MRR:187.0,102463.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102468[13:MRR:192.0,102463.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 102469[13:MRR:102418.0,102464.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 102470[13:MRR:102417.0,102465.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 102471[13:MRR:102419.0,102468.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 102472[14:Spt:102469.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102473[14:MRR:149.1,102472.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 102474[14:MRR:150.1,102472.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102478[14:MRR:102470.0,102473.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102480[14:MRR:44.1,102478.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102484[14:MRR:102471.0,102474.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102489[14:MRR:102480.0,102484.0] || -> . % 3.65/3.88 102490[14:Spt:102489.0,102469.0,102472.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 102491[14:Spt:102489.0,102469.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 102492[14:MRR:37.1,102491.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 102493[14:MRR:102470.1,102492.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102497[14:MRR:156.1,102493.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102498[14:MRR:102471.0,102497.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102502[14:MRR:38.0,38.1,102498.0,102491.0] || -> . % 3.65/3.88 102503[13:Spt:102502.0,102462.0,102463.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102504[13:Spt:102502.0,102462.1] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102505[13:MRR:153.0,102504.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 102506[13:MRR:102418.1,102505.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 102507[13:MRR:159.0,102504.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 102508[13:MRR:102417.1,102507.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 102509[13:MRR:164.0,102504.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102510[13:MRR:102419.1,102509.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 102513[14:Spt:102506.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102514[14:MRR:178.1,102513.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102515[14:MRR:177.1,102513.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 102518[14:MRR:102510.0,102514.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102519[14:MRR:44.0,102518.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 102524[14:MRR:102508.0,102515.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102529[14:MRR:102519.0,102524.0] || -> . % 3.65/3.88 102530[14:Spt:102529.0,102506.0,102513.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102531[14:Spt:102529.0,102506.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 102532[14:MRR:38.1,102531.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102533[14:MRR:102510.1,102532.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 102534[14:MRR:184.0,102533.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 102537[14:MRR:102508.0,102534.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102541[14:MRR:37.0,37.1,102537.0,102531.0] || -> . % 3.65/3.88 102542[11:Spt:102541.0,102404.2,102409.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 102543[11:Spt:102541.0,102404.0,102404.1,102404.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 102544[12:Spt:102543.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 102545[12:MRR:179.0,102544.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102546[12:MRR:190.0,102544.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 102547[12:MRR:185.0,102544.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102549[12:MRR:196.1,102544.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102550[12:MRR:102405.0,102545.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102551[12:MRR:102408.0,102546.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102552[12:MRR:102406.0,102547.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102553[12:MRR:102407.0,102549.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102554[13:Spt:102550.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102555[13:MRR:153.1,102554.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 102558[13:MRR:150.1,102554.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 102559[13:MRR:149.1,102554.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 102560[13:MRR:102553.0,102555.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102561[13:MRR:102551.0,102558.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102562[13:MRR:102552.0,102559.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102563[14:Spt:102560.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102565[14:MRR:75.0,102563.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 102568[14:MRR:80.0,102563.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102569[14:MRR:102562.0,102565.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102570[14:MRR:44.1,102569.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102576[14:MRR:102561.0,102568.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102582[14:MRR:102570.0,102576.0] || -> . % 3.65/3.88 102583[14:Spt:102582.0,102560.0,102563.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102584[14:Spt:102582.0,102560.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102585[14:MRR:47.0,102584.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 102586[14:MRR:102562.1,102585.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102590[14:MRR:72.1,102586.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102591[14:MRR:102561.0,102590.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102592[14:MRR:52.0,52.1,102584.0,102591.0] || -> . % 3.65/3.88 102597[13:Spt:102592.0,102550.0,102554.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 102598[13:Spt:102592.0,102550.1,102550.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102599[14:Spt:102598.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102600[14:MRR:69.1,102599.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 102601[14:MRR:65.1,102599.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 102604[14:MRR:66.1,102599.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 102605[14:MRR:102553.1,102600.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 102606[14:MRR:102552.1,102601.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 102607[14:MRR:102551.1,102604.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 102608[15:Spt:102605.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102609[15:MRR:159.0,102608.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 102610[15:MRR:164.0,102608.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102613[15:MRR:102606.0,102609.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102619[15:MRR:44.1,102613.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102620[15:MRR:102607.0,102610.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102626[15:MRR:102619.0,102620.0] || -> . % 3.65/3.88 102627[15:Spt:102626.0,102605.0,102608.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 102628[15:Spt:102626.0,102605.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102629[15:MRR:47.0,102628.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 102630[15:MRR:102606.1,102629.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102633[15:MRR:156.1,102630.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102634[15:MRR:102607.0,102633.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102639[15:MRR:52.0,52.1,102628.0,102634.0] || -> . % 3.65/3.88 102640[14:Spt:102639.0,102598.0,102599.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102641[14:Spt:102639.0,102598.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 102642[14:MRR:37.1,102641.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 102643[14:MRR:102552.2,102642.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 102644[14:MRR:38.1,102641.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102645[14:MRR:102551.2,102644.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 102646[14:MRR:41.1,102641.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 102647[14:MRR:102553.2,102646.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 102651[15:Spt:102643.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102652[15:MRR:159.1,102651.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 102653[15:MRR:156.1,102651.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102656[15:MRR:102647.0,102652.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102657[15:MRR:80.0,102656.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102661[15:MRR:102645.0,102653.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102665[15:MRR:102657.0,102661.0] || -> . % 3.65/3.88 102666[15:Spt:102665.0,102643.0,102651.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 102667[15:Spt:102665.0,102643.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102668[15:MRR:75.1,102667.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102669[15:MRR:102647.1,102668.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102672[15:MRR:164.0,102669.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102673[15:MRR:102645.0,102672.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102676[15:MRR:72.0,72.1,102673.0,102667.0] || -> . % 3.65/3.88 102677[12:Spt:102676.0,102543.0,102544.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 102678[12:Spt:102676.0,102543.1,102543.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 102679[13:Spt:102678.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 102680[13:MRR:157.0,102679.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 102681[13:MRR:168.1,102679.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 102682[13:MRR:162.0,102679.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 102684[13:MRR:151.0,102679.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 102685[13:MRR:102406.1,102680.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102686[13:MRR:102407.1,102681.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102687[13:MRR:102408.1,102682.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102688[13:MRR:102405.1,102684.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102689[14:Spt:102685.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 102690[14:MRR:177.0,102689.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102691[14:MRR:184.1,102689.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 102693[14:MRR:187.1,102689.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102694[14:MRR:102688.0,102690.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102695[14:MRR:102687.0,102691.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102696[14:MRR:102686.0,102693.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102697[15:Spt:102694.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102698[15:MRR:66.1,102697.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102702[15:MRR:69.1,102697.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102703[15:MRR:102695.0,102698.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102709[15:MRR:52.1,102703.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 102710[15:MRR:102696.0,102702.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102716[15:MRR:102709.0,102710.0] || -> . % 3.65/3.88 102717[15:Spt:102716.0,102694.0,102697.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102718[15:Spt:102716.0,102694.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 102719[15:MRR:38.1,102718.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102720[15:MRR:102695.1,102719.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102721[15:MRR:80.1,102720.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102725[15:MRR:102696.0,102721.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102729[15:MRR:41.0,41.1,102725.0,102718.0] || -> . % 3.65/3.88 102731[14:Spt:102729.0,102685.0,102689.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102732[14:Spt:102729.0,102685.1,102685.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102733[15:Spt:102732.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102734[15:MRR:65.0,102733.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102735[15:MRR:72.1,102733.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 102738[15:MRR:75.1,102733.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 102739[15:MRR:102688.1,102734.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 102740[15:MRR:102687.1,102735.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 102741[15:MRR:102686.1,102738.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 102742[16:Spt:102739.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102744[16:MRR:178.1,102742.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102745[16:MRR:181.1,102742.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102746[16:MRR:102740.0,102744.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 102748[16:MRR:52.1,102746.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 102753[16:MRR:102741.0,102745.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102759[16:MRR:102748.0,102753.0] || -> . % 3.65/3.88 102760[16:Spt:102759.0,102739.0,102742.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102761[16:Spt:102759.0,102739.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 102762[16:MRR:38.1,102761.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 102763[16:MRR:102740.1,102762.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 102765[16:MRR:192.1,102763.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102766[16:MRR:102741.0,102765.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 102768[16:MRR:41.0,41.1,102766.0,102761.0] || -> . % 3.65/3.88 102772[15:Spt:102768.0,102732.0,102733.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 102773[15:Spt:102768.0,102732.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102774[15:MRR:44.1,102773.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 102775[15:MRR:102687.2,102774.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 102776[15:MRR:47.1,102773.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 102777[15:MRR:102686.2,102776.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 102778[15:MRR:37.0,102773.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 102779[15:MRR:102688.2,102778.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 102783[16:Spt:102775.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 102784[16:MRR:178.0,102783.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102785[16:MRR:192.1,102783.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102787[16:MRR:102779.0,102784.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102788[16:MRR:69.1,102787.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102792[16:MRR:102777.0,102785.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102796[16:MRR:102788.0,102792.0] || -> . % 3.65/3.88 102797[16:Spt:102796.0,102775.0,102783.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102798[16:Spt:102796.0,102775.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102799[16:MRR:66.0,102798.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102800[16:MRR:102779.1,102799.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 102801[16:MRR:181.1,102800.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102803[16:MRR:102777.0,102801.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102806[16:MRR:80.0,80.1,102803.0,102798.0] || -> . % 3.65/3.88 102807[13:Spt:102806.0,102678.0,102679.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 102808[13:Spt:102806.0,102678.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 102809[13:MRR:50.0,102808.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 102810[13:MRR:56.1,102808.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 102811[13:MRR:39.0,102808.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 102813[13:MRR:45.0,102808.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 102815[13:MRR:102406.3,102813.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 102816[13:MRR:102407.3,102810.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 102817[13:MRR:102408.3,102809.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 102818[13:MRR:102405.3,102811.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.88 102819[14:Spt:102815.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 102820[14:MRR:187.1,102819.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102822[14:MRR:184.1,102819.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 102823[14:MRR:177.0,102819.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102824[14:MRR:102816.0,102820.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 102825[14:MRR:102817.0,102822.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 102826[14:MRR:102818.0,102823.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.88 102827[15:Spt:102824.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102829[15:MRR:164.0,102827.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 102831[15:MRR:153.0,102827.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 102832[15:MRR:102825.0,102829.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102833[15:MRR:66.0,102832.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102838[15:MRR:102826.0,102831.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102843[15:MRR:102833.0,102838.0] || -> . % 3.65/3.88 102844[15:Spt:102843.0,102824.0,102827.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 102845[15:Spt:102843.0,102824.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102846[15:MRR:80.0,102845.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102847[15:MRR:102825.1,102846.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 102850[15:MRR:150.0,102847.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 102851[15:MRR:102826.0,102850.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102853[15:MRR:69.0,69.1,102845.0,102851.0] || -> . % 3.65/3.88 102856[14:Spt:102853.0,102815.0,102819.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102857[14:Spt:102853.0,102815.1,102815.2] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 102858[15:Spt:102857.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102859[15:MRR:159.1,102858.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 102860[15:MRR:156.1,102858.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 102862[15:MRR:149.0,102858.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 102863[15:MRR:102816.1,102859.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 102864[15:MRR:102817.1,102860.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 102865[15:MRR:102818.1,102862.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 102866[16:Spt:102863.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 102867[16:MRR:192.0,102866.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102868[16:MRR:181.0,102866.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102870[16:MRR:102864.0,102867.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102875[16:MRR:66.0,102870.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102876[16:MRR:102865.0,102868.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102881[16:MRR:102875.0,102876.0] || -> . % 3.65/3.88 102882[16:Spt:102881.0,102863.0,102866.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102883[16:Spt:102881.0,102863.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 102884[16:MRR:80.0,102883.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 102885[16:MRR:102864.1,102884.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 102887[16:MRR:178.0,102885.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102888[16:MRR:102865.0,102887.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 102891[16:MRR:69.0,69.1,102883.0,102888.0] || -> . % 3.65/3.88 102893[15:Spt:102891.0,102857.0,102858.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 102894[15:Spt:102891.0,102857.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 102895[15:MRR:72.1,102894.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 102896[15:MRR:102817.2,102895.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.88 102897[15:MRR:65.0,102894.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 102898[15:MRR:102818.2,102897.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 102899[15:MRR:75.1,102894.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 102900[15:MRR:102816.2,102899.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 102903[16:Spt:102896.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 102904[16:MRR:192.1,102903.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 102905[16:MRR:178.0,102903.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102907[16:MRR:102900.0,102904.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102908[16:MRR:153.0,102907.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 102911[16:MRR:102898.0,102905.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102914[16:MRR:102908.0,102911.0] || -> . % 3.65/3.88 102915[16:Spt:102914.0,102896.0,102903.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 102916[16:Spt:102914.0,102896.1] || -> pigeon_3_in_hole_6*. % 3.65/3.88 102917[16:MRR:164.1,102916.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 102918[16:MRR:102900.1,102917.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 102920[16:MRR:181.0,102918.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 102921[16:MRR:102898.0,102920.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102923[16:MRR:150.0,150.1,102916.0,102921.0] || -> . % 3.65/3.88 102924[10:Spt:102923.0,102391.2,102397.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 102925[10:Spt:102923.0,102391.0,102391.1,102391.3,102391.4] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 102926[11:Spt:102925.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 102927[11:MRR:191.0,102926.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 102928[11:MRR:199.1,102926.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 102929[11:MRR:180.0,102926.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 102930[11:MRR:186.0,102926.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 102931[11:MRR:195.0,102926.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 102932[11:MRR:102396.0,102927.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 102933[11:MRR:102395.0,102928.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 102934[11:MRR:102392.0,102929.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 102935[11:MRR:102394.0,102930.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 102936[11:MRR:102393.0,102931.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 102937[12:Spt:102932.2] || -> pigeon_3_in_hole_3*. % 3.65/3.88 102938[12:MRR:72.0,102937.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 102939[12:MRR:80.1,102937.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 102940[12:MRR:66.0,102937.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 102943[12:MRR:78.1,102937.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 102944[12:MRR:102935.2,102938.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 102945[12:MRR:102933.2,102939.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 102946[12:MRR:102934.2,102940.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 102947[12:MRR:102936.2,102943.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 102948[13:Spt:102944.2] || -> pigeon_2_in_hole_2*. % 3.65/3.88 102950[13:MRR:47.1,102948.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 102951[13:MRR:37.0,102948.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 102953[13:MRR:45.1,102948.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 102955[13:MRR:102945.2,102950.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 102956[13:MRR:102946.2,102951.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 102957[13:MRR:102947.2,102953.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 102958[14:Spt:102955.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 102961[14:MRR:153.0,102958.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 102963[14:MRR:168.0,102958.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 102964[14:MRR:102956.0,102961.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 102965[14:MRR:95.1,102964.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 102970[14:MRR:102957.0,102963.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102975[14:MRR:102965.0,102970.0] || -> . % 3.65/3.88 102976[14:Spt:102975.0,102955.0,102958.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 102977[14:Spt:102975.0,102955.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 102978[14:MRR:97.0,102977.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 102979[14:MRR:102956.1,102978.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 102983[14:MRR:151.1,102979.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 102984[14:MRR:102957.0,102983.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 102986[14:MRR:112.0,112.1,102977.0,102984.0] || -> . % 3.65/3.88 102989[13:Spt:102986.0,102944.2,102948.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 102990[13:Spt:102986.0,102944.0,102944.1] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 102991[14:Spt:102990.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 102992[14:MRR:159.1,102991.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 102993[14:MRR:149.0,102991.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 102996[14:MRR:157.1,102991.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 102997[14:MRR:102945.0,102992.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 102998[14:MRR:102946.0,102993.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 102999[14:MRR:102947.0,102996.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 103000[15:Spt:102997.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103001[15:MRR:97.0,103000.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103002[15:MRR:112.0,103000.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103006[15:MRR:102998.0,103001.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103009[15:MRR:39.1,103006.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103012[15:MRR:102999.0,103002.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103017[15:MRR:103009.0,103012.0] || -> . % 3.65/3.88 103018[15:Spt:103017.0,102997.0,103000.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103019[15:Spt:103017.0,102997.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103020[15:MRR:41.0,103019.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103021[15:MRR:102998.1,103020.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103025[15:MRR:95.1,103021.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103026[15:MRR:102999.0,103025.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103029[15:MRR:56.0,56.1,103019.0,103026.0] || -> . % 3.65/3.88 103031[14:Spt:103029.0,102990.0,102991.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 103032[14:Spt:103029.0,102990.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103033[14:MRR:103.1,103032.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103034[14:MRR:102945.1,103033.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 103035[14:MRR:93.0,103032.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103036[14:MRR:102946.1,103035.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 103037[14:MRR:101.1,103032.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103038[14:MRR:102947.1,103037.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 103041[15:Spt:103034.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 103042[15:MRR:168.0,103041.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 103043[15:MRR:153.0,103041.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 103046[15:MRR:103038.0,103042.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103047[15:MRR:39.0,103046.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103052[15:MRR:103036.0,103043.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103057[15:MRR:103047.0,103052.0] || -> . % 3.65/3.88 103058[15:Spt:103057.0,103034.0,103041.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103059[15:Spt:103057.0,103034.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103060[15:MRR:56.0,103059.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103061[15:MRR:103038.1,103060.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 103062[15:MRR:151.0,103061.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 103065[15:MRR:103036.0,103062.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103069[15:MRR:41.0,41.1,103059.0,103065.0] || -> . % 3.65/3.88 103070[12:Spt:103069.0,102932.2,102937.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103071[12:Spt:103069.0,102932.0,102932.1,102932.3] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103072[13:Spt:103071.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 103073[13:MRR:164.1,103072.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 103074[13:MRR:162.1,103072.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 103075[13:MRR:150.0,103072.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 103077[13:MRR:156.0,103072.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 103078[13:MRR:102933.0,103073.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103079[13:MRR:102936.0,103074.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 103080[13:MRR:102934.0,103075.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103081[13:MRR:102935.0,103077.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103082[14:Spt:103078.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103083[14:MRR:103.0,103082.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103086[14:MRR:112.0,103082.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 103087[14:MRR:97.0,103082.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103088[14:MRR:103081.0,103083.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103089[14:MRR:103079.0,103086.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 103090[14:MRR:103080.0,103087.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103091[15:Spt:103088.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103092[15:MRR:65.0,103091.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103096[15:MRR:73.1,103091.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103097[15:MRR:103090.0,103092.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103098[15:MRR:39.1,103097.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103104[15:MRR:103089.0,103096.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103110[15:MRR:103098.0,103104.0] || -> . % 3.65/3.88 103111[15:Spt:103110.0,103088.0,103091.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103112[15:Spt:103110.0,103088.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103113[15:MRR:37.0,103112.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103114[15:MRR:103090.1,103113.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103118[15:MRR:67.1,103114.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103119[15:MRR:103089.0,103118.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103120[15:MRR:45.0,45.1,103119.0,103112.0] || -> . % 3.65/3.88 103125[14:Spt:103120.0,103078.0,103082.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103126[14:Spt:103120.0,103078.1,103078.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103127[15:Spt:103126.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103128[15:MRR:75.0,103127.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103129[15:MRR:69.0,103127.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103132[15:MRR:84.0,103127.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 103133[15:MRR:103081.1,103128.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 103134[15:MRR:103080.1,103129.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 103135[15:MRR:103079.1,103132.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 103136[16:Spt:103133.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103137[16:MRR:93.0,103136.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103138[16:MRR:101.1,103136.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103141[16:MRR:103134.0,103137.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103147[16:MRR:39.1,103141.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103148[16:MRR:103135.0,103138.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103154[16:MRR:103147.0,103148.0] || -> . % 3.65/3.88 103155[16:Spt:103154.0,103133.0,103136.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103156[16:Spt:103154.0,103133.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103157[16:MRR:37.0,103156.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103158[16:MRR:103134.1,103157.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103161[16:MRR:95.1,103158.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103162[16:MRR:103135.0,103161.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103167[16:MRR:45.0,45.1,103162.0,103156.0] || -> . % 3.65/3.88 103168[15:Spt:103167.0,103126.0,103127.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103169[15:Spt:103167.0,103126.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103170[15:MRR:41.0,103169.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 103171[15:MRR:103080.2,103170.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103172[15:MRR:56.0,103169.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103173[15:MRR:103079.2,103172.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 103174[15:MRR:47.0,103169.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103175[15:MRR:103081.2,103174.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103179[16:Spt:103171.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103180[16:MRR:93.1,103179.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103181[16:MRR:95.1,103179.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103184[16:MRR:103175.0,103180.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103185[16:MRR:73.1,103184.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103189[16:MRR:103173.0,103181.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103193[16:MRR:103185.0,103189.0] || -> . % 3.65/3.88 103194[16:Spt:103193.0,103171.0,103179.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103195[16:Spt:103193.0,103171.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103196[16:MRR:65.1,103195.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103197[16:MRR:103175.1,103196.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103200[16:MRR:101.1,103197.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103201[16:MRR:103173.0,103200.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103204[16:MRR:67.0,67.1,103201.0,103195.0] || -> . % 3.65/3.88 103205[13:Spt:103204.0,103071.0,103072.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 103206[13:Spt:103204.0,103071.1,103071.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103207[14:Spt:103206.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 103208[14:MRR:94.0,103207.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103209[14:MRR:100.0,103207.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103210[14:MRR:106.1,103207.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 103212[14:MRR:108.1,103207.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103213[14:MRR:102934.1,103208.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103214[14:MRR:102935.1,103209.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103215[14:MRR:102936.1,103210.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 103216[14:MRR:102933.1,103212.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103217[15:Spt:103213.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 103218[15:MRR:153.1,103217.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 103219[15:MRR:151.1,103217.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 103221[15:MRR:149.1,103217.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 103222[15:MRR:103216.0,103218.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103223[15:MRR:103215.0,103219.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 103224[15:MRR:103214.0,103221.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103225[16:Spt:103222.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103226[16:MRR:84.0,103225.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103230[16:MRR:75.0,103225.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103231[16:MRR:103223.0,103226.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103237[16:MRR:45.0,103231.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103238[16:MRR:103224.0,103230.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103244[16:MRR:103237.0,103238.0] || -> . % 3.65/3.88 103245[16:Spt:103244.0,103222.0,103225.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103246[16:Spt:103244.0,103222.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103247[16:MRR:56.0,103246.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103248[16:MRR:103223.1,103247.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103249[16:MRR:73.0,103248.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103253[16:MRR:103224.0,103249.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103257[16:MRR:47.0,47.1,103246.0,103253.0] || -> . % 3.65/3.88 103259[15:Spt:103257.0,103213.0,103217.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 103260[15:Spt:103257.0,103213.1,103213.2] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103261[16:Spt:103260.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103262[16:MRR:69.1,103261.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103263[16:MRR:67.1,103261.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 103266[16:MRR:65.1,103261.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103267[16:MRR:103216.1,103262.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 103268[16:MRR:103215.1,103263.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 103269[16:MRR:103214.1,103266.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 103270[17:Spt:103267.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 103272[17:MRR:168.0,103270.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 103273[17:MRR:159.0,103270.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103274[17:MRR:103268.0,103272.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103276[17:MRR:45.0,103274.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103281[17:MRR:103269.0,103273.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103287[17:MRR:103276.0,103281.0] || -> . % 3.65/3.88 103288[17:Spt:103287.0,103267.0,103270.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103289[17:Spt:103287.0,103267.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103290[17:MRR:56.0,103289.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 103291[17:MRR:103268.1,103290.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 103293[17:MRR:157.0,103291.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103294[17:MRR:103269.0,103293.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103296[17:MRR:47.0,47.1,103289.0,103294.0] || -> . % 3.65/3.88 103300[16:Spt:103296.0,103260.0,103261.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103301[16:Spt:103296.0,103260.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103302[16:MRR:39.1,103301.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 103303[16:MRR:103215.2,103302.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 103304[16:MRR:37.1,103301.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103305[16:MRR:103214.2,103304.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 103306[16:MRR:41.1,103301.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 103307[16:MRR:103216.2,103306.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 103311[17:Spt:103303.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 103312[17:MRR:168.1,103311.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103313[17:MRR:157.0,103311.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103315[17:MRR:103307.0,103312.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103316[17:MRR:75.0,103315.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103320[17:MRR:103305.0,103313.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103324[17:MRR:103316.0,103320.0] || -> . % 3.65/3.88 103325[17:Spt:103324.0,103303.0,103311.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 103326[17:Spt:103324.0,103303.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103327[17:MRR:84.1,103326.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103328[17:MRR:103307.1,103327.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 103329[17:MRR:159.0,103328.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103331[17:MRR:103305.0,103329.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103334[17:MRR:73.0,73.1,103326.0,103331.0] || -> . % 3.65/3.88 103335[14:Spt:103334.0,103206.0,103207.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 103336[14:Spt:103334.0,103206.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103337[14:MRR:50.1,103336.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 103338[14:MRR:44.0,103336.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 103339[14:MRR:52.1,103336.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 103342[14:MRR:38.0,103336.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 103343[14:MRR:102934.3,103342.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103344[14:MRR:102935.3,103338.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103345[14:MRR:102936.3,103337.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 103346[14:MRR:102933.3,103339.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 103347[15:Spt:103343.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 103348[15:MRR:149.1,103347.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 103350[15:MRR:151.1,103347.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 103351[15:MRR:153.1,103347.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 103352[15:MRR:103344.0,103348.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103353[15:MRR:103345.0,103350.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 103354[15:MRR:103346.0,103351.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 103355[16:Spt:103352.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103357[16:MRR:101.1,103355.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 103359[16:MRR:103.1,103355.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103360[16:MRR:103353.0,103357.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103361[16:MRR:84.1,103360.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103366[16:MRR:103354.0,103359.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103371[16:MRR:103361.0,103366.0] || -> . % 3.65/3.88 103372[16:Spt:103371.0,103352.0,103355.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103373[16:Spt:103371.0,103352.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103374[16:MRR:73.1,103373.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103375[16:MRR:103353.1,103374.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 103378[16:MRR:112.1,103375.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103379[16:MRR:103354.0,103378.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103381[16:MRR:75.0,75.1,103379.0,103373.0] || -> . % 3.65/3.88 103384[15:Spt:103381.0,103343.0,103347.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 103385[15:Spt:103381.0,103343.1,103343.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103386[16:Spt:103385.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103387[16:MRR:93.1,103386.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103388[16:MRR:95.1,103386.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 103390[16:MRR:97.1,103386.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103391[16:MRR:103344.1,103387.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 103392[16:MRR:103345.1,103388.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 103393[16:MRR:103346.1,103390.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 103394[17:Spt:103391.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 103395[17:MRR:157.1,103394.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 103396[17:MRR:159.1,103394.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103398[17:MRR:103392.0,103395.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103403[17:MRR:84.1,103398.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103404[17:MRR:103393.0,103396.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103409[17:MRR:103403.0,103404.0] || -> . % 3.65/3.88 103410[17:Spt:103409.0,103391.0,103394.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103411[17:Spt:103409.0,103391.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103412[17:MRR:73.1,103411.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 103413[17:MRR:103392.1,103412.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 103415[17:MRR:168.1,103413.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103416[17:MRR:103393.0,103415.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103419[17:MRR:75.0,75.1,103416.0,103411.0] || -> . % 3.65/3.88 103421[16:Spt:103419.0,103385.0,103386.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103422[16:Spt:103419.0,103385.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103423[16:MRR:67.1,103422.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 103424[16:MRR:103345.2,103423.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 103425[16:MRR:69.1,103422.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103426[16:MRR:103346.2,103425.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 103427[16:MRR:65.1,103422.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103428[16:MRR:103344.2,103427.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 103431[17:Spt:103424.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 103432[17:MRR:157.0,103431.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 103433[17:MRR:168.1,103431.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103435[17:MRR:103428.0,103432.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103436[17:MRR:103.1,103435.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103439[17:MRR:103426.0,103433.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103442[17:MRR:103436.0,103439.0] || -> . % 3.65/3.88 103443[17:Spt:103442.0,103424.0,103431.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 103444[17:Spt:103442.0,103424.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 103445[17:MRR:101.0,103444.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103446[17:MRR:103428.1,103445.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 103448[17:MRR:159.1,103446.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 103449[17:MRR:103426.0,103448.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103451[17:MRR:112.0,112.1,103449.0,103444.0] || -> . % 3.65/3.88 103452[11:Spt:103451.0,102925.0,102926.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 103453[11:Spt:103451.0,102925.1,102925.2,102925.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 103454[12:Spt:103453.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 103455[12:MRR:167.0,103454.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 103456[12:MRR:158.0,103454.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 103457[12:MRR:171.1,103454.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 103458[12:MRR:152.0,103454.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 103459[12:MRR:163.0,103454.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 103460[12:MRR:102393.1,103455.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 103461[12:MRR:102394.1,103456.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103462[12:MRR:102395.1,103457.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103463[12:MRR:102392.1,103458.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103464[12:MRR:102396.1,103459.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 103465[13:Spt:103460.2] || -> pigeon_4_in_hole_3*. % 3.65/3.88 103466[13:MRR:67.0,103465.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103467[13:MRR:73.0,103465.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103468[13:MRR:84.1,103465.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103471[13:MRR:78.0,103465.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103472[13:MRR:103463.2,103466.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 103473[13:MRR:103461.2,103467.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 103474[13:MRR:103462.2,103468.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 103475[13:MRR:103464.2,103471.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103476[14:Spt:103472.2] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103478[14:MRR:37.1,103476.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 103479[14:MRR:41.1,103476.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 103482[14:MRR:38.1,103476.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 103483[14:MRR:103473.2,103478.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 103484[14:MRR:103474.2,103479.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 103485[14:MRR:103475.2,103482.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.88 103486[15:Spt:103483.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103489[15:MRR:103.1,103486.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103491[15:MRR:100.1,103486.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103492[15:MRR:103484.1,103489.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 103493[15:MRR:192.0,103492.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103497[15:MRR:103485.1,103491.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103501[15:MRR:103493.0,103497.0] || -> . % 3.65/3.88 103502[15:Spt:103501.0,103483.1,103486.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103503[15:Spt:103501.0,103483.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 103504[15:MRR:187.1,103503.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103505[15:MRR:103484.0,103504.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103509[15:MRR:108.0,103505.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103510[15:MRR:103485.1,103509.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103512[15:MRR:184.0,184.1,103510.0,103503.0] || -> . % 3.65/3.88 103514[14:Spt:103512.0,103472.2,103476.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 103515[14:Spt:103512.0,103472.0,103472.1] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 103516[15:Spt:103515.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 103517[15:MRR:181.1,103516.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 103518[15:MRR:178.1,103516.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 103519[15:MRR:177.1,103516.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 103521[15:MRR:103474.0,103517.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 103522[15:MRR:103475.0,103518.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103523[15:MRR:103473.0,103519.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 103524[16:Spt:103521.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103525[16:MRR:103.0,103524.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103526[16:MRR:108.0,103524.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103530[16:MRR:103523.0,103525.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103532[16:MRR:44.1,103530.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103536[16:MRR:103522.0,103526.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103541[16:MRR:103532.0,103536.0] || -> . % 3.65/3.88 103542[16:Spt:103541.0,103521.0,103524.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103543[16:Spt:103541.0,103521.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103544[16:MRR:47.0,103543.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103545[16:MRR:103523.1,103544.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103546[16:MRR:100.1,103545.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103550[16:MRR:103522.0,103546.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103553[16:MRR:52.0,52.1,103543.0,103550.0] || -> . % 3.65/3.88 103555[15:Spt:103553.0,103515.0,103516.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 103556[15:Spt:103553.0,103515.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103557[15:MRR:97.1,103556.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103558[15:MRR:103474.1,103557.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 103559[15:MRR:93.1,103556.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103560[15:MRR:103473.1,103559.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 103561[15:MRR:94.1,103556.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103562[15:MRR:103475.1,103561.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 103565[16:Spt:103558.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 103566[16:MRR:187.0,103565.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 103568[16:MRR:192.0,103565.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103569[16:MRR:103560.0,103566.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103573[16:MRR:44.1,103569.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103575[16:MRR:103562.0,103568.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103580[16:MRR:103573.0,103575.0] || -> . % 3.65/3.88 103581[16:Spt:103580.0,103558.0,103565.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103582[16:Spt:103580.0,103558.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103583[16:MRR:47.0,103582.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103584[16:MRR:103560.1,103583.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 103585[16:MRR:184.1,103584.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103587[16:MRR:103562.0,103585.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103589[16:MRR:52.0,52.1,103582.0,103587.0] || -> . % 3.65/3.88 103592[13:Spt:103589.0,103460.2,103465.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 103593[13:Spt:103589.0,103460.0,103460.1,103460.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 103594[14:Spt:103593.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 103595[14:MRR:196.1,103594.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 103596[14:MRR:185.0,103594.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 103597[14:MRR:190.0,103594.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 103598[14:MRR:179.0,103594.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 103599[14:MRR:103462.0,103595.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103600[14:MRR:103461.0,103596.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103601[14:MRR:103464.0,103597.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 103602[14:MRR:103463.0,103598.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103603[15:Spt:103599.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103604[15:MRR:97.0,103603.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103607[15:MRR:108.0,103603.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 103608[15:MRR:103.0,103603.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103609[15:MRR:103602.0,103604.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103610[15:MRR:103601.0,103607.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 103611[15:MRR:103600.0,103608.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103612[16:Spt:103609.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103614[16:MRR:65.1,103612.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 103617[16:MRR:66.1,103612.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103618[16:MRR:103611.0,103614.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103621[16:MRR:44.1,103618.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103625[16:MRR:103610.0,103617.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103631[16:MRR:103621.0,103625.0] || -> . % 3.65/3.88 103632[16:Spt:103631.0,103609.0,103612.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103633[16:Spt:103631.0,103609.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103634[16:MRR:37.1,103633.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103635[16:MRR:103611.1,103634.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103639[16:MRR:72.1,103635.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103640[16:MRR:103610.0,103639.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103641[16:MRR:38.0,38.1,103640.0,103633.0] || -> . % 3.65/3.88 103646[15:Spt:103641.0,103599.0,103603.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103647[15:Spt:103641.0,103599.1,103599.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103648[16:Spt:103647.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103649[16:MRR:69.0,103648.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103650[16:MRR:75.0,103648.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103653[16:MRR:80.0,103648.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103654[16:MRR:103602.1,103649.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 103655[16:MRR:103600.1,103650.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 103656[16:MRR:103601.1,103653.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103657[17:Spt:103654.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103658[17:MRR:93.1,103657.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103659[17:MRR:94.1,103657.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103662[17:MRR:103655.0,103658.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103666[17:MRR:44.1,103662.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103669[17:MRR:103656.0,103659.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103675[17:MRR:103666.0,103669.0] || -> . % 3.65/3.88 103676[17:Spt:103675.0,103654.0,103657.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103677[17:Spt:103675.0,103654.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103678[17:MRR:37.1,103677.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 103679[17:MRR:103655.1,103678.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103682[17:MRR:100.1,103679.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103683[17:MRR:103656.0,103682.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103688[17:MRR:38.0,38.1,103683.0,103677.0] || -> . % 3.65/3.88 103689[16:Spt:103688.0,103647.0,103648.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103690[16:Spt:103688.0,103647.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103691[16:MRR:47.0,103690.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 103692[16:MRR:103600.2,103691.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103693[16:MRR:52.0,103690.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103694[16:MRR:103601.2,103693.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.88 103695[16:MRR:41.0,103690.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103696[16:MRR:103602.2,103695.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103700[17:Spt:103692.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103701[17:MRR:93.0,103700.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103702[17:MRR:100.1,103700.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103705[17:MRR:103696.0,103701.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103706[17:MRR:66.1,103705.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103710[17:MRR:103694.0,103702.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103714[17:MRR:103706.0,103710.0] || -> . % 3.65/3.88 103715[17:Spt:103714.0,103692.0,103700.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 103716[17:Spt:103714.0,103692.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103717[17:MRR:65.0,103716.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103718[17:MRR:103696.1,103717.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103721[17:MRR:94.1,103718.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103722[17:MRR:103694.0,103721.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103725[17:MRR:72.0,72.1,103722.0,103716.0] || -> . % 3.65/3.88 103726[14:Spt:103725.0,103593.0,103594.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 103727[14:Spt:103725.0,103593.1,103593.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 103728[15:Spt:103727.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 103729[15:MRR:101.0,103728.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103730[15:MRR:95.0,103728.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103731[15:MRR:106.0,103728.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 103733[15:MRR:112.1,103728.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103734[15:MRR:103461.1,103729.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103735[15:MRR:103463.1,103730.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103736[15:MRR:103464.1,103731.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 103737[15:MRR:103462.1,103733.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103738[16:Spt:103734.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 103739[16:MRR:187.1,103738.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 103740[16:MRR:184.1,103738.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 103741[16:MRR:177.0,103738.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 103742[16:MRR:103737.0,103739.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 103743[16:MRR:103736.0,103740.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 103744[16:MRR:103735.0,103741.0] || -> pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 103745[17:Spt:103742.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103746[17:MRR:80.0,103745.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103750[17:MRR:69.0,103745.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103751[17:MRR:103743.0,103746.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103757[17:MRR:38.0,103751.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103758[17:MRR:103744.0,103750.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103764[17:MRR:103757.0,103758.0] || -> . % 3.65/3.88 103765[17:Spt:103764.0,103742.0,103745.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103766[17:Spt:103764.0,103742.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103767[17:MRR:52.0,103766.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103768[17:MRR:103743.1,103767.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103769[17:MRR:66.0,103768.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103773[17:MRR:103744.0,103769.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103777[17:MRR:41.0,41.1,103766.0,103773.0] || -> . % 3.65/3.88 103779[16:Spt:103777.0,103734.0,103738.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 103780[16:Spt:103777.0,103734.1,103734.2] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 103781[17:Spt:103780.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103782[17:MRR:75.1,103781.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103783[17:MRR:72.1,103781.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103786[17:MRR:65.0,103781.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103787[17:MRR:103737.1,103782.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 103788[17:MRR:103736.1,103783.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 103789[17:MRR:103735.1,103786.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 103790[18:Spt:103787.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 103791[18:MRR:192.0,103790.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103792[18:MRR:181.0,103790.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103793[18:MRR:103788.0,103791.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103795[18:MRR:38.0,103793.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103800[18:MRR:103789.0,103792.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103806[18:MRR:103795.0,103800.0] || -> . % 3.65/3.88 103807[18:Spt:103806.0,103787.0,103790.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103808[18:Spt:103806.0,103787.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 103809[18:MRR:52.0,103808.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 103810[18:MRR:103788.1,103809.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103811[18:MRR:178.0,103810.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103812[18:MRR:103789.0,103811.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 103814[18:MRR:41.0,41.1,103808.0,103812.0] || -> . % 3.65/3.88 103818[17:Spt:103814.0,103780.0,103781.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103819[17:Spt:103814.0,103780.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 103820[17:MRR:44.1,103819.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 103821[17:MRR:103736.2,103820.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 103822[17:MRR:37.0,103819.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 103823[17:MRR:103735.2,103822.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 103824[17:MRR:47.1,103819.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 103825[17:MRR:103737.2,103824.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 103829[18:Spt:103821.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103830[18:MRR:192.1,103829.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103831[18:MRR:178.0,103829.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103832[18:MRR:103825.0,103830.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103833[18:MRR:69.0,103832.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103837[18:MRR:103823.0,103831.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103841[18:MRR:103833.0,103837.0] || -> . % 3.65/3.88 103842[18:Spt:103841.0,103821.0,103829.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103843[18:Spt:103841.0,103821.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103844[18:MRR:80.1,103843.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103845[18:MRR:103825.1,103844.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 103846[18:MRR:181.0,103845.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103847[18:MRR:103823.0,103846.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103850[18:MRR:66.0,66.1,103843.0,103847.0] || -> . % 3.65/3.88 103851[15:Spt:103850.0,103727.0,103728.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 103852[15:Spt:103850.0,103727.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 103853[15:MRR:50.0,103852.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 103854[15:MRR:39.0,103852.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 103855[15:MRR:56.1,103852.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 103858[15:MRR:45.0,103852.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 103859[15:MRR:103461.3,103858.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103860[15:MRR:103463.3,103854.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103861[15:MRR:103464.3,103853.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.88 103862[15:MRR:103462.3,103855.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 103863[16:Spt:103859.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 103864[16:MRR:177.0,103863.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 103865[16:MRR:184.1,103863.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 103866[16:MRR:187.1,103863.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 103867[16:MRR:103860.0,103864.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 103868[16:MRR:103861.0,103865.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.88 103869[16:MRR:103862.0,103866.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 103870[17:Spt:103867.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103872[17:MRR:94.1,103870.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 103874[17:MRR:97.1,103870.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103875[17:MRR:103868.0,103872.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103876[17:MRR:80.1,103875.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103881[17:MRR:103869.0,103874.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103886[17:MRR:103876.0,103881.0] || -> . % 3.65/3.88 103887[17:Spt:103886.0,103867.0,103870.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103888[17:Spt:103886.0,103867.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103889[17:MRR:66.1,103888.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103890[17:MRR:103868.1,103889.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 103893[17:MRR:108.1,103890.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103894[17:MRR:103869.0,103893.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103896[17:MRR:69.0,69.1,103894.0,103888.0] || -> . % 3.65/3.88 103899[16:Spt:103896.0,103859.0,103863.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 103900[16:Spt:103896.0,103859.1,103859.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 103901[17:Spt:103900.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 103902[17:MRR:93.0,103901.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103903[17:MRR:100.1,103901.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 103905[17:MRR:103.1,103901.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103906[17:MRR:103860.1,103902.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 103907[17:MRR:103861.1,103903.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 103908[17:MRR:103862.1,103905.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 103909[18:Spt:103906.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 103910[18:MRR:178.1,103909.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103911[18:MRR:181.1,103909.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103912[18:MRR:103907.0,103910.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 103917[18:MRR:80.1,103912.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103918[18:MRR:103908.0,103911.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103923[18:MRR:103917.0,103918.0] || -> . % 3.65/3.88 103924[18:Spt:103923.0,103906.0,103909.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103925[18:Spt:103923.0,103906.1] || -> pigeon_1_in_hole_3*. % 3.65/3.88 103926[18:MRR:66.1,103925.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 103927[18:MRR:103907.1,103926.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103928[18:MRR:192.1,103927.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103929[18:MRR:103908.0,103928.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 103932[18:MRR:69.0,69.1,103929.0,103925.0] || -> . % 3.65/3.88 103934[17:Spt:103932.0,103900.0,103901.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103935[17:Spt:103932.0,103900.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 103936[17:MRR:72.1,103935.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103937[17:MRR:103861.2,103936.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.88 103938[17:MRR:75.1,103935.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 103939[17:MRR:103862.2,103938.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 103940[17:MRR:65.0,103935.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 103941[17:MRR:103860.2,103940.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 103944[18:Spt:103937.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 103945[18:MRR:178.0,103944.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 103946[18:MRR:192.1,103944.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103947[18:MRR:103941.0,103945.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 103948[18:MRR:97.1,103947.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 103951[18:MRR:103939.0,103946.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103954[18:MRR:103948.0,103951.0] || -> . % 3.65/3.88 103955[18:Spt:103954.0,103937.0,103944.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 103956[18:Spt:103954.0,103937.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 103957[18:MRR:94.0,103956.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 103958[18:MRR:103941.1,103957.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 103959[18:MRR:181.1,103958.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 103960[18:MRR:103939.0,103959.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 103962[18:MRR:108.0,108.1,103960.0,103956.0] || -> . % 3.65/3.88 103963[12:Spt:103962.0,103453.0,103454.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 103964[12:Spt:103962.0,103453.1,103453.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 103965[13:Spt:103964.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 103966[13:MRR:79.0,103965.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 103967[13:MRR:87.1,103965.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 103968[13:MRR:68.0,103965.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 103969[13:MRR:74.0,103965.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 103971[13:MRR:83.0,103965.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 103972[13:MRR:102396.3,103966.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 103973[13:MRR:102395.3,103967.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 103974[13:MRR:102392.3,103968.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 103975[13:MRR:102394.3,103969.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 103976[13:MRR:102393.3,103971.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 103977[14:Spt:103972.3] || -> pigeon_3_in_hole_2*. % 3.65/3.88 103978[14:MRR:50.1,103977.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 103979[14:MRR:44.0,103977.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 103980[14:MRR:52.1,103977.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 103983[14:MRR:38.0,103977.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 103984[14:MRR:103976.3,103978.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 103985[14:MRR:103975.3,103979.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 103986[14:MRR:103973.3,103980.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 103987[14:MRR:103974.3,103983.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 103988[15:Spt:103984.2] || -> pigeon_4_in_hole_4*. % 3.65/3.88 103989[15:MRR:112.1,103988.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 103992[15:MRR:95.0,103988.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 103993[15:MRR:101.0,103988.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 103994[15:MRR:103986.2,103989.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 103995[15:MRR:103987.2,103992.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 103996[15:MRR:103985.2,103993.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 103997[16:Spt:103994.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 103999[16:MRR:181.0,103997.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104000[16:MRR:187.0,103997.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104002[16:MRR:103995.0,103999.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104004[16:MRR:149.1,104002.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104007[16:MRR:103996.0,104000.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104011[16:MRR:104004.0,104007.0] || -> . % 3.65/3.88 104012[16:Spt:104011.0,103994.0,103997.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104013[16:Spt:104011.0,103994.1] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104014[16:MRR:153.0,104013.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104015[16:MRR:103995.1,104014.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104017[16:MRR:177.1,104015.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104019[16:MRR:103996.0,104017.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104021[16:MRR:159.0,159.1,104013.0,104019.0] || -> . % 3.65/3.88 104023[15:Spt:104021.0,103984.2,103988.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104024[15:Spt:104021.0,103984.0,103984.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 104025[16:Spt:104024.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104026[16:MRR:196.1,104025.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104027[16:MRR:179.0,104025.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104029[16:MRR:185.0,104025.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104030[16:MRR:103986.0,104026.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 104031[16:MRR:103987.0,104027.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 104032[16:MRR:103985.0,104029.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 104033[17:Spt:104030.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104034[17:MRR:153.0,104033.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104035[17:MRR:159.0,104033.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104038[17:MRR:104031.0,104034.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104042[17:MRR:93.1,104038.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104043[17:MRR:104032.0,104035.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104047[17:MRR:104042.0,104043.0] || -> . % 3.65/3.88 104048[17:Spt:104047.0,104030.0,104033.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104049[17:Spt:104047.0,104030.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104050[17:MRR:97.0,104049.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104051[17:MRR:104031.1,104050.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104053[17:MRR:149.1,104051.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104055[17:MRR:104032.0,104053.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104058[17:MRR:103.0,103.1,104049.0,104055.0] || -> . % 3.65/3.88 104059[16:Spt:104058.0,104024.0,104025.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104060[16:Spt:104058.0,104024.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104061[16:MRR:168.1,104060.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104062[16:MRR:103986.1,104061.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 104063[16:MRR:151.0,104060.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104064[16:MRR:103987.1,104063.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 104065[16:MRR:157.0,104060.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104066[16:MRR:103985.1,104065.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 104068[17:Spt:104062.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104069[17:MRR:187.0,104068.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104070[17:MRR:181.0,104068.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104072[17:MRR:104066.0,104069.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104073[17:MRR:93.0,104072.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104077[17:MRR:104064.0,104070.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104081[17:MRR:104073.0,104077.0] || -> . % 3.65/3.88 104082[17:Spt:104081.0,104062.0,104068.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104083[17:Spt:104081.0,104062.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104084[17:MRR:103.0,104083.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104085[17:MRR:104066.1,104084.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104086[17:MRR:177.0,104085.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104088[17:MRR:104064.0,104086.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104091[17:MRR:97.0,97.1,104083.0,104088.0] || -> . % 3.65/3.88 104092[14:Spt:104091.0,103972.3,103977.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 104093[14:Spt:104091.0,103972.0,103972.1,103972.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 104094[15:Spt:104093.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 104095[15:MRR:192.1,104094.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104096[15:MRR:184.0,104094.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104097[15:MRR:178.0,104094.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104098[15:MRR:190.1,104094.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104099[15:MRR:103973.0,104095.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 104100[15:MRR:103975.0,104096.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 104101[15:MRR:103974.0,104097.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 104102[15:MRR:103976.0,104098.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 104103[16:Spt:104099.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104104[16:MRR:168.0,104103.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104106[16:MRR:159.0,104103.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104107[16:MRR:153.0,104103.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104108[16:MRR:104102.0,104104.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 104109[16:MRR:104100.0,104106.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 104110[16:MRR:104101.0,104107.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 104111[17:Spt:104108.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104112[17:MRR:101.0,104111.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104113[17:MRR:95.0,104111.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104117[17:MRR:104109.0,104112.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104119[17:MRR:37.0,104117.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 104123[17:MRR:104110.0,104113.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 104128[17:MRR:104119.0,104123.0] || -> . % 3.65/3.88 104129[17:Spt:104128.0,104108.0,104111.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104130[17:Spt:104128.0,104108.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104131[17:MRR:45.0,104130.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104132[17:MRR:104109.1,104131.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104136[17:MRR:93.0,104132.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104137[17:MRR:104110.0,104136.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 104141[17:MRR:39.0,39.1,104130.0,104137.0] || -> . % 3.65/3.88 104142[16:Spt:104141.0,104099.0,104103.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104143[16:Spt:104141.0,104099.1,104099.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 104144[17:Spt:104143.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104145[17:MRR:112.0,104144.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104146[17:MRR:103.0,104144.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104147[17:MRR:97.0,104144.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104150[17:MRR:104102.1,104145.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 104151[17:MRR:104100.1,104146.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 104152[17:MRR:104101.1,104147.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 104153[18:Spt:104150.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104154[18:MRR:151.0,104153.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104155[18:MRR:157.0,104153.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104157[18:MRR:104152.0,104154.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 104158[18:MRR:37.1,104157.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104163[18:MRR:104151.0,104155.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104168[18:MRR:104158.0,104163.0] || -> . % 3.65/3.88 104169[18:Spt:104168.0,104150.0,104153.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104170[18:Spt:104168.0,104150.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104171[18:MRR:39.0,104170.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 104172[18:MRR:104152.1,104171.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104174[18:MRR:149.1,104172.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104175[18:MRR:104151.0,104174.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104179[18:MRR:45.0,45.1,104170.0,104175.0] || -> . % 3.65/3.88 104180[17:Spt:104179.0,104143.0,104144.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104181[17:Spt:104179.0,104143.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104182[17:MRR:41.0,104181.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 104183[17:MRR:104101.2,104182.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 104184[17:MRR:47.0,104181.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104185[17:MRR:104100.2,104184.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 104188[17:MRR:56.0,104181.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 104189[17:MRR:104102.2,104188.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 104190[18:Spt:104183.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104191[18:MRR:151.1,104190.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104192[18:MRR:149.1,104190.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104194[18:MRR:104189.0,104191.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104198[18:MRR:101.0,104194.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104199[18:MRR:104185.0,104192.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104203[18:MRR:104198.0,104199.0] || -> . % 3.65/3.88 104204[18:Spt:104203.0,104183.0,104190.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104205[18:Spt:104203.0,104183.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104206[18:MRR:95.1,104205.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104207[18:MRR:104189.1,104206.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104209[18:MRR:157.0,104207.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104210[18:MRR:104185.0,104209.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104213[18:MRR:93.0,93.1,104210.0,104205.0] || -> . % 3.65/3.88 104214[15:Spt:104213.0,104093.0,104094.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 104215[15:Spt:104213.0,104093.1,104093.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 104216[16:Spt:104215.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 104217[16:MRR:150.0,104216.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104218[16:MRR:162.1,104216.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104219[16:MRR:156.0,104216.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104220[16:MRR:164.1,104216.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104221[16:MRR:103974.1,104217.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 104222[16:MRR:103976.1,104218.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 104223[16:MRR:103975.1,104219.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 104224[16:MRR:103973.1,104220.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 104225[17:Spt:104221.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104226[17:MRR:181.1,104225.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104227[17:MRR:177.1,104225.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104228[17:MRR:179.1,104225.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104229[17:MRR:104224.0,104226.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 104230[17:MRR:104223.0,104227.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 104231[17:MRR:104222.0,104228.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 104232[18:Spt:104229.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104236[18:MRR:103.0,104232.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104237[18:MRR:112.0,104232.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104238[18:MRR:104230.0,104236.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104243[18:MRR:45.1,104238.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 104244[18:MRR:104231.0,104237.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104249[18:MRR:104243.0,104244.0] || -> . % 3.65/3.88 104250[18:Spt:104249.0,104229.0,104232.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104251[18:Spt:104249.0,104229.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104252[18:MRR:47.0,104251.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104253[18:MRR:104230.1,104252.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104257[18:MRR:101.1,104253.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104258[18:MRR:104231.0,104257.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104259[18:MRR:56.0,56.1,104251.0,104258.0] || -> . % 3.65/3.88 104263[17:Spt:104259.0,104221.0,104225.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104264[17:Spt:104259.0,104221.1,104221.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 104265[18:Spt:104264.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104266[18:MRR:97.1,104265.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104267[18:MRR:93.1,104265.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104270[18:MRR:95.1,104265.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104271[18:MRR:104224.1,104266.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 104272[18:MRR:104223.1,104267.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 104273[18:MRR:104222.1,104270.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 104274[19:Spt:104271.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104275[19:MRR:187.0,104274.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104276[19:MRR:196.0,104274.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104277[19:MRR:104272.0,104275.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104279[19:MRR:45.1,104277.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 104283[19:MRR:104273.0,104276.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104288[19:MRR:104279.0,104283.0] || -> . % 3.65/3.88 104289[19:Spt:104288.0,104271.0,104274.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104290[19:Spt:104288.0,104271.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104291[19:MRR:47.0,104290.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104292[19:MRR:104272.1,104291.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104293[19:MRR:185.1,104292.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104294[19:MRR:104273.0,104293.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104298[19:MRR:56.0,56.1,104290.0,104294.0] || -> . % 3.65/3.88 104299[18:Spt:104298.0,104264.0,104265.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104300[18:Spt:104298.0,104264.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 104301[18:MRR:37.1,104300.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 104302[18:MRR:104223.2,104301.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 104303[18:MRR:39.1,104300.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 104304[18:MRR:104222.2,104303.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 104305[18:MRR:41.1,104300.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 104306[18:MRR:104224.2,104305.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 104309[19:Spt:104302.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104310[19:MRR:187.1,104309.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104311[19:MRR:185.1,104309.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104312[19:MRR:104306.0,104310.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104313[19:MRR:112.0,104312.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104317[19:MRR:104304.0,104311.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104321[19:MRR:104313.0,104317.0] || -> . % 3.65/3.88 104322[19:Spt:104321.0,104302.0,104309.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104323[19:Spt:104321.0,104302.1] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104324[19:MRR:103.1,104323.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104325[19:MRR:104306.1,104324.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104326[19:MRR:196.0,104325.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104327[19:MRR:104304.0,104326.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104330[19:MRR:101.0,101.1,104327.0,104323.0] || -> . % 3.65/3.88 104331[16:Spt:104330.0,104215.0,104216.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 104332[16:Spt:104330.0,104215.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 104333[16:MRR:108.1,104332.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104334[16:MRR:106.1,104332.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104335[16:MRR:100.0,104332.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104337[16:MRR:94.0,104332.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104338[16:MRR:103974.2,104337.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 104339[16:MRR:103976.2,104334.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 104340[16:MRR:103975.2,104335.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 104341[16:MRR:103973.2,104333.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 104342[17:Spt:104338.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104343[17:MRR:179.1,104342.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104344[17:MRR:177.1,104342.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104345[17:MRR:181.1,104342.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104346[17:MRR:104339.0,104343.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 104347[17:MRR:104340.0,104344.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 104348[17:MRR:104341.0,104345.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 104349[18:Spt:104346.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104351[18:MRR:157.0,104349.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104352[18:MRR:168.1,104349.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104353[18:MRR:104347.0,104351.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104355[18:MRR:47.1,104353.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 104359[18:MRR:104348.0,104352.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104364[18:MRR:104355.0,104359.0] || -> . % 3.65/3.88 104365[18:Spt:104364.0,104346.0,104349.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104366[18:Spt:104364.0,104346.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104367[18:MRR:45.0,104366.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104368[18:MRR:104347.1,104367.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104370[18:MRR:159.1,104368.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104371[18:MRR:104348.0,104370.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104375[18:MRR:56.0,56.1,104371.0,104366.0] || -> . % 3.65/3.88 104376[17:Spt:104375.0,104338.0,104342.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104377[17:Spt:104375.0,104338.1,104338.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 104378[18:Spt:104377.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104379[18:MRR:151.1,104378.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104380[18:MRR:149.1,104378.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104381[18:MRR:153.1,104378.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104382[18:MRR:104339.1,104379.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 104383[18:MRR:104340.1,104380.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 104384[18:MRR:104341.1,104381.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 104385[19:Spt:104382.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104386[19:MRR:185.0,104385.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104387[19:MRR:196.1,104385.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104388[19:MRR:104383.0,104386.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 104392[19:MRR:47.1,104388.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 104394[19:MRR:104384.0,104387.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104399[19:MRR:104392.0,104394.0] || -> . % 3.65/3.88 104400[19:Spt:104399.0,104382.0,104385.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104401[19:Spt:104399.0,104382.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 104402[19:MRR:45.0,104401.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 104403[19:MRR:104383.1,104402.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104404[19:MRR:187.1,104403.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104405[19:MRR:104384.0,104404.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 104406[19:MRR:56.0,56.1,104405.0,104401.0] || -> . % 3.65/3.88 104410[18:Spt:104406.0,104377.0,104378.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104411[18:Spt:104406.0,104377.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 104412[18:MRR:37.1,104411.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 104413[18:MRR:104340.2,104412.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 104414[18:MRR:41.1,104411.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 104415[18:MRR:104341.2,104414.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 104416[18:MRR:39.1,104411.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 104417[18:MRR:104339.2,104416.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 104420[19:Spt:104413.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104421[19:MRR:185.1,104420.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104422[19:MRR:187.1,104420.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104423[19:MRR:104417.0,104421.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104424[19:MRR:168.1,104423.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104426[19:MRR:104415.0,104422.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104428[19:MRR:104424.0,104426.0] || -> . % 3.65/3.88 104429[19:Spt:104428.0,104413.0,104420.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104430[19:Spt:104428.0,104413.1] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104431[19:MRR:157.1,104430.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104432[19:MRR:104417.1,104431.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104433[19:MRR:196.1,104432.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104434[19:MRR:104415.0,104433.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104435[19:MRR:159.0,159.1,104434.0,104430.0] || -> . % 3.65/3.88 104436[13:Spt:104435.0,103964.0,103965.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 104437[13:Spt:104435.0,103964.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 104438[13:MRR:46.0,104437.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 104439[13:MRR:59.1,104437.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 104440[13:MRR:55.0,104437.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 104441[13:MRR:40.0,104437.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 104443[13:MRR:51.0,104437.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 104444[13:MRR:102396.4,104443.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.88 104445[13:MRR:102395.4,104439.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 104446[13:MRR:102392.4,104441.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 104447[13:MRR:102394.4,104438.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 104448[13:MRR:102393.4,104440.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 104449[14:Spt:104444.2] || -> pigeon_3_in_hole_4*. % 3.65/3.88 104450[14:MRR:108.1,104449.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104451[14:MRR:106.1,104449.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104452[14:MRR:100.0,104449.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104454[14:MRR:94.0,104449.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104455[14:MRR:104445.2,104450.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 104456[14:MRR:104448.2,104451.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 104457[14:MRR:104447.2,104452.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 104458[14:MRR:104446.2,104454.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.88 104459[15:Spt:104455.2] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104461[15:MRR:75.0,104459.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 104463[15:MRR:69.0,104459.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 104464[15:MRR:84.0,104459.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 104465[15:MRR:104457.2,104461.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 104466[15:MRR:104458.2,104463.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 104467[15:MRR:104456.2,104464.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 104468[16:Spt:104465.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104470[16:MRR:185.1,104468.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104471[16:MRR:177.0,104468.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104473[16:MRR:104467.0,104470.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104476[16:MRR:151.0,104473.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104478[16:MRR:104466.0,104471.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104482[16:MRR:104476.0,104478.0] || -> . % 3.65/3.88 104483[16:Spt:104482.0,104465.0,104468.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104484[16:Spt:104482.0,104465.1] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104485[16:MRR:157.1,104484.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104486[16:MRR:104467.1,104485.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104488[16:MRR:179.0,104486.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104490[16:MRR:104466.0,104488.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104492[16:MRR:149.0,149.1,104484.0,104490.0] || -> . % 3.65/3.88 104494[15:Spt:104492.0,104455.2,104459.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 104495[15:Spt:104492.0,104455.0,104455.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 104496[16:Spt:104495.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104497[16:MRR:187.0,104496.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104498[16:MRR:196.0,104496.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104499[16:MRR:181.0,104496.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104501[16:MRR:104457.0,104497.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 104502[16:MRR:104456.0,104498.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 104503[16:MRR:104458.0,104499.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.88 104504[17:Spt:104501.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104505[17:MRR:157.1,104504.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104506[17:MRR:149.0,104504.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104509[17:MRR:104502.0,104505.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104513[17:MRR:67.0,104509.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104514[17:MRR:104503.0,104506.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104518[17:MRR:104513.0,104514.0] || -> . % 3.65/3.88 104519[17:Spt:104518.0,104501.0,104504.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104520[17:Spt:104518.0,104501.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 104521[17:MRR:73.1,104520.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 104522[17:MRR:104502.1,104521.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104524[17:MRR:151.0,104522.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104526[17:MRR:104503.0,104524.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104528[17:MRR:65.0,65.1,104520.0,104526.0] || -> . % 3.65/3.88 104530[16:Spt:104528.0,104495.0,104496.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104531[16:Spt:104528.0,104495.1] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104532[16:MRR:159.0,104531.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104533[16:MRR:104457.1,104532.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 104534[16:MRR:168.0,104531.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104535[16:MRR:104456.1,104534.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 104536[16:MRR:153.0,104531.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104537[16:MRR:104458.1,104536.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 104539[17:Spt:104533.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104541[17:MRR:177.0,104539.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104542[17:MRR:185.1,104539.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104543[17:MRR:104537.0,104541.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104544[17:MRR:67.1,104543.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 104548[17:MRR:104535.0,104542.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104552[17:MRR:104544.0,104548.0] || -> . % 3.65/3.88 104553[17:Spt:104552.0,104533.0,104539.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104554[17:Spt:104552.0,104533.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 104555[17:MRR:65.0,104554.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104556[17:MRR:104537.1,104555.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104558[17:MRR:179.1,104556.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104559[17:MRR:104535.0,104558.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104562[17:MRR:73.0,73.1,104559.0,104554.0] || -> . % 3.65/3.88 104563[14:Spt:104562.0,104444.2,104449.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 104564[14:Spt:104562.0,104444.0,104444.1,104444.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 104565[15:Spt:104564.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 104566[15:MRR:184.0,104565.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104567[15:MRR:178.0,104565.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104568[15:MRR:190.1,104565.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104569[15:MRR:192.1,104565.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104570[15:MRR:104447.0,104566.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 104571[15:MRR:104446.0,104567.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 104572[15:MRR:104448.0,104568.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 104573[15:MRR:104445.0,104569.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 104574[16:Spt:104570.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104575[16:MRR:159.1,104574.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104577[16:MRR:149.0,104574.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104578[16:MRR:157.1,104574.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104579[16:MRR:104573.0,104575.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 104580[16:MRR:104571.0,104577.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 104581[16:MRR:104572.0,104578.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 104582[17:Spt:104579.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104585[17:MRR:112.0,104582.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 104586[17:MRR:97.0,104582.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104587[17:MRR:104581.0,104585.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104588[17:MRR:67.0,104587.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104593[17:MRR:104580.0,104586.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104598[17:MRR:104588.0,104593.0] || -> . % 3.65/3.88 104599[17:Spt:104598.0,104579.0,104582.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104600[17:Spt:104598.0,104579.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104601[17:MRR:84.0,104600.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 104602[17:MRR:104581.1,104601.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104605[17:MRR:95.0,104602.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104606[17:MRR:104580.0,104605.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104607[17:MRR:69.0,69.1,104600.0,104606.0] || -> . % 3.65/3.88 104611[16:Spt:104607.0,104570.0,104574.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104612[16:Spt:104607.0,104570.1,104570.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 104613[17:Spt:104612.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104614[17:MRR:103.1,104613.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104615[17:MRR:101.1,104613.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104617[17:MRR:93.0,104613.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104618[17:MRR:104573.1,104614.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 104619[17:MRR:104572.1,104615.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 104620[17:MRR:104571.1,104617.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.88 104621[18:Spt:104618.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104622[18:MRR:168.0,104621.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104623[18:MRR:153.0,104621.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104625[18:MRR:104619.0,104622.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104630[18:MRR:67.0,104625.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104631[18:MRR:104620.0,104623.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104636[18:MRR:104630.0,104631.0] || -> . % 3.65/3.88 104637[18:Spt:104636.0,104618.0,104621.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104638[18:Spt:104636.0,104618.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104639[18:MRR:84.0,104638.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 104640[18:MRR:104619.1,104639.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104642[18:MRR:151.0,104640.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104643[18:MRR:104620.0,104642.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104647[18:MRR:69.0,69.1,104638.0,104643.0] || -> . % 3.65/3.88 104648[17:Spt:104647.0,104612.0,104613.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104649[17:Spt:104647.0,104612.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 104650[17:MRR:73.1,104649.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 104651[17:MRR:104572.2,104650.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 104652[17:MRR:65.0,104649.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104653[17:MRR:104571.2,104652.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 104654[17:MRR:75.1,104649.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 104655[17:MRR:104573.2,104654.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 104658[18:Spt:104651.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104659[18:MRR:168.1,104658.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104660[18:MRR:151.0,104658.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104662[18:MRR:104655.0,104659.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104663[18:MRR:97.0,104662.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104666[18:MRR:104653.0,104660.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104669[18:MRR:104663.0,104666.0] || -> . % 3.65/3.88 104670[18:Spt:104669.0,104651.0,104658.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104671[18:Spt:104669.0,104651.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104672[18:MRR:112.1,104671.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104673[18:MRR:104655.1,104672.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104675[18:MRR:153.0,104673.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104676[18:MRR:104653.0,104675.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104678[18:MRR:95.0,95.1,104671.0,104676.0] || -> . % 3.65/3.88 104679[15:Spt:104678.0,104564.0,104565.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 104680[15:Spt:104678.0,104564.1,104564.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 104681[16:Spt:104680.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 104682[16:MRR:162.1,104681.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104683[16:MRR:164.1,104681.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104684[16:MRR:150.0,104681.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104685[16:MRR:156.0,104681.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104686[16:MRR:104448.1,104682.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 104687[16:MRR:104445.1,104683.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 104688[16:MRR:104446.1,104684.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 104689[16:MRR:104447.1,104685.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 104690[17:Spt:104686.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104691[17:MRR:185.0,104690.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104692[17:MRR:179.0,104690.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104693[17:MRR:196.1,104690.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104694[17:MRR:104689.0,104691.0] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.88 104695[17:MRR:104688.0,104692.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.88 104696[17:MRR:104687.0,104693.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.88 104697[18:Spt:104694.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104698[18:MRR:93.0,104697.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104701[18:MRR:103.1,104697.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104702[18:MRR:104695.0,104698.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104707[18:MRR:69.1,104702.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 104708[18:MRR:104696.0,104701.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104713[18:MRR:104707.0,104708.0] || -> . % 3.65/3.88 104714[18:Spt:104713.0,104694.0,104697.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104715[18:Spt:104713.0,104694.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 104716[18:MRR:65.0,104715.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104717[18:MRR:104695.1,104716.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104718[18:MRR:97.1,104717.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104721[18:MRR:104696.0,104718.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104724[18:MRR:75.0,75.1,104721.0,104715.0] || -> . % 3.65/3.88 104726[17:Spt:104724.0,104686.0,104690.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104727[17:Spt:104724.0,104686.1,104686.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.88 104728[18:Spt:104727.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104729[18:MRR:101.0,104728.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104730[18:MRR:95.0,104728.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104732[18:MRR:112.1,104728.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104733[18:MRR:104689.1,104729.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 104734[18:MRR:104688.1,104730.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.88 104735[18:MRR:104687.1,104732.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 104736[19:Spt:104733.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104737[19:MRR:177.0,104736.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104738[19:MRR:187.1,104736.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104739[19:MRR:104734.0,104737.0] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104741[19:MRR:69.1,104739.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 104745[19:MRR:104735.0,104738.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104750[19:MRR:104741.0,104745.0] || -> . % 3.65/3.88 104751[19:Spt:104750.0,104733.0,104736.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104752[19:Spt:104750.0,104733.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 104753[19:MRR:65.0,104752.0] || pigeon_1_in_hole_3* -> . % 3.65/3.88 104754[19:MRR:104734.1,104753.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104755[19:MRR:181.1,104754.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104756[19:MRR:104735.0,104755.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 104758[19:MRR:75.0,75.1,104756.0,104752.0] || -> . % 3.65/3.88 104761[18:Spt:104758.0,104727.0,104728.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104762[18:Spt:104758.0,104727.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 104763[18:MRR:67.0,104762.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 104764[18:MRR:104688.2,104763.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 104765[18:MRR:84.1,104762.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 104766[18:MRR:104687.2,104765.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 104767[18:MRR:73.0,104762.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 104768[18:MRR:104689.2,104767.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 104771[19:Spt:104764.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104772[19:MRR:177.1,104771.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104773[19:MRR:181.1,104771.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104774[19:MRR:104768.0,104772.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104775[19:MRR:103.1,104774.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104778[19:MRR:104766.0,104773.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104781[19:MRR:104775.0,104778.0] || -> . % 3.65/3.88 104782[19:Spt:104781.0,104764.0,104771.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104783[19:Spt:104781.0,104764.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104784[19:MRR:93.1,104783.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104785[19:MRR:104768.1,104784.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104786[19:MRR:187.1,104785.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104787[19:MRR:104766.0,104786.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104789[19:MRR:97.0,97.1,104787.0,104783.0] || -> . % 3.65/3.88 104790[16:Spt:104789.0,104680.0,104681.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 104791[16:Spt:104789.0,104680.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 104792[16:MRR:66.0,104791.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 104793[16:MRR:80.1,104791.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 104794[16:MRR:72.0,104791.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 104796[16:MRR:78.1,104791.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 104797[16:MRR:104448.3,104796.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 104798[16:MRR:104445.3,104793.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 104799[16:MRR:104446.3,104792.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 104800[16:MRR:104447.3,104794.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 104801[17:Spt:104797.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104802[17:MRR:196.1,104801.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104803[17:MRR:179.0,104801.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 104804[17:MRR:185.0,104801.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104805[17:MRR:104798.0,104802.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 104806[17:MRR:104799.0,104803.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 104807[17:MRR:104800.0,104804.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_4*. % 3.65/3.88 104808[18:Spt:104805.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104810[18:MRR:153.0,104808.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 104811[18:MRR:159.0,104808.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104812[18:MRR:104806.0,104810.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104813[18:MRR:93.1,104812.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104817[18:MRR:104807.0,104811.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104821[18:MRR:104813.0,104817.0] || -> . % 3.65/3.88 104822[18:Spt:104821.0,104805.0,104808.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104823[18:Spt:104821.0,104805.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104824[18:MRR:97.0,104823.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104825[18:MRR:104806.1,104824.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104827[18:MRR:149.1,104825.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104828[18:MRR:104807.0,104827.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104830[18:MRR:103.0,103.1,104823.0,104828.0] || -> . % 3.65/3.88 104832[17:Spt:104830.0,104797.0,104801.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104833[17:Spt:104830.0,104797.1,104797.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 104834[18:Spt:104833.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104835[18:MRR:168.1,104834.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104836[18:MRR:151.0,104834.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 104837[18:MRR:157.0,104834.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104838[18:MRR:104798.1,104835.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 104839[18:MRR:104799.1,104836.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.88 104840[18:MRR:104800.1,104837.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_4*. % 3.65/3.88 104841[19:Spt:104838.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104842[19:MRR:181.0,104841.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104843[19:MRR:187.0,104841.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104844[19:MRR:104839.0,104842.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 104848[19:MRR:93.1,104844.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104849[19:MRR:104840.0,104843.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104853[19:MRR:104848.0,104849.0] || -> . % 3.65/3.88 104854[19:Spt:104853.0,104838.0,104841.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104855[19:Spt:104853.0,104838.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 104856[19:MRR:97.0,104855.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 104857[19:MRR:104839.1,104856.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104858[19:MRR:177.1,104857.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104859[19:MRR:104840.0,104858.0] || -> pigeon_2_in_hole_4*. % 3.65/3.88 104861[19:MRR:103.0,103.1,104855.0,104859.0] || -> . % 3.65/3.88 104863[18:Spt:104861.0,104833.0,104834.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104864[18:Spt:104861.0,104833.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 104865[18:MRR:95.0,104864.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104866[18:MRR:104799.2,104865.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 104867[18:MRR:101.0,104864.0] || pigeon_2_in_hole_4* -> . % 3.65/3.88 104868[18:MRR:104800.2,104867.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 104869[18:MRR:112.1,104864.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 104870[18:MRR:104798.2,104869.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 104872[19:Spt:104866.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 104873[19:MRR:181.1,104872.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104874[19:MRR:177.1,104872.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104875[19:MRR:104870.0,104873.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 104876[19:MRR:159.0,104875.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104878[19:MRR:104868.0,104874.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104880[19:MRR:104876.0,104878.0] || -> . % 3.65/3.88 104881[19:Spt:104880.0,104866.0,104872.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 104882[19:Spt:104880.0,104866.1] || -> pigeon_1_in_hole_6*. % 3.65/3.88 104883[19:MRR:153.1,104882.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104884[19:MRR:104870.1,104883.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 104885[19:MRR:187.0,104884.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104886[19:MRR:104868.0,104885.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104887[19:MRR:149.0,149.1,104886.0,104882.0] || -> . % 3.65/3.88 104888[9:Spt:104887.0,102383.0,102384.0] || pigeon_7_in_hole_5*+ -> . % 3.65/3.88 104889[9:Spt:104887.0,102383.1,102383.2,102383.3] || -> pigeon_7_in_hole_4 pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.65/3.88 104890[10:Spt:104889.0] || -> pigeon_7_in_hole_4*. % 3.65/3.88 104891[10:MRR:98.0,104890.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 104892[10:MRR:104.0,104890.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.88 104893[10:MRR:118.0,104890.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 104894[10:MRR:113.0,104890.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 104895[10:MRR:109.0,104890.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 104896[10:MRR:116.0,104890.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 104897[10:MRR:97146.3,104891.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3 pigeon_1_in_hole_2*. % 3.65/3.88 104898[10:MRR:97145.3,104892.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 104899[10:MRR:97150.3,104893.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 104900[10:MRR:97147.3,104894.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 104901[10:MRR:97149.3,104895.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 104902[10:MRR:97148.3,104896.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 104903[11:Spt:104897.3] || -> pigeon_1_in_hole_3*. % 3.65/3.88 104904[11:MRR:66.1,104903.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 104905[11:MRR:67.1,104903.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 104906[11:MRR:65.1,104903.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 104908[11:MRR:69.1,104903.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 104909[11:MRR:68.1,104903.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 104910[11:MRR:104901.3,104904.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 104911[11:MRR:104900.3,104905.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 104912[11:MRR:104898.3,104906.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 104913[11:MRR:104899.3,104908.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 104914[11:MRR:104902.3,104909.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 104915[12:Spt:104910.3] || -> pigeon_3_in_hole_2*. % 3.65/3.88 104918[12:MRR:51.1,104915.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 104919[12:MRR:52.1,104915.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 104920[12:MRR:44.0,104915.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 104921[12:MRR:50.1,104915.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 104922[12:MRR:104914.3,104918.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 104923[12:MRR:104913.3,104919.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 104924[12:MRR:104912.3,104920.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 104925[12:MRR:104911.3,104921.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 104926[13:Spt:104922.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 104927[13:MRR:195.0,104926.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 104928[13:MRR:186.0,104926.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 104930[13:MRR:199.1,104926.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 104932[13:MRR:104925.0,104927.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 104933[13:MRR:104924.0,104928.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 104934[13:MRR:104923.0,104930.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 104935[14:Spt:104932.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 104936[14:MRR:157.0,104935.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 104938[14:MRR:168.1,104935.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104941[14:MRR:104933.0,104936.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 104945[14:MRR:131.1,104941.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 104947[14:MRR:104934.0,104938.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 104952[14:MRR:104945.0,104947.0] || -> . % 3.65/3.88 104953[14:Spt:104952.0,104932.0,104935.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 104954[14:Spt:104952.0,104932.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 104955[14:MRR:129.0,104954.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 104956[14:MRR:104933.1,104955.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 104957[14:MRR:159.1,104956.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 104961[14:MRR:104934.0,104957.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 104963[14:MRR:140.0,140.1,104961.0,104954.0] || -> . % 3.65/3.88 104966[13:Spt:104963.0,104922.0,104926.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 104967[13:Spt:104963.0,104922.1,104922.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 104968[14:Spt:104967.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 104969[14:MRR:167.0,104968.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 104970[14:MRR:158.0,104968.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 104972[14:MRR:171.1,104968.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 104974[14:MRR:104925.1,104969.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 104975[14:MRR:104924.1,104970.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 104976[14:MRR:104923.1,104972.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 104977[15:Spt:104974.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 104978[15:MRR:185.0,104977.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 104980[15:MRR:196.1,104977.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 104982[15:MRR:104975.0,104978.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 104985[15:MRR:131.1,104982.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 104988[15:MRR:104976.0,104980.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 104993[15:MRR:104985.0,104988.0] || -> . % 3.65/3.88 104994[15:Spt:104993.0,104974.0,104977.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 104995[15:Spt:104993.0,104974.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 104996[15:MRR:129.0,104995.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 104997[15:MRR:104975.1,104996.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 104999[15:MRR:187.1,104997.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 105001[15:MRR:104976.0,104999.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105004[15:MRR:140.0,140.1,105001.0,104995.0] || -> . % 3.65/3.88 105006[14:Spt:105004.0,104967.0,104968.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105007[14:Spt:105004.0,104967.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105008[14:MRR:130.0,105007.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105009[14:MRR:104924.2,105008.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 105010[14:MRR:143.1,105007.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105011[14:MRR:104923.2,105010.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 105012[14:MRR:139.0,105007.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 105013[14:MRR:104925.2,105012.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 105016[15:Spt:105009.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 105017[15:MRR:185.1,105016.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105019[15:MRR:187.1,105016.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 105021[15:MRR:105013.0,105017.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105023[15:MRR:168.1,105021.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105026[15:MRR:105011.0,105019.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105030[15:MRR:105023.0,105026.0] || -> . % 3.65/3.88 105031[15:Spt:105030.0,105009.0,105016.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105032[15:Spt:105030.0,105009.1] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105033[15:MRR:157.1,105032.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 105034[15:MRR:105013.1,105033.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105036[15:MRR:196.1,105034.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 105038[15:MRR:105011.0,105036.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105041[15:MRR:159.0,159.1,105038.0,105032.0] || -> . % 3.65/3.88 105042[12:Spt:105041.0,104910.3,104915.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 105043[12:Spt:105041.0,104910.0,104910.1,104910.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 105044[13:Spt:105043.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 105045[13:MRR:184.0,105044.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 105046[13:MRR:190.1,105044.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 105048[13:MRR:192.1,105044.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 105049[13:MRR:191.1,105044.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 105050[13:MRR:104912.0,105045.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105051[13:MRR:104911.0,105046.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 105052[13:MRR:104913.0,105048.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105053[13:MRR:104914.0,105049.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105054[14:Spt:105050.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105055[14:MRR:157.1,105054.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 105056[14:MRR:159.1,105054.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105059[14:MRR:158.1,105054.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105060[14:MRR:105051.0,105055.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 105061[14:MRR:105052.0,105056.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105062[14:MRR:105053.0,105059.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105063[15:Spt:105060.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 105065[15:MRR:140.1,105063.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105066[15:MRR:139.1,105063.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105069[15:MRR:105061.0,105065.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105072[15:MRR:59.0,105069.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105075[15:MRR:105062.0,105066.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105080[15:MRR:105072.0,105075.0] || -> . % 3.65/3.88 105081[15:Spt:105080.0,105060.0,105063.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 105082[15:Spt:105080.0,105060.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105083[15:MRR:56.1,105082.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105084[15:MRR:105061.1,105083.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105086[15:MRR:143.0,105084.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105089[15:MRR:105062.0,105086.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105090[15:MRR:55.0,55.1,105089.0,105082.0] || -> . % 3.65/3.88 105094[14:Spt:105090.0,105050.0,105054.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105095[14:Spt:105090.0,105050.1,105050.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105096[15:Spt:105095.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105097[15:MRR:129.1,105096.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 105098[15:MRR:131.1,105096.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105099[15:MRR:130.1,105096.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105102[15:MRR:105051.1,105097.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 105103[15:MRR:105052.1,105098.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 105104[15:MRR:105053.1,105099.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 105105[16:Spt:105102.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105107[16:MRR:168.1,105105.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105109[16:MRR:167.1,105105.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105110[16:MRR:105103.0,105107.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105113[16:MRR:59.0,105110.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105116[16:MRR:105104.0,105109.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105121[16:MRR:105113.0,105116.0] || -> . % 3.65/3.88 105122[16:Spt:105121.0,105102.0,105105.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 105123[16:Spt:105121.0,105102.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105124[16:MRR:56.1,105123.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105125[16:MRR:105103.1,105124.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105128[16:MRR:171.0,105125.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105129[16:MRR:105104.0,105128.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105133[16:MRR:55.0,55.1,105129.0,105123.0] || -> . % 3.65/3.88 105134[15:Spt:105133.0,105095.0,105096.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105135[15:Spt:105133.0,105095.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105136[15:MRR:47.1,105135.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 105137[15:MRR:105052.2,105136.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 105138[15:MRR:46.1,105135.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105139[15:MRR:105053.2,105138.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 105140[15:MRR:45.1,105135.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 105141[15:MRR:105051.2,105140.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 105144[16:Spt:105137.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105145[16:MRR:168.0,105144.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 105146[16:MRR:171.0,105144.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105149[16:MRR:105141.0,105145.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 105152[16:MRR:139.1,105149.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105154[16:MRR:105139.0,105146.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105158[16:MRR:105152.0,105154.0] || -> . % 3.65/3.88 105159[16:Spt:105158.0,105137.0,105144.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105160[16:Spt:105158.0,105137.1] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105161[16:MRR:140.0,105160.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 105162[16:MRR:105141.1,105161.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105163[16:MRR:167.1,105162.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105166[16:MRR:105139.0,105163.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105169[16:MRR:143.0,143.1,105160.0,105166.0] || -> . % 3.65/3.88 105170[13:Spt:105169.0,105043.0,105044.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 105171[13:Spt:105169.0,105043.1,105043.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 105172[14:Spt:105171.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 105173[14:MRR:164.1,105172.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105174[14:MRR:162.1,105172.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 105175[14:MRR:163.1,105172.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105177[14:MRR:156.0,105172.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105178[14:MRR:104913.1,105173.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105179[14:MRR:104911.1,105174.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 105180[14:MRR:104914.1,105175.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105181[14:MRR:104912.1,105177.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105182[15:Spt:105178.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 105183[15:MRR:187.0,105182.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 105184[15:MRR:196.0,105182.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 105186[15:MRR:199.0,105182.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 105187[15:MRR:105181.0,105183.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105188[15:MRR:105179.0,105184.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 105189[15:MRR:105180.0,105186.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105190[16:Spt:105187.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105193[16:MRR:130.1,105190.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105195[16:MRR:129.1,105190.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 105196[16:MRR:105189.0,105193.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105201[16:MRR:55.0,105196.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 105202[16:MRR:105188.0,105195.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105207[16:MRR:105201.0,105202.0] || -> . % 3.65/3.88 105208[16:Spt:105207.0,105187.0,105190.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105209[16:Spt:105207.0,105187.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105210[16:MRR:46.1,105209.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105211[16:MRR:105189.1,105210.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105214[16:MRR:139.0,105211.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 105216[16:MRR:105188.0,105214.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105219[16:MRR:45.0,45.1,105216.0,105209.0] || -> . % 3.65/3.88 105221[15:Spt:105219.0,105178.0,105182.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 105222[15:Spt:105219.0,105178.1,105178.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105223[16:Spt:105222.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105224[16:MRR:131.0,105223.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105225[16:MRR:143.0,105223.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105228[16:MRR:140.0,105223.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 105229[16:MRR:105181.1,105224.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 105230[16:MRR:105180.1,105225.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 105231[16:MRR:105179.1,105228.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 105232[17:Spt:105229.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 105234[17:MRR:185.1,105232.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105235[17:MRR:186.1,105232.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105236[17:MRR:105231.0,105234.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105237[17:MRR:55.1,105236.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105242[17:MRR:105230.0,105235.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105247[17:MRR:105237.0,105242.0] || -> . % 3.65/3.88 105248[17:Spt:105247.0,105229.0,105232.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105249[17:Spt:105247.0,105229.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105250[17:MRR:45.1,105249.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 105251[17:MRR:105231.1,105250.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105253[17:MRR:195.1,105251.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105254[17:MRR:105230.0,105253.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105258[17:MRR:46.0,46.1,105254.0,105249.0] || -> . % 3.65/3.88 105259[16:Spt:105258.0,105222.0,105223.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105260[16:Spt:105258.0,105222.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105261[16:MRR:56.0,105260.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 105262[16:MRR:105179.2,105261.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 105263[16:MRR:59.0,105260.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105264[16:MRR:105180.2,105263.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 105267[16:MRR:47.0,105260.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105268[16:MRR:105181.2,105267.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 105269[17:Spt:105262.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105270[17:MRR:185.0,105269.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105271[17:MRR:195.1,105269.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105273[17:MRR:105268.0,105270.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105275[17:MRR:130.1,105273.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105278[17:MRR:105264.0,105271.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105282[17:MRR:105275.0,105278.0] || -> . % 3.65/3.88 105283[17:Spt:105282.0,105262.0,105269.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105284[17:Spt:105282.0,105262.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 105285[17:MRR:129.0,105284.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105286[17:MRR:105268.1,105285.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 105287[17:MRR:186.1,105286.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105289[17:MRR:105264.0,105287.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105292[17:MRR:139.0,139.1,105289.0,105284.0] || -> . % 3.65/3.88 105293[14:Spt:105292.0,105171.0,105172.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105294[14:Spt:105292.0,105171.1] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105295[14:MRR:128.0,105294.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105296[14:MRR:135.1,105294.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105297[14:MRR:134.1,105294.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 105299[14:MRR:136.1,105294.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105300[14:MRR:104913.2,105299.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 105301[14:MRR:104911.2,105297.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 105302[14:MRR:104914.2,105296.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 105303[14:MRR:104912.2,105295.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 105304[15:Spt:105300.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 105305[15:MRR:199.0,105304.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 105307[15:MRR:196.0,105304.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 105308[15:MRR:187.0,105304.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 105309[15:MRR:105302.0,105305.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 105310[15:MRR:105301.0,105307.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 105311[15:MRR:105303.0,105308.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 105312[16:Spt:105309.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105314[16:MRR:167.0,105312.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 105316[16:MRR:158.0,105312.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105317[16:MRR:105310.0,105314.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105319[16:MRR:45.0,105317.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105323[16:MRR:105311.0,105316.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105328[16:MRR:105319.0,105323.0] || -> . % 3.65/3.88 105329[16:Spt:105328.0,105309.0,105312.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105330[16:Spt:105328.0,105309.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105331[16:MRR:55.0,105330.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 105332[16:MRR:105310.1,105331.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105335[16:MRR:157.0,105332.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105336[16:MRR:105311.0,105335.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105340[16:MRR:46.0,46.1,105330.0,105336.0] || -> . % 3.65/3.88 105341[15:Spt:105340.0,105300.0,105304.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 105342[15:Spt:105340.0,105300.1,105300.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 105343[16:Spt:105342.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105344[16:MRR:171.0,105343.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105345[16:MRR:168.0,105343.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 105347[16:MRR:159.0,105343.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105348[16:MRR:105302.1,105344.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 105349[16:MRR:105301.1,105345.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 105350[16:MRR:105303.1,105347.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 105351[17:Spt:105348.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 105352[17:MRR:195.0,105351.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105353[17:MRR:186.0,105351.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105355[17:MRR:105349.0,105352.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105359[17:MRR:45.0,105355.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105361[17:MRR:105350.0,105353.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105366[17:MRR:105359.0,105361.0] || -> . % 3.65/3.88 105367[17:Spt:105366.0,105348.0,105351.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105368[17:Spt:105366.0,105348.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105369[17:MRR:55.0,105368.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 105370[17:MRR:105349.1,105369.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105372[17:MRR:185.0,105370.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105373[17:MRR:105350.0,105372.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105374[17:MRR:46.0,46.1,105368.0,105373.0] || -> . % 3.65/3.88 105378[16:Spt:105374.0,105342.0,105343.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105379[16:Spt:105374.0,105342.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105380[16:MRR:56.0,105379.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 105381[16:MRR:105301.2,105380.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 105382[16:MRR:47.0,105379.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105383[16:MRR:105303.2,105382.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 105384[16:MRR:59.0,105379.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105385[16:MRR:105302.2,105384.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 105388[17:Spt:105381.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105389[17:MRR:195.1,105388.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 105390[17:MRR:185.0,105388.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105392[17:MRR:105385.0,105389.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105393[17:MRR:158.0,105392.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105396[17:MRR:105383.0,105390.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105399[17:MRR:105393.0,105396.0] || -> . % 3.65/3.88 105400[17:Spt:105399.0,105381.0,105388.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105401[17:Spt:105399.0,105381.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105402[17:MRR:167.1,105401.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105403[17:MRR:105385.1,105402.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 105405[17:MRR:186.0,105403.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 105406[17:MRR:105383.0,105405.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105408[17:MRR:157.0,157.1,105401.0,105406.0] || -> . % 3.65/3.88 105409[11:Spt:105408.0,104897.3,104903.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 105410[11:Spt:105408.0,104897.0,104897.1,104897.2,104897.4] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 105411[12:Spt:105410.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 105412[12:MRR:179.1,105411.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 105413[12:MRR:180.1,105411.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 105414[12:MRR:177.1,105411.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 105415[12:MRR:181.1,105411.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 105416[12:MRR:178.1,105411.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 105417[12:MRR:104900.0,105412.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 105418[12:MRR:104902.0,105413.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105419[12:MRR:104898.0,105414.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105420[12:MRR:104899.0,105415.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105421[12:MRR:104901.0,105416.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105422[13:Spt:105417.3] || -> pigeon_4_in_hole_2*. % 3.65/3.88 105423[13:MRR:56.1,105422.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 105424[13:MRR:55.1,105422.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 105425[13:MRR:45.0,105422.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 105428[13:MRR:50.0,105422.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 105429[13:MRR:105420.3,105423.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 105430[13:MRR:105418.3,105424.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 105431[13:MRR:105419.3,105425.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 105432[13:MRR:105421.3,105428.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 105433[14:Spt:105429.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105434[14:MRR:159.0,105433.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105437[14:MRR:171.0,105433.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105438[14:MRR:164.0,105433.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105439[14:MRR:105431.0,105434.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 105440[14:MRR:105430.0,105437.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 105441[14:MRR:105432.0,105438.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 105442[15:Spt:105439.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105443[15:MRR:128.1,105442.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 105446[15:MRR:130.1,105442.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105448[15:MRR:105441.0,105443.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105453[15:MRR:79.1,105448.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 105454[15:MRR:105440.0,105446.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105459[15:MRR:105453.0,105454.0] || -> . % 3.65/3.88 105460[15:Spt:105459.0,105439.0,105442.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105461[15:Spt:105459.0,105439.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 105462[15:MRR:72.1,105461.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 105463[15:MRR:105441.1,105462.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105464[15:MRR:135.1,105463.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105468[15:MRR:105440.0,105464.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105471[15:MRR:74.0,74.1,105468.0,105461.0] || -> . % 3.65/3.88 105473[14:Spt:105471.0,105429.0,105433.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105474[14:Spt:105471.0,105429.1,105429.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 105475[15:Spt:105474.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105476[15:MRR:131.0,105475.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105477[15:MRR:136.0,105475.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 105480[15:MRR:143.0,105475.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105481[15:MRR:105431.1,105476.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 105482[15:MRR:105432.1,105477.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 105483[15:MRR:105430.1,105480.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 105484[16:Spt:105481.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105485[16:MRR:158.1,105484.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105488[16:MRR:156.1,105484.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 105489[16:MRR:105483.0,105485.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105490[16:MRR:79.0,105489.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 105495[16:MRR:105482.0,105488.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105500[16:MRR:105490.0,105495.0] || -> . % 3.65/3.88 105501[16:Spt:105500.0,105481.0,105484.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105502[16:Spt:105500.0,105481.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 105503[16:MRR:74.1,105502.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 105504[16:MRR:105483.1,105503.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105507[16:MRR:163.0,105504.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 105508[16:MRR:105482.0,105507.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105512[16:MRR:72.0,72.1,105508.0,105502.0] || -> . % 3.65/3.88 105513[15:Spt:105512.0,105474.0,105475.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105514[15:Spt:105512.0,105474.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105515[15:MRR:87.0,105514.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 105516[15:MRR:105430.2,105515.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 105517[15:MRR:80.0,105514.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 105518[15:MRR:105432.2,105517.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 105520[15:MRR:75.0,105514.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 105521[15:MRR:105431.2,105520.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 105523[16:Spt:105516.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105524[16:MRR:158.0,105523.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105525[16:MRR:163.0,105523.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 105528[16:MRR:105521.0,105524.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105532[16:MRR:128.1,105528.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 105533[16:MRR:105518.0,105525.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105537[16:MRR:105532.0,105533.0] || -> . % 3.65/3.88 105538[16:Spt:105537.0,105516.0,105523.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105539[16:Spt:105537.0,105516.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105540[16:MRR:130.0,105539.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105541[16:MRR:105521.1,105540.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105542[16:MRR:156.1,105541.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 105545[16:MRR:105518.0,105542.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105546[16:MRR:135.0,135.1,105539.0,105545.0] || -> . % 3.65/3.88 105549[13:Spt:105546.0,105417.3,105422.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 105550[13:Spt:105546.0,105417.0,105417.1,105417.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 105551[14:Spt:105550.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 105552[14:MRR:167.1,105551.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105553[14:MRR:157.0,105551.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105554[14:MRR:162.0,105551.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105556[14:MRR:168.1,105551.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105557[14:MRR:105418.0,105552.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105558[14:MRR:105419.0,105553.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105559[14:MRR:105421.0,105554.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105560[14:MRR:105420.0,105556.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105561[15:Spt:105557.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105562[15:MRR:130.0,105561.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105563[15:MRR:135.0,105561.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 105566[15:MRR:143.1,105561.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105567[15:MRR:105558.0,105562.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105568[15:MRR:105559.0,105563.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105569[15:MRR:105560.0,105566.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105570[16:Spt:105567.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 105572[16:MRR:72.1,105570.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 105573[16:MRR:75.1,105570.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105576[16:MRR:105568.0,105572.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 105577[16:MRR:52.1,105576.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105582[16:MRR:105569.0,105573.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105587[16:MRR:105577.0,105582.0] || -> . % 3.65/3.88 105588[16:Spt:105587.0,105567.0,105570.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 105589[16:Spt:105587.0,105567.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105590[16:MRR:44.1,105589.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 105591[16:MRR:105568.1,105590.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105593[16:MRR:80.1,105591.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105596[16:MRR:105569.0,105593.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105600[16:MRR:47.0,47.1,105596.0,105589.0] || -> . % 3.65/3.88 105601[15:Spt:105600.0,105557.0,105561.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105602[15:Spt:105600.0,105557.1,105557.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105603[16:Spt:105602.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105604[16:MRR:74.0,105603.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 105605[16:MRR:79.0,105603.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 105606[16:MRR:87.1,105603.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 105609[16:MRR:105558.1,105604.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105610[16:MRR:105559.1,105605.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 105611[16:MRR:105560.1,105606.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105612[17:Spt:105609.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105613[17:MRR:128.1,105612.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 105616[17:MRR:131.1,105612.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105617[17:MRR:105610.0,105613.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 105622[17:MRR:52.1,105617.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105623[17:MRR:105611.0,105616.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105628[17:MRR:105622.0,105623.0] || -> . % 3.65/3.88 105629[17:Spt:105628.0,105609.0,105612.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105630[17:Spt:105628.0,105609.1] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105631[17:MRR:44.1,105630.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 105632[17:MRR:105610.1,105631.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105635[17:MRR:136.1,105632.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105636[17:MRR:105611.0,105635.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105637[17:MRR:47.0,47.1,105636.0,105630.0] || -> . % 3.65/3.88 105641[16:Spt:105637.0,105602.0,105603.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 105642[16:Spt:105637.0,105602.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105643[16:MRR:51.0,105642.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 105644[16:MRR:105559.2,105643.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 105645[16:MRR:59.1,105642.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105646[16:MRR:105560.2,105645.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 105647[16:MRR:46.0,105642.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105648[16:MRR:105558.2,105647.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 105651[17:Spt:105644.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105652[17:MRR:128.0,105651.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105653[17:MRR:136.1,105651.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105656[17:MRR:105648.0,105652.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 105659[17:MRR:75.1,105656.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105661[17:MRR:105646.0,105653.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105665[17:MRR:105659.0,105661.0] || -> . % 3.65/3.88 105666[17:Spt:105665.0,105644.0,105651.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 105667[17:Spt:105665.0,105644.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105668[17:MRR:72.0,105667.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 105669[17:MRR:105648.1,105668.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105670[17:MRR:131.1,105669.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105673[17:MRR:105646.0,105670.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105676[17:MRR:80.0,80.1,105673.0,105667.0] || -> . % 3.65/3.88 105677[14:Spt:105676.0,105550.0,105551.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 105678[14:Spt:105676.0,105550.1,105550.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 105679[15:Spt:105678.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 105680[15:MRR:134.0,105679.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 105681[15:MRR:129.0,105679.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105682[15:MRR:140.1,105679.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105684[15:MRR:139.1,105679.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105685[15:MRR:105421.1,105680.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105686[15:MRR:105419.1,105681.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105687[15:MRR:105420.1,105682.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105688[15:MRR:105418.1,105684.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105689[16:Spt:105685.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 105690[16:MRR:163.1,105689.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105691[16:MRR:156.0,105689.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105693[16:MRR:164.1,105689.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105694[16:MRR:105688.0,105690.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105695[16:MRR:105686.0,105691.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105696[16:MRR:105687.0,105693.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105697[17:Spt:105694.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105700[17:MRR:87.1,105697.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105702[17:MRR:74.0,105697.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 105703[17:MRR:105696.0,105700.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105706[17:MRR:47.0,105703.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105709[17:MRR:105695.0,105702.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105714[17:MRR:105706.0,105709.0] || -> . % 3.65/3.88 105715[17:Spt:105714.0,105694.0,105697.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 105716[17:Spt:105714.0,105694.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105717[17:MRR:59.1,105716.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105718[17:MRR:105696.1,105717.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105721[17:MRR:75.0,105718.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 105723[17:MRR:105695.0,105721.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105726[17:MRR:46.0,46.1,105716.0,105723.0] || -> . % 3.65/3.88 105728[16:Spt:105726.0,105685.0,105689.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105729[16:Spt:105726.0,105685.1,105685.2] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105730[17:Spt:105729.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 105731[17:MRR:79.1,105730.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 105732[17:MRR:80.1,105730.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 105735[17:MRR:72.0,105730.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 105736[17:MRR:105688.1,105731.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 105737[17:MRR:105687.1,105732.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 105738[17:MRR:105686.1,105735.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 105739[18:Spt:105736.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105741[18:MRR:158.0,105739.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105742[18:MRR:171.1,105739.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105743[18:MRR:105738.0,105741.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105744[18:MRR:47.1,105743.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105749[18:MRR:105737.0,105742.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105754[18:MRR:105744.0,105749.0] || -> . % 3.65/3.88 105755[18:Spt:105754.0,105736.0,105739.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105756[18:Spt:105754.0,105736.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105757[18:MRR:46.0,105756.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105758[18:MRR:105738.1,105757.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105760[18:MRR:159.1,105758.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105761[18:MRR:105737.0,105760.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105765[18:MRR:59.0,59.1,105761.0,105756.0] || -> . % 3.65/3.88 105766[17:Spt:105765.0,105729.0,105730.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 105767[17:Spt:105765.0,105729.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 105768[17:MRR:44.0,105767.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 105769[17:MRR:105686.2,105768.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 105770[17:MRR:52.1,105767.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105771[17:MRR:105687.2,105770.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 105774[17:MRR:51.1,105767.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105775[17:MRR:105688.2,105774.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 105776[18:Spt:105769.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105777[18:MRR:158.1,105776.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105778[18:MRR:159.1,105776.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105780[18:MRR:105775.0,105777.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105782[18:MRR:87.1,105780.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105785[18:MRR:105771.0,105778.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105789[18:MRR:105782.0,105785.0] || -> . % 3.65/3.88 105790[18:Spt:105789.0,105769.0,105776.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105791[18:Spt:105789.0,105769.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 105792[18:MRR:74.1,105791.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 105793[18:MRR:105775.1,105792.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 105794[18:MRR:171.1,105793.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105796[18:MRR:105771.0,105794.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 105799[18:MRR:75.0,75.1,105796.0,105791.0] || -> . % 3.65/3.88 105800[15:Spt:105799.0,105678.0,105679.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 105801[15:Spt:105799.0,105678.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 105802[15:MRR:83.1,105801.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 105803[15:MRR:84.1,105801.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 105804[15:MRR:73.0,105801.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 105806[15:MRR:78.0,105801.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 105807[15:MRR:105421.2,105806.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 105808[15:MRR:105419.2,105804.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105809[15:MRR:105420.2,105803.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105810[15:MRR:105418.2,105802.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105811[16:Spt:105807.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 105812[16:MRR:164.1,105811.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105814[16:MRR:156.0,105811.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105815[16:MRR:163.1,105811.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105816[16:MRR:105809.0,105812.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 105817[16:MRR:105808.0,105814.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_2*. % 3.65/3.88 105818[16:MRR:105810.0,105815.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 105819[17:Spt:105816.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105821[17:MRR:131.0,105819.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 105823[17:MRR:143.0,105819.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105824[17:MRR:105817.0,105821.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105826[17:MRR:46.1,105824.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105830[17:MRR:105818.0,105823.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105835[17:MRR:105826.0,105830.0] || -> . % 3.65/3.88 105836[17:Spt:105835.0,105816.0,105819.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105837[17:Spt:105835.0,105816.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105838[17:MRR:47.0,105837.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105839[17:MRR:105817.1,105838.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105842[17:MRR:130.1,105839.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105843[17:MRR:105818.0,105842.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105847[17:MRR:59.0,59.1,105837.0,105843.0] || -> . % 3.65/3.88 105848[16:Spt:105847.0,105807.0,105811.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105849[16:Spt:105847.0,105807.1,105807.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 105850[17:Spt:105849.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105851[17:MRR:136.1,105850.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105852[17:MRR:128.0,105850.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 105854[17:MRR:135.1,105850.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105855[17:MRR:105809.1,105851.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 105856[17:MRR:105808.1,105852.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 105857[17:MRR:105810.1,105854.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 105858[18:Spt:105855.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105859[18:MRR:159.0,105858.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105860[18:MRR:171.0,105858.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105862[18:MRR:105856.0,105859.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105866[18:MRR:46.1,105862.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105868[18:MRR:105857.0,105860.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105873[18:MRR:105866.0,105868.0] || -> . % 3.65/3.88 105874[18:Spt:105873.0,105855.0,105858.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105875[18:Spt:105873.0,105855.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 105876[18:MRR:47.0,105875.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 105877[18:MRR:105856.1,105876.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105879[18:MRR:158.1,105877.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105880[18:MRR:105857.0,105879.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 105881[18:MRR:59.0,59.1,105875.0,105880.0] || -> . % 3.65/3.88 105885[17:Spt:105881.0,105849.0,105850.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 105886[17:Spt:105881.0,105849.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 105887[17:MRR:44.0,105886.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 105888[17:MRR:105808.2,105887.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 105889[17:MRR:51.1,105886.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 105890[17:MRR:105810.2,105889.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 105891[17:MRR:52.1,105886.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 105892[17:MRR:105809.2,105891.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 105895[18:Spt:105888.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 105896[18:MRR:159.1,105895.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 105897[18:MRR:158.1,105895.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105899[18:MRR:105892.0,105896.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 105900[18:MRR:143.0,105899.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105903[18:MRR:105890.0,105897.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105906[18:MRR:105900.0,105903.0] || -> . % 3.65/3.88 105907[18:Spt:105906.0,105888.0,105895.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 105908[18:Spt:105906.0,105888.1] || -> pigeon_2_in_hole_5*. % 3.65/3.88 105909[18:MRR:131.1,105908.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105910[18:MRR:105892.1,105909.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 105912[18:MRR:171.0,105910.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 105913[18:MRR:105890.0,105912.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 105915[18:MRR:130.0,130.1,105913.0,105908.0] || -> . % 3.65/3.88 105916[12:Spt:105915.0,105410.0,105411.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 105917[12:Spt:105915.0,105410.1,105410.2,105410.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 105918[13:Spt:105917.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 105919[13:MRR:149.1,105918.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 105920[13:MRR:153.1,105918.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 105921[13:MRR:152.1,105918.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 105922[13:MRR:150.1,105918.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 105923[13:MRR:151.1,105918.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 105924[13:MRR:104898.1,105919.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 105925[13:MRR:104899.1,105920.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 105926[13:MRR:104902.1,105921.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 105927[13:MRR:104901.1,105922.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 105928[13:MRR:104900.1,105923.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 105929[14:Spt:105924.3] || -> pigeon_2_in_hole_2*. % 3.65/3.88 105930[14:MRR:44.1,105929.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 105931[14:MRR:47.1,105929.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 105932[14:MRR:46.1,105929.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 105935[14:MRR:45.1,105929.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 105936[14:MRR:105927.3,105930.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 105937[14:MRR:105925.3,105931.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 105938[14:MRR:105926.3,105932.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 105939[14:MRR:105928.3,105935.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 105940[15:Spt:105936.1] || -> pigeon_3_in_hole_5*. % 3.65/3.88 105941[15:MRR:135.1,105940.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 105944[15:MRR:136.1,105940.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 105945[15:MRR:134.1,105940.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 105946[15:MRR:105938.1,105941.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 105947[15:MRR:105937.1,105944.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 105948[15:MRR:105939.1,105945.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 105949[16:Spt:105946.1] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105950[16:MRR:83.0,105949.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 105953[16:MRR:87.1,105949.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105955[16:MRR:105948.1,105950.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 105958[16:MRR:196.1,105955.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 105960[16:MRR:105947.1,105953.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 105964[16:MRR:105958.0,105960.0] || -> . % 3.65/3.88 105965[16:Spt:105964.0,105946.1,105949.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 105966[16:Spt:105964.0,105946.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 105967[16:MRR:195.0,105966.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 105968[16:MRR:105948.0,105967.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 105969[16:MRR:84.1,105968.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105973[16:MRR:105947.1,105969.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 105976[16:MRR:199.0,199.1,105973.0,105966.0] || -> . % 3.65/3.88 105977[15:Spt:105976.0,105936.1,105940.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 105978[15:Spt:105976.0,105936.0,105936.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 105979[16:Spt:105978.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 105980[16:MRR:190.1,105979.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 105981[16:MRR:192.1,105979.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 105983[16:MRR:191.1,105979.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 105984[16:MRR:105939.0,105980.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 105985[16:MRR:105937.0,105981.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 105986[16:MRR:105938.0,105983.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 105987[17:Spt:105984.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 105988[17:MRR:139.1,105987.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 105991[17:MRR:140.1,105987.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 105992[17:MRR:105986.0,105988.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 105994[17:MRR:87.1,105992.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 105998[17:MRR:105985.0,105991.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106003[17:MRR:105994.0,105998.0] || -> . % 3.65/3.88 106004[17:Spt:106003.0,105984.0,105987.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106005[17:Spt:106003.0,105984.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106006[17:MRR:83.1,106005.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 106007[17:MRR:105986.1,106006.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106008[17:MRR:143.1,106007.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106011[17:MRR:105985.0,106008.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106015[17:MRR:84.0,84.1,106011.0,106005.0] || -> . % 3.65/3.88 106016[16:Spt:106015.0,105978.0,105979.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 106017[16:Spt:106015.0,105978.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106018[16:MRR:79.1,106017.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106019[16:MRR:105938.2,106018.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 106020[16:MRR:80.1,106017.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 106021[16:MRR:105937.2,106020.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 106022[16:MRR:78.1,106017.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106023[16:MRR:105939.2,106022.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 106026[17:Spt:106019.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106027[17:MRR:195.0,106026.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106028[17:MRR:199.1,106026.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106030[17:MRR:106023.0,106027.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106031[17:MRR:140.1,106030.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106035[17:MRR:106021.0,106028.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106039[17:MRR:106031.0,106035.0] || -> . % 3.65/3.88 106040[17:Spt:106039.0,106019.0,106026.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106041[17:Spt:106039.0,106019.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106042[17:MRR:139.0,106041.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106043[17:MRR:106023.1,106042.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106044[17:MRR:196.1,106043.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106046[17:MRR:106021.0,106044.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106049[17:MRR:143.0,143.1,106046.0,106041.0] || -> . % 3.65/3.88 106050[14:Spt:106049.0,105924.3,105929.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 106051[14:Spt:106049.0,105924.0,105924.1,105924.2] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 106052[15:Spt:106051.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106053[15:MRR:186.1,106052.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106054[15:MRR:185.1,106052.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106055[15:MRR:187.1,106052.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106056[15:MRR:184.1,106052.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 106057[15:MRR:105926.0,106053.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106058[15:MRR:105928.0,106054.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106059[15:MRR:105925.0,106055.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106060[15:MRR:105927.0,106056.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 106061[16:Spt:106057.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106062[16:MRR:139.0,106061.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 106063[16:MRR:143.1,106061.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 106066[16:MRR:135.0,106061.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 106067[16:MRR:106058.0,106062.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106068[16:MRR:106059.0,106063.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106069[16:MRR:106060.0,106066.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 106070[17:Spt:106067.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106072[17:MRR:84.1,106070.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 106073[17:MRR:78.0,106070.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 106076[17:MRR:106068.0,106072.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106077[17:MRR:52.0,106076.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106082[17:MRR:106069.0,106073.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106087[17:MRR:106077.0,106082.0] || -> . % 3.65/3.88 106088[17:Spt:106087.0,106067.0,106070.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106089[17:Spt:106087.0,106067.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106090[17:MRR:56.1,106089.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 106091[17:MRR:106068.1,106090.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106093[17:MRR:80.0,106091.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 106096[17:MRR:106069.0,106093.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106097[17:MRR:50.0,50.1,106089.0,106096.0] || -> . % 3.65/3.88 106101[16:Spt:106097.0,106057.0,106061.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 106102[16:Spt:106097.0,106057.1,106057.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106103[17:Spt:106102.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106104[17:MRR:83.0,106103.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106105[17:MRR:87.1,106103.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106106[17:MRR:79.0,106103.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 106109[17:MRR:106058.1,106104.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 106110[17:MRR:106059.1,106105.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 106111[17:MRR:106060.1,106106.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 106112[18:Spt:106109.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106115[18:MRR:140.1,106112.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106116[18:MRR:134.0,106112.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106117[18:MRR:106110.0,106115.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106122[18:MRR:52.0,106117.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106123[18:MRR:106111.0,106116.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106128[18:MRR:106122.0,106123.0] || -> . % 3.65/3.88 106129[18:Spt:106128.0,106109.0,106112.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106130[18:Spt:106128.0,106109.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106131[18:MRR:56.1,106130.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 106132[18:MRR:106110.1,106131.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106135[18:MRR:136.0,106132.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106136[18:MRR:106111.0,106135.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106140[18:MRR:50.0,50.1,106130.0,106136.0] || -> . % 3.65/3.88 106141[17:Spt:106140.0,106102.0,106103.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106142[17:Spt:106140.0,106102.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106143[17:MRR:59.1,106142.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 106144[17:MRR:106059.2,106143.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 106145[17:MRR:51.0,106142.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106146[17:MRR:106060.2,106145.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 106147[17:MRR:55.0,106142.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106148[17:MRR:106058.2,106147.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 106151[18:Spt:106144.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106152[18:MRR:140.0,106151.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106153[18:MRR:136.0,106151.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106156[18:MRR:106148.0,106152.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106159[18:MRR:78.0,106156.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 106161[18:MRR:106146.0,106153.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106165[18:MRR:106159.0,106161.0] || -> . % 3.65/3.88 106166[18:Spt:106165.0,106144.0,106151.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106167[18:Spt:106165.0,106144.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106168[18:MRR:84.0,106167.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106169[18:MRR:106148.1,106168.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106170[18:MRR:134.0,106169.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106173[18:MRR:106146.0,106170.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106176[18:MRR:80.0,80.1,106167.0,106173.0] || -> . % 3.65/3.88 106177[15:Spt:106176.0,106051.0,106052.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106178[15:Spt:106176.0,106051.1,106051.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 106179[16:Spt:106178.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 106180[16:MRR:131.1,106179.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 106181[16:MRR:129.1,106179.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 106182[16:MRR:128.1,106179.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 106184[16:MRR:130.1,106179.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 106185[16:MRR:105925.1,106180.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106186[16:MRR:105928.1,106181.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106187[16:MRR:105927.1,106182.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 106188[16:MRR:105926.1,106184.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106189[17:Spt:106185.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 106190[17:MRR:199.0,106189.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106191[17:MRR:196.0,106189.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106192[17:MRR:192.0,106189.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 106193[17:MRR:106188.0,106190.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106194[17:MRR:106186.0,106191.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106195[17:MRR:106187.0,106192.0] || -> pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 106196[18:Spt:106193.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106199[18:MRR:79.0,106196.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 106201[18:MRR:83.0,106196.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106202[18:MRR:106195.0,106199.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106207[18:MRR:50.1,106202.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106208[18:MRR:106194.0,106201.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106213[18:MRR:106207.0,106208.0] || -> . % 3.65/3.88 106214[18:Spt:106213.0,106193.0,106196.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 106215[18:Spt:106213.0,106193.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106216[18:MRR:51.0,106215.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106217[18:MRR:106195.1,106216.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106220[18:MRR:78.1,106217.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106222[18:MRR:106194.0,106220.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106225[18:MRR:55.0,55.1,106215.0,106222.0] || -> . % 3.65/3.88 106227[17:Spt:106225.0,106185.0,106189.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106228[17:Spt:106225.0,106185.1,106185.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106229[18:Spt:106228.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106230[18:MRR:87.0,106229.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106231[18:MRR:80.0,106229.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 106234[18:MRR:84.0,106229.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106235[18:MRR:106188.1,106230.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 106236[18:MRR:106187.1,106231.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 106237[18:MRR:106186.1,106234.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 106238[19:Spt:106235.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106239[19:MRR:195.0,106238.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106240[19:MRR:191.0,106238.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106241[19:MRR:106237.0,106239.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106242[19:MRR:50.0,106241.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106247[19:MRR:106236.0,106240.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106252[19:MRR:106242.0,106247.0] || -> . % 3.65/3.88 106253[19:Spt:106252.0,106235.0,106238.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106254[19:Spt:106252.0,106235.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106255[19:MRR:55.0,106254.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106256[19:MRR:106237.1,106255.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106257[19:MRR:190.0,106256.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106258[19:MRR:106236.0,106257.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106262[19:MRR:51.0,51.1,106254.0,106258.0] || -> . % 3.65/3.88 106263[18:Spt:106262.0,106228.0,106229.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106264[18:Spt:106262.0,106228.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106265[18:MRR:56.0,106264.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 106266[18:MRR:106186.2,106265.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 106267[18:MRR:52.0,106264.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106268[18:MRR:106187.2,106267.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.88 106271[18:MRR:59.0,106264.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106272[18:MRR:106188.2,106271.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 106273[19:Spt:106266.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106274[19:MRR:195.1,106273.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106275[19:MRR:190.0,106273.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106276[19:MRR:106272.0,106274.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106278[19:MRR:79.0,106276.0] || pigeon_3_in_hole_3* -> . % 3.65/3.88 106281[19:MRR:106268.0,106275.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106285[19:MRR:106278.0,106281.0] || -> . % 3.65/3.88 106286[19:Spt:106285.0,106266.0,106273.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106287[19:Spt:106285.0,106266.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106288[19:MRR:83.1,106287.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 106289[19:MRR:106272.1,106288.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106290[19:MRR:191.0,106289.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106291[19:MRR:106268.0,106290.0] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106294[19:MRR:78.0,78.1,106287.0,106291.0] || -> . % 3.65/3.88 106295[16:Spt:106294.0,106178.0,106179.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 106296[16:Spt:106294.0,106178.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106297[16:MRR:74.1,106296.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106298[16:MRR:72.1,106296.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 106299[16:MRR:73.1,106296.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106301[16:MRR:75.1,106296.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106302[16:MRR:105925.2,106301.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 106303[16:MRR:105928.2,106299.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 106304[16:MRR:105927.2,106298.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 106305[16:MRR:105926.2,106297.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 106306[17:Spt:106302.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 106307[17:MRR:192.0,106306.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 106308[17:MRR:196.0,106306.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106309[17:MRR:199.0,106306.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106310[17:MRR:106304.0,106307.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 106311[17:MRR:106303.0,106308.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 106312[17:MRR:106305.0,106309.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 106313[18:Spt:106310.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 106315[18:MRR:134.1,106313.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106317[18:MRR:135.1,106313.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 106318[18:MRR:106311.0,106315.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106320[18:MRR:55.1,106318.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106324[18:MRR:106312.0,106317.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106329[18:MRR:106320.0,106324.0] || -> . % 3.65/3.88 106330[18:Spt:106329.0,106310.0,106313.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106331[18:Spt:106329.0,106310.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106332[18:MRR:50.1,106331.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106333[18:MRR:106311.1,106332.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106336[18:MRR:139.1,106333.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 106337[18:MRR:106312.0,106336.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106341[18:MRR:51.0,51.1,106337.0,106331.0] || -> . % 3.65/3.88 106342[17:Spt:106341.0,106302.0,106306.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106343[17:Spt:106341.0,106302.1,106302.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 106344[18:Spt:106343.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106345[18:MRR:136.0,106344.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 106346[18:MRR:140.0,106344.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 106348[18:MRR:143.0,106344.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 106349[18:MRR:106304.1,106345.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 106350[18:MRR:106303.1,106346.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 106351[18:MRR:106305.1,106348.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 106352[19:Spt:106349.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 106353[19:MRR:190.1,106352.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106354[19:MRR:191.1,106352.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106355[19:MRR:106350.0,106353.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106359[19:MRR:55.1,106355.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106361[19:MRR:106351.0,106354.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106366[19:MRR:106359.0,106361.0] || -> . % 3.65/3.88 106367[19:Spt:106366.0,106349.0,106352.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106368[19:Spt:106366.0,106349.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106369[19:MRR:50.1,106368.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106370[19:MRR:106350.1,106369.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106371[19:MRR:195.1,106370.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106372[19:MRR:106351.0,106371.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106373[19:MRR:51.0,51.1,106372.0,106368.0] || -> . % 3.65/3.88 106377[18:Spt:106373.0,106343.0,106344.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 106378[18:Spt:106373.0,106343.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106379[18:MRR:56.0,106378.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 106380[18:MRR:106303.2,106379.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 106381[18:MRR:59.0,106378.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106382[18:MRR:106305.2,106381.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 106383[18:MRR:52.0,106378.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 106384[18:MRR:106304.2,106383.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.88 106387[19:Spt:106380.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106388[19:MRR:190.0,106387.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 106389[19:MRR:195.1,106387.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106390[19:MRR:106384.0,106388.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 106391[19:MRR:135.1,106390.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 106394[19:MRR:106382.0,106389.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106397[19:MRR:106391.0,106394.0] || -> . % 3.65/3.88 106398[19:Spt:106397.0,106380.0,106387.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106399[19:Spt:106397.0,106380.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106400[19:MRR:134.0,106399.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 106401[19:MRR:106384.1,106400.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 106402[19:MRR:191.1,106401.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106403[19:MRR:106382.0,106402.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106405[19:MRR:139.0,139.1,106403.0,106399.0] || -> . % 3.65/3.88 106406[13:Spt:106405.0,105917.0,105918.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 106407[13:Spt:106405.0,105917.1,105917.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 106408[14:Spt:106407.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 106409[14:MRR:122.1,106408.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 106410[14:MRR:124.1,106408.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 106411[14:MRR:123.1,106408.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 106412[14:MRR:125.1,106408.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 106413[14:MRR:121.1,106408.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 106414[14:MRR:104901.2,106409.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3 pigeon_3_in_hole_2*. % 3.65/3.88 106415[14:MRR:104902.2,106410.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106416[14:MRR:104900.2,106411.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106417[14:MRR:104899.2,106412.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106418[14:MRR:104898.2,106413.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 106419[15:Spt:106414.3] || -> pigeon_3_in_hole_2*. % 3.65/3.88 106420[15:MRR:50.1,106419.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 106421[15:MRR:51.1,106419.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 106422[15:MRR:52.1,106419.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 106425[15:MRR:44.0,106419.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 106426[15:MRR:106416.3,106420.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 106427[15:MRR:106415.3,106421.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 106428[15:MRR:106417.3,106422.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 106429[15:MRR:106418.3,106425.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 106430[16:Spt:106426.2] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106431[16:MRR:83.1,106430.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106433[16:MRR:73.0,106430.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 106435[16:MRR:84.1,106430.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106436[16:MRR:106427.2,106431.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 106437[16:MRR:106429.2,106433.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 106438[16:MRR:106428.2,106435.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 106439[17:Spt:106436.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106442[17:MRR:199.1,106439.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106443[17:MRR:186.0,106439.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106444[17:MRR:106438.0,106442.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106445[17:MRR:159.0,106444.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106449[17:MRR:106437.0,106443.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106453[17:MRR:106445.0,106449.0] || -> . % 3.65/3.88 106454[17:Spt:106453.0,106436.0,106439.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106455[17:Spt:106453.0,106436.1] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106456[17:MRR:171.1,106455.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106457[17:MRR:106438.1,106456.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 106460[17:MRR:187.0,106457.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106461[17:MRR:106437.0,106460.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106464[17:MRR:158.0,158.1,106455.0,106461.0] || -> . % 3.65/3.88 106465[16:Spt:106464.0,106426.2,106430.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106466[16:Spt:106464.0,106426.0,106426.1] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 106467[17:Spt:106466.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106468[17:MRR:195.1,106467.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106469[17:MRR:196.1,106467.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106471[17:MRR:185.0,106467.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106472[17:MRR:106427.0,106468.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 106473[17:MRR:106428.0,106469.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 106474[17:MRR:106429.0,106471.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 106475[18:Spt:106472.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106476[18:MRR:171.1,106475.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106477[18:MRR:158.0,106475.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106480[18:MRR:106473.0,106476.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106483[18:MRR:75.0,106480.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106485[18:MRR:106474.0,106477.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106489[18:MRR:106483.0,106485.0] || -> . % 3.65/3.88 106490[18:Spt:106489.0,106472.0,106475.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 106491[18:Spt:106489.0,106472.1] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106492[18:MRR:87.1,106491.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 106493[18:MRR:106473.1,106492.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106496[18:MRR:159.0,106493.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106497[18:MRR:106474.0,106496.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106500[18:MRR:74.0,74.1,106491.0,106497.0] || -> . % 3.65/3.88 106501[17:Spt:106500.0,106466.0,106467.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106502[17:Spt:106500.0,106466.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106503[17:MRR:167.1,106502.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 106504[17:MRR:106427.1,106503.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 106505[17:MRR:168.1,106502.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106506[17:MRR:106428.1,106505.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.88 106507[17:MRR:157.0,106502.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106508[17:MRR:106429.1,106507.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 106510[18:Spt:106504.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106511[18:MRR:186.0,106510.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106512[18:MRR:199.1,106510.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106514[18:MRR:106508.0,106511.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106515[18:MRR:75.1,106514.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 106519[18:MRR:106506.0,106512.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106523[18:MRR:106515.0,106519.0] || -> . % 3.65/3.88 106524[18:Spt:106523.0,106504.0,106510.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106525[18:Spt:106523.0,106504.1] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106526[18:MRR:74.0,106525.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106527[18:MRR:106508.1,106526.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106528[18:MRR:187.1,106527.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106530[18:MRR:106506.0,106528.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106533[18:MRR:87.0,87.1,106530.0,106525.0] || -> . % 3.65/3.88 106534[15:Spt:106533.0,106414.3,106419.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 106535[15:Spt:106533.0,106414.0,106414.1,106414.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 106536[16:Spt:106535.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 106537[16:MRR:191.1,106536.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106538[16:MRR:184.0,106536.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106539[16:MRR:192.1,106536.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106540[16:MRR:190.1,106536.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106541[16:MRR:106415.0,106537.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106542[16:MRR:106418.0,106538.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 106543[16:MRR:106417.0,106539.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106544[16:MRR:106416.0,106540.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106545[17:Spt:106541.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106546[17:MRR:167.0,106545.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 106548[17:MRR:158.0,106545.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 106549[17:MRR:171.1,106545.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 106550[17:MRR:106544.0,106546.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106551[17:MRR:106542.0,106548.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 106552[17:MRR:106543.0,106549.0] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106553[18:Spt:106550.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106554[18:MRR:84.1,106553.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 106556[18:MRR:73.0,106553.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106559[18:MRR:106552.0,106554.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106564[18:MRR:47.0,106559.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106565[18:MRR:106551.0,106556.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106570[18:MRR:106564.0,106565.0] || -> . % 3.65/3.88 106571[18:Spt:106570.0,106550.0,106553.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106572[18:Spt:106570.0,106550.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106573[18:MRR:56.1,106572.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 106574[18:MRR:106552.1,106573.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106575[18:MRR:75.0,106574.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106579[18:MRR:106551.0,106575.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106583[18:MRR:45.0,45.1,106572.0,106579.0] || -> . % 3.65/3.88 106584[17:Spt:106583.0,106541.0,106545.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 106585[17:Spt:106583.0,106541.1,106541.2] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106586[18:Spt:106585.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106587[18:MRR:83.0,106586.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106588[18:MRR:87.1,106586.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106590[18:MRR:74.0,106586.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 106592[18:MRR:106544.1,106587.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 106593[18:MRR:106543.1,106588.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 106594[18:MRR:106542.1,106590.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 106595[19:Spt:106592.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106596[19:MRR:168.1,106595.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106597[19:MRR:157.0,106595.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106599[19:MRR:106593.0,106596.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106601[19:MRR:47.0,106599.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106605[19:MRR:106594.0,106597.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106610[19:MRR:106601.0,106605.0] || -> . % 3.65/3.88 106611[19:Spt:106610.0,106592.0,106595.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 106612[19:Spt:106610.0,106592.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106613[19:MRR:56.1,106612.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 106614[19:MRR:106593.1,106613.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106616[19:MRR:159.0,106614.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106617[19:MRR:106594.0,106616.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106618[19:MRR:45.0,45.1,106612.0,106617.0] || -> . % 3.65/3.88 106622[18:Spt:106618.0,106585.0,106586.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106623[18:Spt:106618.0,106585.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106624[18:MRR:59.1,106623.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 106625[18:MRR:106543.2,106624.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 106626[18:MRR:46.0,106623.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106627[18:MRR:106542.2,106626.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 106628[18:MRR:55.0,106623.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106629[18:MRR:106544.2,106628.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 106632[19:Spt:106625.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106633[19:MRR:168.0,106632.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 106634[19:MRR:159.0,106632.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106636[19:MRR:106629.0,106633.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106638[19:MRR:73.0,106636.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106641[19:MRR:106627.0,106634.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106645[19:MRR:106638.0,106641.0] || -> . % 3.65/3.88 106646[19:Spt:106645.0,106625.0,106632.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106647[19:Spt:106645.0,106625.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106648[19:MRR:84.0,106647.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106649[19:MRR:106629.1,106648.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106651[19:MRR:157.0,106649.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106652[19:MRR:106627.0,106651.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106655[19:MRR:75.0,75.1,106647.0,106652.0] || -> . % 3.65/3.88 106656[16:Spt:106655.0,106535.0,106536.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 106657[16:Spt:106655.0,106535.1,106535.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.88 106658[17:Spt:106657.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 106659[17:MRR:164.1,106658.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 106660[17:MRR:162.1,106658.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 106661[17:MRR:156.0,106658.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 106662[17:MRR:163.1,106658.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 106663[17:MRR:106417.1,106659.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106664[17:MRR:106416.1,106660.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106665[17:MRR:106418.1,106661.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 106666[17:MRR:106415.1,106662.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106667[18:Spt:106663.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 106668[18:MRR:199.0,106667.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106669[18:MRR:187.0,106667.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106670[18:MRR:196.0,106667.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106671[18:MRR:106666.0,106668.0] || -> pigeon_5_in_hole_3 pigeon_5_in_hole_2*. % 3.65/3.88 106672[18:MRR:106665.0,106669.0] || -> pigeon_2_in_hole_3 pigeon_2_in_hole_2*. % 3.65/3.88 106673[18:MRR:106664.0,106670.0] || -> pigeon_4_in_hole_3 pigeon_4_in_hole_2*. % 3.65/3.88 106674[19:Spt:106671.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106676[19:MRR:74.0,106674.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 106679[19:MRR:83.0,106674.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106680[19:MRR:106672.0,106676.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106683[19:MRR:45.1,106680.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106686[19:MRR:106673.0,106679.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106691[19:MRR:106683.0,106686.0] || -> . % 3.65/3.88 106692[19:Spt:106691.0,106671.0,106674.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 106693[19:Spt:106691.0,106671.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106694[19:MRR:46.0,106693.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106695[19:MRR:106672.1,106694.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106697[19:MRR:73.1,106695.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106700[19:MRR:106673.0,106697.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106703[19:MRR:55.0,55.1,106693.0,106700.0] || -> . % 3.65/3.88 106705[18:Spt:106703.0,106663.0,106667.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106706[18:Spt:106703.0,106663.1,106663.2] || -> pigeon_6_in_hole_3 pigeon_6_in_hole_2*. % 3.65/3.88 106707[19:Spt:106706.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 106708[19:MRR:87.0,106707.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106709[19:MRR:75.0,106707.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 106712[19:MRR:84.0,106707.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106713[19:MRR:106666.1,106708.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 106714[19:MRR:106665.1,106709.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 106715[19:MRR:106664.1,106712.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 106716[20:Spt:106713.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106717[20:MRR:186.0,106716.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106718[20:MRR:195.0,106716.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106719[20:MRR:106714.0,106717.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106723[20:MRR:45.1,106719.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106725[20:MRR:106715.0,106718.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106730[20:MRR:106723.0,106725.0] || -> . % 3.65/3.88 106731[20:Spt:106730.0,106713.0,106716.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106732[20:Spt:106730.0,106713.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106733[20:MRR:46.0,106732.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106734[20:MRR:106714.1,106733.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106735[20:MRR:185.1,106734.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106736[20:MRR:106715.0,106735.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106738[20:MRR:55.0,55.1,106732.0,106736.0] || -> . % 3.65/3.88 106741[19:Spt:106738.0,106706.0,106707.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106742[19:Spt:106738.0,106706.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106743[19:MRR:47.0,106742.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 106744[19:MRR:106665.2,106743.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 106745[19:MRR:56.0,106742.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106746[19:MRR:106664.2,106745.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 106747[19:MRR:59.0,106742.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106748[19:MRR:106666.2,106747.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 106751[20:Spt:106744.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106752[20:MRR:186.1,106751.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106753[20:MRR:185.1,106751.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106754[20:MRR:106748.0,106752.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 106755[20:MRR:83.0,106754.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 106759[20:MRR:106746.0,106753.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106763[20:MRR:106755.0,106759.0] || -> . % 3.65/3.88 106764[20:Spt:106763.0,106744.0,106751.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106765[20:Spt:106763.0,106744.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 106766[20:MRR:74.1,106765.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 106767[20:MRR:106748.1,106766.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106768[20:MRR:195.0,106767.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106769[20:MRR:106746.0,106768.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 106772[20:MRR:73.0,73.1,106769.0,106765.0] || -> . % 3.65/3.88 106773[17:Spt:106772.0,106657.0,106658.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 106774[17:Spt:106772.0,106657.1] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106775[17:MRR:79.1,106774.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106776[17:MRR:78.1,106774.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106778[17:MRR:72.0,106774.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 106779[17:MRR:80.1,106774.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106780[17:MRR:106417.2,106779.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 106781[17:MRR:106416.2,106776.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 106782[17:MRR:106418.2,106778.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 106783[17:MRR:106415.2,106775.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 106784[18:Spt:106780.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 106785[18:MRR:196.0,106784.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106786[18:MRR:187.0,106784.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106787[18:MRR:199.0,106784.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106788[18:MRR:106781.0,106785.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 106789[18:MRR:106782.0,106786.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_2*. % 3.65/3.88 106790[18:MRR:106783.0,106787.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 106791[19:Spt:106788.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106793[19:MRR:157.0,106791.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106794[19:MRR:167.1,106791.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 106795[19:MRR:106789.0,106793.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106797[19:MRR:46.1,106795.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106801[19:MRR:106790.0,106794.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106806[19:MRR:106797.0,106801.0] || -> . % 3.65/3.88 106807[19:Spt:106806.0,106788.0,106791.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 106808[19:Spt:106806.0,106788.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106809[19:MRR:45.0,106808.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106810[19:MRR:106789.1,106809.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106812[19:MRR:158.1,106810.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 106813[19:MRR:106790.0,106812.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106817[19:MRR:55.0,55.1,106813.0,106808.0] || -> . % 3.65/3.88 106818[18:Spt:106817.0,106780.0,106784.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106819[18:Spt:106817.0,106780.1,106780.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 106820[19:Spt:106819.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106821[19:MRR:168.0,106820.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 106822[19:MRR:159.0,106820.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 106823[19:MRR:171.0,106820.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 106824[19:MRR:106781.1,106821.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 106825[19:MRR:106782.1,106822.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_2*. % 3.65/3.88 106826[19:MRR:106783.1,106823.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 106827[20:Spt:106824.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106828[20:MRR:185.0,106827.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106829[20:MRR:195.1,106827.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106830[20:MRR:106825.0,106828.0] || -> pigeon_2_in_hole_2*. % 3.65/3.88 106834[20:MRR:46.1,106830.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106836[20:MRR:106826.0,106829.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106841[20:MRR:106834.0,106836.0] || -> . % 3.65/3.88 106842[20:Spt:106841.0,106824.0,106827.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106843[20:Spt:106841.0,106824.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 106844[20:MRR:45.0,106843.0] || pigeon_2_in_hole_2* -> . % 3.65/3.88 106845[20:MRR:106825.1,106844.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106846[20:MRR:186.1,106845.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106847[20:MRR:106826.0,106846.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 106848[20:MRR:55.0,55.1,106847.0,106843.0] || -> . % 3.65/3.88 106852[19:Spt:106848.0,106819.0,106820.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 106853[19:Spt:106848.0,106819.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 106854[19:MRR:47.0,106853.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 106855[19:MRR:106782.2,106854.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 106856[19:MRR:59.0,106853.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 106857[19:MRR:106783.2,106856.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 106858[19:MRR:56.0,106853.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 106859[19:MRR:106781.2,106858.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 106862[20:Spt:106855.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106863[20:MRR:185.1,106862.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106864[20:MRR:186.1,106862.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106865[20:MRR:106859.0,106863.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106866[20:MRR:167.1,106865.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 106868[20:MRR:106857.0,106864.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106870[20:MRR:106866.0,106868.0] || -> . % 3.65/3.88 106871[20:Spt:106870.0,106855.0,106862.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106872[20:Spt:106870.0,106855.1] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106873[20:MRR:157.1,106872.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 106874[20:MRR:106859.1,106873.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106875[20:MRR:195.1,106874.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 106876[20:MRR:106857.0,106875.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106877[20:MRR:158.0,158.1,106876.0,106872.0] || -> . % 3.65/3.88 106878[14:Spt:106877.0,106407.0,106408.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 106879[14:Spt:106877.0,106407.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 106880[14:MRR:37.1,106879.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 106881[14:MRR:40.1,106879.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 106882[14:MRR:39.1,106879.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 106883[14:MRR:41.1,106879.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 106885[14:MRR:38.1,106879.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 106886[14:MRR:104901.4,106885.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.88 106887[14:MRR:104902.4,106881.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 106888[14:MRR:104900.4,106882.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 106889[14:MRR:104899.4,106883.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 106890[14:MRR:104898.4,106880.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 106891[15:Spt:106886.3] || -> pigeon_3_in_hole_3*. % 3.65/3.88 106892[15:MRR:79.1,106891.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 106893[15:MRR:78.1,106891.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 106895[15:MRR:72.0,106891.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 106896[15:MRR:80.1,106891.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 106897[15:MRR:106887.3,106892.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 106898[15:MRR:106888.3,106893.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 106899[15:MRR:106890.3,106895.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 106900[15:MRR:106889.3,106896.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 106901[16:Spt:106897.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 106902[16:MRR:186.0,106901.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 106903[16:MRR:195.0,106901.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 106904[16:MRR:199.1,106901.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 106906[16:MRR:106899.0,106902.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 106907[16:MRR:106898.0,106903.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 106908[16:MRR:106900.0,106904.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 106909[17:Spt:106906.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106910[17:MRR:157.1,106909.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 106912[17:MRR:159.1,106909.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106914[17:MRR:106907.0,106910.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106917[17:MRR:140.1,106914.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106919[17:MRR:106908.0,106912.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106923[17:MRR:106917.0,106919.0] || -> . % 3.65/3.88 106924[17:Spt:106923.0,106906.0,106909.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106925[17:Spt:106923.0,106906.1] || -> pigeon_2_in_hole_5*. % 3.65/3.88 106926[17:MRR:129.1,106925.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106927[17:MRR:106907.1,106926.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106929[17:MRR:168.1,106927.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106931[17:MRR:106908.0,106929.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106932[17:MRR:131.0,131.1,106931.0,106925.0] || -> . % 3.65/3.88 106935[16:Spt:106932.0,106897.0,106901.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 106936[16:Spt:106932.0,106897.1,106897.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 106937[17:Spt:106936.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 106938[17:MRR:158.0,106937.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 106939[17:MRR:167.0,106937.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 106940[17:MRR:171.1,106937.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 106942[17:MRR:106899.1,106938.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 106943[17:MRR:106898.1,106939.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 106944[17:MRR:106900.1,106940.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 106945[18:Spt:106942.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106946[18:MRR:185.1,106945.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106947[18:MRR:187.1,106945.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106949[18:MRR:106943.0,106946.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 106951[18:MRR:140.1,106949.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106954[18:MRR:106944.0,106947.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106958[18:MRR:106951.0,106954.0] || -> . % 3.65/3.88 106959[18:Spt:106958.0,106942.0,106945.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106960[18:Spt:106958.0,106942.1] || -> pigeon_2_in_hole_5*. % 3.65/3.88 106961[18:MRR:129.1,106960.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 106962[18:MRR:106943.1,106961.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106963[18:MRR:196.1,106962.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106965[18:MRR:106944.0,106963.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 106968[18:MRR:131.0,131.1,106965.0,106960.0] || -> . % 3.65/3.88 106969[17:Spt:106968.0,106936.0,106937.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 106970[17:Spt:106968.0,106936.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 106971[17:MRR:139.0,106970.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 106972[17:MRR:106898.2,106971.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 106973[17:MRR:143.1,106970.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 106974[17:MRR:106900.2,106973.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 106975[17:MRR:130.0,106970.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 106976[17:MRR:106899.2,106975.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 106978[18:Spt:106972.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 106979[18:MRR:185.0,106978.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 106981[18:MRR:196.1,106978.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106982[18:MRR:106976.0,106979.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 106984[18:MRR:159.1,106982.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 106986[18:MRR:106974.0,106981.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106989[18:MRR:106984.0,106986.0] || -> . % 3.65/3.88 106990[18:Spt:106989.0,106972.0,106978.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 106991[18:Spt:106989.0,106972.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 106992[18:MRR:157.0,106991.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 106993[18:MRR:106976.1,106992.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 106995[18:MRR:187.1,106993.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 106996[18:MRR:106974.0,106995.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 106998[18:MRR:168.0,168.1,106996.0,106991.0] || -> . % 3.65/3.88 106999[15:Spt:106998.0,106886.3,106891.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 107000[15:Spt:106998.0,106886.0,106886.1,106886.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 107001[16:Spt:107000.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 107002[16:MRR:190.1,107001.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107003[16:MRR:184.0,107001.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 107004[16:MRR:192.1,107001.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107005[16:MRR:191.1,107001.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107006[16:MRR:106888.0,107002.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 107007[16:MRR:106890.0,107003.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 107008[16:MRR:106889.0,107004.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 107009[16:MRR:106887.0,107005.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 107010[17:Spt:107006.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107011[17:MRR:157.0,107010.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 107012[17:MRR:168.1,107010.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107014[17:MRR:167.1,107010.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107015[17:MRR:107007.0,107011.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 107016[17:MRR:107008.0,107012.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 107017[17:MRR:107009.0,107014.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 107018[18:Spt:107015.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 107020[18:MRR:131.1,107018.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107021[18:MRR:130.1,107018.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107023[18:MRR:107016.0,107020.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 107024[18:MRR:87.0,107023.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107028[18:MRR:107017.0,107021.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107032[18:MRR:107024.0,107028.0] || -> . % 3.65/3.88 107033[18:Spt:107032.0,107015.0,107018.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 107034[18:Spt:107032.0,107015.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107035[18:MRR:75.1,107034.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 107036[18:MRR:107016.1,107035.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107038[18:MRR:143.0,107036.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107040[18:MRR:107017.0,107038.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107043[18:MRR:74.0,74.1,107040.0,107034.0] || -> . % 3.65/3.88 107044[17:Spt:107043.0,107006.0,107010.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107045[17:Spt:107043.0,107006.1,107006.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 107046[18:Spt:107045.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107047[18:MRR:129.0,107046.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 107048[18:MRR:140.1,107046.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107049[18:MRR:139.1,107046.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107051[18:MRR:107007.1,107047.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 107052[18:MRR:107008.1,107048.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 107053[18:MRR:107009.1,107049.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 107054[19:Spt:107051.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 107055[19:MRR:159.1,107054.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107057[19:MRR:158.1,107054.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107058[19:MRR:107052.0,107055.0] || -> pigeon_6_in_hole_3*. % 3.65/3.88 107062[19:MRR:87.0,107058.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107063[19:MRR:107053.0,107057.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107067[19:MRR:107062.0,107063.0] || -> . % 3.65/3.88 107068[19:Spt:107067.0,107051.0,107054.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 107069[19:Spt:107067.0,107051.1] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107070[19:MRR:75.1,107069.0] || pigeon_6_in_hole_3* -> . % 3.65/3.88 107071[19:MRR:107052.1,107070.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107073[19:MRR:171.0,107071.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107074[19:MRR:107053.0,107073.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107075[19:MRR:74.0,74.1,107074.0,107069.0] || -> . % 3.65/3.88 107078[18:Spt:107075.0,107045.0,107046.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107079[18:Spt:107075.0,107045.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107080[18:MRR:84.1,107079.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 107081[18:MRR:107008.2,107080.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 107082[18:MRR:83.1,107079.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107083[18:MRR:107009.2,107082.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 107084[18:MRR:73.0,107079.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 107085[18:MRR:107007.2,107084.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5*. % 3.65/3.88 107087[19:Spt:107081.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107088[19:MRR:159.0,107087.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 107089[19:MRR:171.0,107087.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107091[19:MRR:107085.0,107088.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 107093[19:MRR:130.1,107091.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107095[19:MRR:107083.0,107089.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107098[19:MRR:107093.0,107095.0] || -> . % 3.65/3.88 107099[19:Spt:107098.0,107081.0,107087.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107100[19:Spt:107098.0,107081.1] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107101[19:MRR:131.0,107100.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 107102[19:MRR:107085.1,107101.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 107103[19:MRR:158.1,107102.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107105[19:MRR:107083.0,107103.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107107[19:MRR:143.0,143.1,107100.0,107105.0] || -> . % 3.65/3.88 107108[16:Spt:107107.0,107000.0,107001.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107109[16:Spt:107107.0,107000.1,107000.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 107110[17:Spt:107109.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 107111[17:MRR:164.1,107110.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107112[17:MRR:156.0,107110.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 107113[17:MRR:163.1,107110.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107114[17:MRR:162.1,107110.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107115[17:MRR:106889.1,107111.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 107116[17:MRR:106890.1,107112.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 107117[17:MRR:106887.1,107113.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 107118[17:MRR:106888.1,107114.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 107119[18:Spt:107115.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107120[18:MRR:196.0,107119.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107121[18:MRR:187.0,107119.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 107122[18:MRR:199.0,107119.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107123[18:MRR:107118.0,107120.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.88 107124[18:MRR:107116.0,107121.0] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_3*. % 3.65/3.88 107125[18:MRR:107117.0,107122.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.88 107126[19:Spt:107123.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107128[19:MRR:139.1,107126.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107130[19:MRR:129.0,107126.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 107131[19:MRR:107125.0,107128.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107134[19:MRR:74.0,107131.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 107136[19:MRR:107124.0,107130.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107140[19:MRR:107134.0,107136.0] || -> . % 3.65/3.88 107141[19:Spt:107140.0,107123.0,107126.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107142[19:Spt:107140.0,107123.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107143[19:MRR:83.1,107142.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107144[19:MRR:107125.1,107143.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107146[19:MRR:130.0,107144.0] || pigeon_2_in_hole_5* -> . % 3.65/3.88 107148[19:MRR:107124.0,107146.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107150[19:MRR:73.0,73.1,107142.0,107148.0] || -> . % 3.65/3.88 107152[18:Spt:107150.0,107115.0,107119.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107153[18:Spt:107150.0,107115.1,107115.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.88 107154[19:Spt:107153.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107155[19:MRR:140.0,107154.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107156[19:MRR:143.0,107154.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107158[19:MRR:131.0,107154.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 107159[19:MRR:107118.1,107155.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 107160[19:MRR:107117.1,107156.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 107161[19:MRR:107116.1,107158.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 107162[20:Spt:107159.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107163[20:MRR:185.0,107162.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 107164[20:MRR:195.1,107162.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107165[20:MRR:107161.0,107163.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107166[20:MRR:74.1,107165.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107170[20:MRR:107160.0,107164.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107174[20:MRR:107166.0,107170.0] || -> . % 3.65/3.88 107175[20:Spt:107174.0,107159.0,107162.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107176[20:Spt:107174.0,107159.1] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107177[20:MRR:73.0,107176.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 107178[20:MRR:107161.1,107177.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 107179[20:MRR:186.1,107178.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107180[20:MRR:107160.0,107179.0] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107183[20:MRR:83.0,83.1,107180.0,107176.0] || -> . % 3.65/3.88 107184[19:Spt:107183.0,107153.0,107154.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107185[19:Spt:107183.0,107153.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 107186[19:MRR:75.0,107185.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 107187[19:MRR:107116.2,107186.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_5*. % 3.65/3.88 107188[19:MRR:87.0,107185.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107189[19:MRR:107117.2,107188.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 107191[19:MRR:84.0,107185.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 107192[19:MRR:107118.2,107191.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 107193[20:Spt:107187.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 107194[20:MRR:185.1,107193.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107195[20:MRR:186.1,107193.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107196[20:MRR:107192.0,107194.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107198[20:MRR:139.1,107196.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107200[20:MRR:107189.0,107195.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107203[20:MRR:107198.0,107200.0] || -> . % 3.65/3.88 107204[20:Spt:107203.0,107187.0,107193.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 107205[20:Spt:107203.0,107187.1] || -> pigeon_2_in_hole_5*. % 3.65/3.88 107206[20:MRR:129.1,107205.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107207[20:MRR:107192.1,107206.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107208[20:MRR:195.1,107207.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107209[20:MRR:107189.0,107208.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107211[20:MRR:130.0,130.1,107209.0,107205.0] || -> . % 3.65/3.88 107212[17:Spt:107211.0,107109.0,107110.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107213[17:Spt:107211.0,107109.1] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107214[17:MRR:134.1,107213.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107215[17:MRR:135.1,107213.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107216[17:MRR:128.0,107213.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.88 107217[17:MRR:136.1,107213.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107218[17:MRR:106889.2,107217.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 107219[17:MRR:106890.2,107216.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 107220[17:MRR:106887.2,107215.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 107221[17:MRR:106888.2,107214.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 107222[18:Spt:107218.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107223[18:MRR:199.0,107222.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107224[18:MRR:187.0,107222.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 107225[18:MRR:196.0,107222.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107226[18:MRR:107220.0,107223.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.88 107227[18:MRR:107219.0,107224.0] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_3*. % 3.65/3.88 107228[18:MRR:107221.0,107225.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.88 107229[19:Spt:107226.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107231[19:MRR:158.0,107229.0] || pigeon_2_in_hole_6* -> . % 3.65/3.88 107232[19:MRR:167.0,107229.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107233[19:MRR:107227.0,107231.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107235[19:MRR:73.1,107233.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 107238[19:MRR:107228.0,107232.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107242[19:MRR:107235.0,107238.0] || -> . % 3.65/3.88 107243[19:Spt:107242.0,107226.0,107229.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107244[19:Spt:107242.0,107226.1] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107245[19:MRR:74.0,107244.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 107246[19:MRR:107227.1,107245.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 107248[19:MRR:157.1,107246.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107249[19:MRR:107228.0,107248.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107252[19:MRR:83.0,83.1,107244.0,107249.0] || -> . % 3.65/3.88 107253[18:Spt:107252.0,107218.0,107222.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107254[18:Spt:107252.0,107218.1,107218.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.88 107255[19:Spt:107254.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107256[19:MRR:171.0,107255.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107257[19:MRR:159.0,107255.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 107258[19:MRR:168.0,107255.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107259[19:MRR:107220.1,107256.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.88 107260[19:MRR:107219.1,107257.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_3*. % 3.65/3.88 107261[19:MRR:107221.1,107258.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.88 107262[20:Spt:107259.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 107263[20:MRR:186.0,107262.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 107264[20:MRR:195.0,107262.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107265[20:MRR:107260.0,107263.0] || -> pigeon_2_in_hole_3*. % 3.65/3.88 107268[20:MRR:73.1,107265.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 107270[20:MRR:107261.0,107264.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107274[20:MRR:107268.0,107270.0] || -> . % 3.65/3.88 107275[20:Spt:107274.0,107259.0,107262.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107276[20:Spt:107274.0,107259.1] || -> pigeon_5_in_hole_3*. % 3.65/3.88 107277[20:MRR:74.0,107276.0] || pigeon_2_in_hole_3* -> . % 3.65/3.88 107278[20:MRR:107260.1,107277.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 107279[20:MRR:185.1,107278.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107280[20:MRR:107261.0,107279.0] || -> pigeon_4_in_hole_3*. % 3.65/3.88 107281[20:MRR:83.0,83.1,107276.0,107280.0] || -> . % 3.65/3.88 107284[19:Spt:107281.0,107254.0,107255.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107285[19:Spt:107281.0,107254.1] || -> pigeon_6_in_hole_3*. % 3.65/3.88 107286[19:MRR:75.0,107285.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 107287[19:MRR:107219.2,107286.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6*. % 3.65/3.88 107288[19:MRR:84.0,107285.0] || pigeon_4_in_hole_3* -> . % 3.65/3.88 107289[19:MRR:107221.2,107288.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 107290[19:MRR:87.0,107285.0] || pigeon_5_in_hole_3* -> . % 3.65/3.88 107291[19:MRR:107220.2,107290.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 107293[20:Spt:107287.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 107294[20:MRR:186.1,107293.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107295[20:MRR:185.1,107293.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107296[20:MRR:107291.0,107294.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107297[20:MRR:167.0,107296.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107299[20:MRR:107289.0,107295.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107301[20:MRR:107297.0,107299.0] || -> . % 3.65/3.88 107302[20:Spt:107301.0,107287.0,107293.0] || pigeon_2_in_hole_7* -> . % 3.65/3.88 107303[20:Spt:107301.0,107287.1] || -> pigeon_2_in_hole_6*. % 3.65/3.88 107304[20:MRR:158.1,107303.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107305[20:MRR:107291.1,107304.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 107306[20:MRR:195.0,107305.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107307[20:MRR:107289.0,107306.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107308[20:MRR:157.0,157.1,107307.0,107303.0] || -> . % 3.65/3.88 107309[10:Spt:107308.0,104889.0,104890.0] || pigeon_7_in_hole_4*+ -> . % 3.65/3.88 107310[10:Spt:107308.0,104889.1,104889.2] || -> pigeon_7_in_hole_3 pigeon_7_in_hole_2*. % 3.65/3.88 107311[11:Spt:107310.0] || -> pigeon_7_in_hole_3*. % 3.65/3.88 107312[11:MRR:76.0,107311.0] || pigeon_2_in_hole_3*+ -> . % 3.65/3.88 107313[11:MRR:85.0,107311.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.88 107314[11:MRR:88.0,107311.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.88 107315[11:MRR:90.0,107311.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.88 107316[11:MRR:81.0,107311.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.88 107317[11:MRR:70.0,107311.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.88 107318[11:MRR:97145.4,107312.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_2*. % 3.65/3.88 107319[11:MRR:97147.4,107313.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 107320[11:MRR:97148.4,107314.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107321[11:MRR:97150.4,107315.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107322[11:MRR:97149.4,107316.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 107323[11:MRR:97146.4,107317.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107324[12:Spt:107318.4] || -> pigeon_2_in_hole_2*. % 3.65/3.88 107325[12:MRR:37.0,107324.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 107326[12:MRR:47.1,107324.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 107327[12:MRR:45.1,107324.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 107328[12:MRR:46.1,107324.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 107330[12:MRR:44.1,107324.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 107331[12:MRR:107323.4,107325.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 107332[12:MRR:107321.4,107326.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107333[12:MRR:107319.4,107327.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 107334[12:MRR:107320.4,107328.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 107335[12:MRR:107322.4,107330.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107336[13:Spt:107331.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 107337[13:MRR:178.1,107336.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107338[13:MRR:181.1,107336.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107340[13:MRR:180.1,107336.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107341[13:MRR:179.1,107336.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107342[13:MRR:107335.0,107337.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107343[13:MRR:107332.0,107338.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107344[13:MRR:107334.0,107340.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 107345[13:MRR:107333.0,107341.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 107346[14:Spt:107342.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 107347[14:MRR:162.1,107346.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107348[14:MRR:163.1,107346.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107350[14:MRR:164.1,107346.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107352[14:MRR:107345.0,107347.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 107353[14:MRR:107344.0,107348.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 107354[14:MRR:107343.0,107350.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107355[15:Spt:107352.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107358[15:MRR:139.1,107355.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107359[15:MRR:140.1,107355.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107361[15:MRR:107353.0,107358.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107364[15:MRR:115.1,107361.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107367[15:MRR:107354.0,107359.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107372[15:MRR:107364.0,107367.0] || -> . % 3.65/3.88 107373[15:Spt:107372.0,107352.0,107355.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107374[15:Spt:107372.0,107352.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107375[15:MRR:111.1,107374.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107376[15:MRR:107353.1,107375.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107379[15:MRR:143.1,107376.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107381[15:MRR:107354.0,107379.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107383[15:MRR:112.0,112.1,107381.0,107374.0] || -> . % 3.65/3.88 107386[14:Spt:107383.0,107342.0,107346.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107387[14:Spt:107383.0,107342.1,107342.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107388[15:Spt:107387.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107389[15:MRR:134.1,107388.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107390[15:MRR:135.1,107388.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107392[15:MRR:136.1,107388.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107394[15:MRR:107345.1,107389.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 107395[15:MRR:107344.1,107390.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.88 107396[15:MRR:107343.1,107392.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 107397[16:Spt:107394.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107398[16:MRR:167.1,107397.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107400[16:MRR:168.1,107397.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107402[16:MRR:107395.0,107398.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107405[16:MRR:115.1,107402.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107408[16:MRR:107396.0,107400.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107413[16:MRR:107405.0,107408.0] || -> . % 3.65/3.88 107414[16:Spt:107413.0,107394.0,107397.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107415[16:Spt:107413.0,107394.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107416[16:MRR:111.1,107415.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107417[16:MRR:107395.1,107416.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107419[16:MRR:171.1,107417.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107421[16:MRR:107396.0,107419.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107424[16:MRR:112.0,112.1,107421.0,107415.0] || -> . % 3.65/3.88 107426[15:Spt:107424.0,107387.0,107388.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 107427[15:Spt:107424.0,107387.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 107428[15:MRR:107.1,107427.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 107429[15:MRR:107344.2,107428.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 107430[15:MRR:108.1,107427.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107431[15:MRR:107343.2,107430.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 107432[15:MRR:106.1,107427.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107433[15:MRR:107345.2,107432.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 107436[16:Spt:107429.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107437[16:MRR:167.0,107436.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107439[16:MRR:171.1,107436.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107441[16:MRR:107433.0,107437.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107443[16:MRR:140.1,107441.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107446[16:MRR:107431.0,107439.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107450[16:MRR:107443.0,107446.0] || -> . % 3.65/3.88 107451[16:Spt:107450.0,107429.0,107436.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107452[16:Spt:107450.0,107429.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107453[16:MRR:139.0,107452.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107454[16:MRR:107433.1,107453.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107456[16:MRR:168.1,107454.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107458[16:MRR:107431.0,107456.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107461[16:MRR:143.0,143.1,107458.0,107452.0] || -> . % 3.65/3.88 107462[13:Spt:107461.0,107331.0,107336.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 107463[13:Spt:107461.0,107331.1,107331.2,107331.3] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 107464[14:Spt:107463.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 107465[14:MRR:152.1,107464.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107466[14:MRR:151.1,107464.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107468[14:MRR:153.1,107464.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107469[14:MRR:150.1,107464.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107470[14:MRR:107334.1,107465.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 107471[14:MRR:107333.1,107466.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 107472[14:MRR:107332.1,107468.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107473[14:MRR:107335.1,107469.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107474[15:Spt:107470.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 107475[15:MRR:191.0,107474.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107476[15:MRR:199.1,107474.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107478[15:MRR:195.0,107474.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107479[15:MRR:107473.0,107475.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107480[15:MRR:107472.0,107476.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107481[15:MRR:107471.0,107478.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 107482[16:Spt:107479.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107484[16:MRR:136.1,107482.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107487[16:MRR:134.1,107482.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107488[16:MRR:107480.0,107484.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107493[16:MRR:112.0,107488.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107494[16:MRR:107481.0,107487.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107499[16:MRR:107493.0,107494.0] || -> . % 3.65/3.88 107500[16:Spt:107499.0,107479.0,107482.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 107501[16:Spt:107499.0,107479.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 107502[16:MRR:108.1,107501.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107503[16:MRR:107480.1,107502.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107505[16:MRR:140.0,107503.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107508[16:MRR:107481.0,107505.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107511[16:MRR:106.0,106.1,107508.0,107501.0] || -> . % 3.65/3.88 107513[15:Spt:107511.0,107470.0,107474.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107514[15:Spt:107511.0,107470.1,107470.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 107515[16:Spt:107514.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107516[16:MRR:135.0,107515.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 107517[16:MRR:143.1,107515.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107520[16:MRR:139.0,107515.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107521[16:MRR:107473.1,107516.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.88 107522[16:MRR:107472.1,107517.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 107523[16:MRR:107471.1,107520.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 107524[17:Spt:107521.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 107525[17:MRR:192.1,107524.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107527[17:MRR:190.1,107524.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107528[17:MRR:107522.0,107525.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107530[17:MRR:112.0,107528.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107534[17:MRR:107523.0,107527.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107539[17:MRR:107530.0,107534.0] || -> . % 3.65/3.88 107540[17:Spt:107539.0,107521.0,107524.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 107541[17:Spt:107539.0,107521.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 107542[17:MRR:108.1,107541.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107543[17:MRR:107522.1,107542.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107544[17:MRR:196.0,107543.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107546[17:MRR:107523.0,107544.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107548[17:MRR:106.0,106.1,107546.0,107541.0] || -> . % 3.65/3.88 107551[16:Spt:107548.0,107514.0,107515.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107552[16:Spt:107548.0,107514.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107553[16:MRR:115.1,107552.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 107554[16:MRR:107472.2,107553.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 107555[16:MRR:111.0,107552.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107556[16:MRR:107471.2,107555.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 107557[16:MRR:107.0,107552.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 107558[16:MRR:107473.2,107557.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.88 107561[17:Spt:107554.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107562[17:MRR:192.0,107561.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 107564[17:MRR:196.0,107561.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107565[17:MRR:107558.0,107562.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107566[17:MRR:134.1,107565.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107570[17:MRR:107556.0,107564.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107574[17:MRR:107566.0,107570.0] || -> . % 3.65/3.88 107575[17:Spt:107574.0,107554.0,107561.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107576[17:Spt:107574.0,107554.1] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107577[17:MRR:136.0,107576.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 107578[17:MRR:107558.1,107577.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 107579[17:MRR:190.1,107578.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107581[17:MRR:107556.0,107579.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107584[17:MRR:140.0,140.1,107576.0,107581.0] || -> . % 3.65/3.88 107585[14:Spt:107584.0,107463.0,107464.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 107586[14:Spt:107584.0,107463.1,107463.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 107587[15:Spt:107586.0] || -> pigeon_1_in_hole_5*. % 3.65/3.88 107588[15:MRR:122.1,107587.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 107589[15:MRR:123.1,107587.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107591[15:MRR:125.1,107587.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107592[15:MRR:124.1,107587.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107593[15:MRR:107335.2,107588.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 107594[15:MRR:107333.2,107589.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 107595[15:MRR:107332.2,107591.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 107596[15:MRR:107334.2,107592.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.88 107597[16:Spt:107593.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 107598[16:MRR:192.1,107597.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107600[16:MRR:190.1,107597.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107601[16:MRR:191.1,107597.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107602[16:MRR:107595.0,107598.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 107603[16:MRR:107594.0,107600.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.88 107604[16:MRR:107596.0,107601.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.88 107605[17:Spt:107602.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107606[17:MRR:171.0,107605.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107607[17:MRR:168.0,107605.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107610[17:MRR:107604.0,107606.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107612[17:MRR:111.0,107610.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107616[17:MRR:107603.0,107607.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107621[17:MRR:107612.0,107616.0] || -> . % 3.65/3.88 107622[17:Spt:107621.0,107602.0,107605.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107623[17:Spt:107621.0,107602.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107624[17:MRR:115.0,107623.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107625[17:MRR:107604.1,107624.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107627[17:MRR:167.0,107625.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107629[17:MRR:107603.0,107627.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107633[17:MRR:112.0,112.1,107623.0,107629.0] || -> . % 3.65/3.88 107634[16:Spt:107633.0,107593.0,107597.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107635[16:Spt:107633.0,107593.1,107593.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 107636[17:Spt:107635.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 107637[17:MRR:164.1,107636.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107638[17:MRR:163.1,107636.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107639[17:MRR:162.1,107636.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107641[17:MRR:107595.1,107637.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 107642[17:MRR:107596.1,107638.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 107643[17:MRR:107594.1,107639.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 107644[18:Spt:107641.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107645[18:MRR:196.0,107644.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107647[18:MRR:199.0,107644.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107648[18:MRR:107643.0,107645.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 107649[18:MRR:111.1,107648.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107654[18:MRR:107642.0,107647.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107659[18:MRR:107649.0,107654.0] || -> . % 3.65/3.88 107660[18:Spt:107659.0,107641.0,107644.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107661[18:Spt:107659.0,107641.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107662[18:MRR:112.0,107661.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 107663[18:MRR:107643.1,107662.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107665[18:MRR:195.1,107663.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107666[18:MRR:107642.0,107665.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107670[18:MRR:115.0,115.1,107661.0,107666.0] || -> . % 3.65/3.88 107671[17:Spt:107670.0,107635.0,107636.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107672[17:Spt:107670.0,107635.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 107673[17:MRR:106.1,107672.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 107674[17:MRR:107594.2,107673.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 107675[17:MRR:107.1,107672.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107676[17:MRR:107596.2,107675.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 107679[17:MRR:108.1,107672.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107680[17:MRR:107595.2,107679.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 107681[18:Spt:107674.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107682[18:MRR:196.1,107681.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107683[18:MRR:195.1,107681.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107685[18:MRR:107680.0,107682.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107688[18:MRR:171.0,107685.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107689[18:MRR:107676.0,107683.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107692[18:MRR:107688.0,107689.0] || -> . % 3.65/3.88 107693[18:Spt:107692.0,107674.0,107681.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107694[18:Spt:107692.0,107674.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107695[18:MRR:168.1,107694.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107696[18:MRR:107680.1,107695.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 107697[18:MRR:199.0,107696.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107699[18:MRR:107676.0,107697.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107701[18:MRR:167.0,167.1,107699.0,107694.0] || -> . % 3.65/3.88 107702[15:Spt:107701.0,107586.0,107587.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 107703[15:Spt:107701.0,107586.1] || -> pigeon_1_in_hole_4*. % 3.65/3.88 107704[15:MRR:95.1,107703.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 107705[15:MRR:96.1,107703.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 107707[15:MRR:94.1,107703.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 107708[15:MRR:97.1,107703.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 107709[15:MRR:107335.3,107707.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 107710[15:MRR:107333.3,107704.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 107711[15:MRR:107332.3,107708.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 107712[15:MRR:107334.3,107705.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 107713[16:Spt:107709.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 107714[16:MRR:191.1,107713.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107715[16:MRR:190.1,107713.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107717[16:MRR:192.1,107713.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107718[16:MRR:107712.0,107714.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.88 107719[16:MRR:107710.0,107715.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.88 107720[16:MRR:107711.0,107717.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 107721[17:Spt:107718.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107722[17:MRR:171.1,107721.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107724[17:MRR:167.0,107721.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107726[17:MRR:107720.0,107722.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107728[17:MRR:140.0,107726.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107731[17:MRR:107719.0,107724.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107735[17:MRR:107728.0,107731.0] || -> . % 3.65/3.88 107736[17:Spt:107735.0,107718.0,107721.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107737[17:Spt:107735.0,107718.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107738[17:MRR:143.1,107737.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107739[17:MRR:107720.1,107738.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107740[17:MRR:168.0,107739.0] || pigeon_4_in_hole_6* -> . % 3.65/3.88 107743[17:MRR:107719.0,107740.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107744[17:MRR:139.0,139.1,107737.0,107743.0] || -> . % 3.65/3.88 107747[16:Spt:107744.0,107709.0,107713.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107748[16:Spt:107744.0,107709.1,107709.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 107749[17:Spt:107748.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 107750[17:MRR:163.1,107749.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107751[17:MRR:164.1,107749.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107753[17:MRR:162.1,107749.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107754[17:MRR:107712.1,107750.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 107755[17:MRR:107711.1,107751.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 107756[17:MRR:107710.1,107753.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 107757[18:Spt:107754.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 107758[18:MRR:195.0,107757.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107759[18:MRR:199.1,107757.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107761[18:MRR:107756.0,107758.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107762[18:MRR:140.1,107761.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107766[18:MRR:107755.0,107759.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107770[18:MRR:107762.0,107766.0] || -> . % 3.65/3.88 107771[18:Spt:107770.0,107754.0,107757.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107772[18:Spt:107770.0,107754.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107773[18:MRR:139.0,107772.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 107774[18:MRR:107756.1,107773.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107776[18:MRR:196.1,107774.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107777[18:MRR:107755.0,107776.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107780[18:MRR:143.0,143.1,107777.0,107772.0] || -> . % 3.65/3.88 107781[17:Spt:107780.0,107748.0,107749.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107782[17:Spt:107780.0,107748.1] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107783[17:MRR:134.1,107782.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 107784[17:MRR:107710.2,107783.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.88 107785[17:MRR:136.1,107782.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107786[17:MRR:107711.2,107785.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 107787[17:MRR:135.1,107782.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 107788[17:MRR:107712.2,107787.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 107790[18:Spt:107784.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 107791[18:MRR:195.1,107790.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 107792[18:MRR:196.1,107790.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107794[18:MRR:107788.0,107791.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 107797[18:MRR:171.1,107794.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 107798[18:MRR:107786.0,107792.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107801[18:MRR:107797.0,107798.0] || -> . % 3.65/3.88 107802[18:Spt:107801.0,107784.0,107790.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 107803[18:Spt:107801.0,107784.1] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107804[18:MRR:167.1,107803.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 107805[18:MRR:107788.1,107804.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 107807[18:MRR:199.1,107805.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 107808[18:MRR:107786.0,107807.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 107809[18:MRR:168.0,168.1,107808.0,107803.0] || -> . % 3.65/3.88 107811[12:Spt:107809.0,107318.4,107324.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.88 107812[12:Spt:107809.0,107318.0,107318.1,107318.2,107318.3] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 107813[13:Spt:107812.0] || -> pigeon_2_in_hole_7*. % 3.65/3.88 107814[13:MRR:185.1,107813.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 107815[13:MRR:186.1,107813.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 107816[13:MRR:187.1,107813.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 107817[13:MRR:184.1,107813.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 107818[13:MRR:177.0,107813.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 107819[13:MRR:107319.0,107814.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 107820[13:MRR:107320.0,107815.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107821[13:MRR:107321.0,107816.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107822[13:MRR:107322.0,107817.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 107823[13:MRR:107323.0,107818.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107824[14:Spt:107819.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 107825[14:MRR:167.1,107824.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107826[14:MRR:168.1,107824.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107828[14:MRR:162.0,107824.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 107829[14:MRR:151.0,107824.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 107830[14:MRR:107820.0,107825.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107831[14:MRR:107821.0,107826.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107832[14:MRR:107822.0,107828.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 107833[14:MRR:107823.0,107829.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107834[15:Spt:107830.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 107836[15:MRR:143.1,107834.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107837[15:MRR:135.0,107834.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 107839[15:MRR:124.0,107834.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 107840[15:MRR:107831.0,107836.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107841[15:MRR:107832.0,107837.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 107842[15:MRR:107833.0,107839.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107843[16:Spt:107840.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107847[16:MRR:97.0,107843.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 107848[16:MRR:108.0,107843.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 107849[16:MRR:107842.0,107847.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 107854[16:MRR:38.1,107849.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 107855[16:MRR:107841.0,107848.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 107860[16:MRR:107854.0,107855.0] || -> . % 3.65/3.88 107861[16:Spt:107860.0,107840.0,107843.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107862[16:Spt:107860.0,107840.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 107863[16:MRR:41.0,107862.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 107864[16:MRR:107842.1,107863.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 107868[16:MRR:94.1,107864.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 107869[16:MRR:107841.0,107868.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 107873[16:MRR:52.0,52.1,107862.0,107869.0] || -> . % 3.65/3.88 107874[15:Spt:107873.0,107830.0,107834.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107875[15:Spt:107873.0,107830.1,107830.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107876[16:Spt:107875.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107877[16:MRR:115.1,107876.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 107878[16:MRR:96.0,107876.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 107880[16:MRR:107.0,107876.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 107882[16:MRR:107831.1,107877.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 107883[16:MRR:107833.1,107878.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 107884[16:MRR:107832.1,107880.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 107885[17:Spt:107882.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107887[17:MRR:136.0,107885.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 107889[17:MRR:125.0,107885.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 107890[17:MRR:107884.0,107887.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 107891[17:MRR:38.0,107890.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 107896[17:MRR:107883.0,107889.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 107901[17:MRR:107891.0,107896.0] || -> . % 3.65/3.88 107902[17:Spt:107901.0,107882.0,107885.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107903[17:Spt:107901.0,107882.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 107904[17:MRR:52.0,107903.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 107905[17:MRR:107884.1,107904.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107908[17:MRR:122.0,107905.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 107909[17:MRR:107883.0,107908.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 107913[17:MRR:41.0,41.1,107903.0,107909.0] || -> . % 3.65/3.88 107914[16:Spt:107913.0,107875.0,107876.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 107915[16:Spt:107913.0,107875.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 107916[16:MRR:51.0,107915.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 107917[16:MRR:107832.2,107916.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 107918[16:MRR:40.0,107915.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 107919[16:MRR:107833.2,107918.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 107921[16:MRR:59.1,107915.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 107922[16:MRR:107831.2,107921.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 107924[17:Spt:107917.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 107925[17:MRR:136.1,107924.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 107926[17:MRR:122.0,107924.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 107929[17:MRR:107922.0,107925.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 107931[17:MRR:97.0,107929.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 107934[17:MRR:107919.0,107926.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 107938[17:MRR:107931.0,107934.0] || -> . % 3.65/3.88 107939[17:Spt:107938.0,107917.0,107924.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 107940[17:Spt:107938.0,107917.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 107941[17:MRR:108.1,107940.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107942[17:MRR:107922.1,107941.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 107943[17:MRR:125.0,107942.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 107946[17:MRR:107919.0,107943.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 107949[17:MRR:94.0,94.1,107940.0,107946.0] || -> . % 3.65/3.88 107950[14:Spt:107949.0,107819.0,107824.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 107951[14:Spt:107949.0,107819.1,107819.2,107819.3] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 107952[15:Spt:107951.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 107953[15:MRR:134.0,107952.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 107954[15:MRR:140.1,107952.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 107955[15:MRR:123.0,107952.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 107957[15:MRR:139.1,107952.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 107958[15:MRR:107822.1,107953.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 107959[15:MRR:107821.1,107954.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107960[15:MRR:107823.1,107955.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107961[15:MRR:107820.1,107957.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107962[16:Spt:107958.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 107963[16:MRR:163.1,107962.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 107964[16:MRR:164.1,107962.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 107966[16:MRR:150.0,107962.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 107967[16:MRR:107961.0,107963.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 107968[16:MRR:107959.0,107964.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 107969[16:MRR:107960.0,107966.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 107970[17:Spt:107967.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 107974[17:MRR:96.0,107970.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 107975[17:MRR:115.1,107970.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107976[17:MRR:107969.0,107974.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 107981[17:MRR:41.1,107976.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 107982[17:MRR:107968.0,107975.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 107987[17:MRR:107981.0,107982.0] || -> . % 3.65/3.88 107988[17:Spt:107987.0,107967.0,107970.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 107989[17:Spt:107987.0,107967.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 107990[17:MRR:40.0,107989.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 107991[17:MRR:107969.1,107990.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 107995[17:MRR:97.1,107991.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 107996[17:MRR:107968.0,107995.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 107998[17:MRR:59.0,59.1,107996.0,107989.0] || -> . % 3.65/3.88 108001[16:Spt:107998.0,107958.0,107962.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 108002[16:Spt:107998.0,107958.1,107958.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108003[17:Spt:108002.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108004[17:MRR:107.1,108003.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108005[17:MRR:94.0,108003.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108007[17:MRR:108.1,108003.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108009[17:MRR:107961.1,108004.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 108010[17:MRR:107960.1,108005.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 108011[17:MRR:107959.1,108007.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 108012[18:Spt:108009.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108013[18:MRR:171.1,108012.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108015[18:MRR:152.0,108012.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108016[18:MRR:108011.0,108013.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108017[18:MRR:41.0,108016.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 108022[18:MRR:108010.0,108015.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108027[18:MRR:108017.0,108022.0] || -> . % 3.65/3.88 108028[18:Spt:108027.0,108009.0,108012.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 108029[18:Spt:108027.0,108009.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108030[18:MRR:59.1,108029.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108031[18:MRR:108011.1,108030.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108033[18:MRR:153.0,108031.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108034[18:MRR:108010.0,108033.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108038[18:MRR:40.0,40.1,108029.0,108034.0] || -> . % 3.65/3.88 108039[17:Spt:108038.0,108002.0,108003.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108040[17:Spt:108038.0,108002.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108041[17:MRR:52.1,108040.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 108042[17:MRR:107959.2,108041.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 108043[17:MRR:38.0,108040.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 108044[17:MRR:107960.2,108043.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 108046[17:MRR:51.1,108040.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108047[17:MRR:107961.2,108046.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.88 108049[18:Spt:108042.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108050[18:MRR:171.0,108049.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 108051[18:MRR:153.0,108049.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108053[18:MRR:108047.0,108050.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108055[18:MRR:96.0,108053.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 108058[18:MRR:108044.0,108051.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108062[18:MRR:108055.0,108058.0] || -> . % 3.65/3.88 108063[18:Spt:108062.0,108042.0,108049.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108064[18:Spt:108062.0,108042.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108065[18:MRR:115.0,108064.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108066[18:MRR:108047.1,108065.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108067[18:MRR:152.0,108066.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108069[18:MRR:108044.0,108067.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108072[18:MRR:97.0,97.1,108064.0,108069.0] || -> . % 3.65/3.88 108073[15:Spt:108072.0,107951.0,107952.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108074[15:Spt:108072.0,107951.1,107951.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108075[16:Spt:108074.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108076[16:MRR:111.1,108075.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108077[16:MRR:95.0,108075.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108078[16:MRR:112.1,108075.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108080[16:MRR:106.0,108075.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108081[16:MRR:107820.2,108076.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 108082[16:MRR:107823.2,108077.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 108083[16:MRR:107821.2,108078.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 108084[16:MRR:107822.2,108080.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 108085[17:Spt:108081.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108086[17:MRR:171.1,108085.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 108088[17:MRR:152.0,108085.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 108089[17:MRR:163.0,108085.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 108090[17:MRR:108083.0,108086.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 108091[17:MRR:108082.0,108088.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.88 108092[17:MRR:108084.0,108089.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 108093[18:Spt:108090.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108094[18:MRR:136.0,108093.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108096[18:MRR:125.0,108093.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 108098[18:MRR:108092.0,108094.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108100[18:MRR:38.0,108098.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 108104[18:MRR:108091.0,108096.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108109[18:MRR:108100.0,108104.0] || -> . % 3.65/3.88 108110[18:Spt:108109.0,108090.0,108093.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108111[18:Spt:108109.0,108090.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108112[18:MRR:52.0,108111.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108113[18:MRR:108092.1,108112.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108115[18:MRR:122.0,108113.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 108117[18:MRR:108091.0,108115.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108121[18:MRR:41.0,41.1,108111.0,108117.0] || -> . % 3.65/3.88 108122[17:Spt:108121.0,108081.0,108085.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 108123[17:Spt:108121.0,108081.1,108081.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 108124[18:Spt:108123.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108125[18:MRR:143.1,108124.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108126[18:MRR:135.0,108124.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108128[18:MRR:124.0,108124.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 108129[18:MRR:108083.1,108125.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 108130[18:MRR:108084.1,108126.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 108131[18:MRR:108082.1,108128.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 108132[19:Spt:108129.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108134[19:MRR:153.0,108132.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108135[19:MRR:164.0,108132.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108136[19:MRR:108131.0,108134.0] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108137[19:MRR:38.1,108136.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108142[19:MRR:108130.0,108135.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108147[19:MRR:108137.0,108142.0] || -> . % 3.65/3.88 108148[19:Spt:108147.0,108129.0,108132.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108149[19:Spt:108147.0,108129.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108150[19:MRR:41.0,108149.0] || pigeon_1_in_hole_2* -> . % 3.65/3.88 108151[19:MRR:108131.1,108150.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108153[19:MRR:150.1,108151.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108154[19:MRR:108130.0,108153.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108158[19:MRR:52.0,52.1,108149.0,108154.0] || -> . % 3.65/3.88 108159[18:Spt:108158.0,108123.0,108124.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108160[18:Spt:108158.0,108123.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108161[18:MRR:40.0,108160.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 108162[18:MRR:108082.2,108161.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.88 108163[18:MRR:51.0,108160.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108164[18:MRR:108084.2,108163.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 108165[18:MRR:59.1,108160.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108166[18:MRR:108083.2,108165.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 108169[19:Spt:108162.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108170[19:MRR:153.1,108169.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108171[19:MRR:150.1,108169.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108173[19:MRR:108166.0,108170.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108176[19:MRR:136.0,108173.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108177[19:MRR:108164.0,108171.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108180[19:MRR:108176.0,108177.0] || -> . % 3.65/3.88 108181[19:Spt:108180.0,108162.0,108169.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108182[19:Spt:108180.0,108162.1] || -> pigeon_1_in_hole_5*. % 3.65/3.88 108183[19:MRR:125.1,108182.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108184[19:MRR:108166.1,108183.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108185[19:MRR:164.0,108184.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108187[19:MRR:108164.0,108185.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108189[19:MRR:122.0,122.1,108187.0,108182.0] || -> . % 3.65/3.88 108190[16:Spt:108189.0,108074.0,108075.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 108191[16:Spt:108189.0,108074.1] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108192[16:MRR:39.0,108191.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 108193[16:MRR:50.0,108191.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 108194[16:MRR:55.1,108191.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 108196[16:MRR:56.1,108191.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 108197[16:MRR:107820.3,108194.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 108198[16:MRR:107823.3,108192.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 108199[16:MRR:107821.3,108196.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 108200[16:MRR:107822.3,108193.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 108201[17:Spt:108197.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108202[17:MRR:163.0,108201.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 108203[17:MRR:152.0,108201.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 108205[17:MRR:171.1,108201.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 108206[17:MRR:108200.0,108202.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 108207[17:MRR:108198.0,108203.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.88 108208[17:MRR:108199.0,108205.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 108209[18:Spt:108206.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108210[18:MRR:136.1,108209.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108212[18:MRR:122.0,108209.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 108214[18:MRR:108208.0,108210.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108216[18:MRR:97.0,108214.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 108219[18:MRR:108207.0,108212.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108223[18:MRR:108216.0,108219.0] || -> . % 3.65/3.88 108224[18:Spt:108223.0,108206.0,108209.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108225[18:Spt:108223.0,108206.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108226[18:MRR:108.1,108225.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108227[18:MRR:108208.1,108226.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108228[18:MRR:125.0,108227.0] || pigeon_1_in_hole_5* -> . % 3.65/3.88 108231[18:MRR:108207.0,108228.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108232[18:MRR:94.0,94.1,108225.0,108231.0] || -> . % 3.65/3.88 108235[17:Spt:108232.0,108197.0,108201.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 108236[17:Spt:108232.0,108197.1,108197.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 108237[18:Spt:108236.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108238[18:MRR:135.0,108237.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108239[18:MRR:143.1,108237.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108241[18:MRR:124.0,108237.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 108242[18:MRR:108200.1,108238.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 108243[18:MRR:108199.1,108239.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 108244[18:MRR:108198.1,108241.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.88 108245[19:Spt:108242.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108246[19:MRR:150.0,108245.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108247[19:MRR:164.1,108245.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108249[19:MRR:108244.0,108246.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108250[19:MRR:97.1,108249.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108254[19:MRR:108243.0,108247.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108258[19:MRR:108250.0,108254.0] || -> . % 3.65/3.88 108259[19:Spt:108258.0,108242.0,108245.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108260[19:Spt:108258.0,108242.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108261[19:MRR:94.0,108260.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 108262[19:MRR:108244.1,108261.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108264[19:MRR:153.1,108262.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108265[19:MRR:108243.0,108264.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108268[19:MRR:108.0,108.1,108265.0,108260.0] || -> . % 3.65/3.88 108269[18:Spt:108268.0,108236.0,108237.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108270[18:Spt:108268.0,108236.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108271[18:MRR:96.0,108270.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108272[18:MRR:108198.2,108271.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.88 108273[18:MRR:115.1,108270.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108274[18:MRR:108199.2,108273.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.88 108275[18:MRR:107.0,108270.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 108276[18:MRR:108200.2,108275.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.88 108278[19:Spt:108272.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108279[19:MRR:150.1,108278.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108280[19:MRR:153.1,108278.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108282[19:MRR:108276.0,108279.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108285[19:MRR:136.1,108282.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108286[19:MRR:108274.0,108280.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108289[19:MRR:108285.0,108286.0] || -> . % 3.65/3.88 108290[19:Spt:108289.0,108272.0,108278.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108291[19:Spt:108289.0,108272.1] || -> pigeon_1_in_hole_5*. % 3.65/3.88 108292[19:MRR:122.1,108291.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108293[19:MRR:108276.1,108292.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108295[19:MRR:164.1,108293.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108296[19:MRR:108274.0,108295.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108297[19:MRR:125.0,125.1,108296.0,108291.0] || -> . % 3.65/3.88 108299[13:Spt:108297.0,107812.0,107813.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.88 108300[13:Spt:108297.0,107812.1,107812.2,107812.3] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 108301[14:Spt:108300.0] || -> pigeon_2_in_hole_6*. % 3.65/3.88 108302[14:MRR:149.0,108301.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 108303[14:MRR:156.1,108301.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 108304[14:MRR:159.1,108301.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 108305[14:MRR:158.1,108301.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 108306[14:MRR:157.1,108301.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.88 108307[14:MRR:107323.1,108302.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108308[14:MRR:107322.1,108303.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108309[14:MRR:107321.1,108304.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108310[14:MRR:107320.1,108305.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108311[14:MRR:107319.1,108306.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108312[15:Spt:108307.1] || -> pigeon_1_in_hole_5*. % 3.65/3.88 108313[15:MRR:122.1,108312.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108314[15:MRR:125.1,108312.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108316[15:MRR:124.1,108312.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108317[15:MRR:123.1,108312.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108318[15:MRR:108308.1,108313.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108319[15:MRR:108309.1,108314.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108320[15:MRR:108310.1,108316.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108321[15:MRR:108311.1,108317.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108322[16:Spt:108318.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108324[16:MRR:108.1,108322.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108325[16:MRR:107.1,108322.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108327[16:MRR:106.1,108322.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 108328[16:MRR:108319.1,108324.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 108329[16:MRR:108320.1,108325.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 108330[16:MRR:108321.1,108327.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 108331[17:Spt:108328.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108334[17:MRR:59.0,108331.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108336[17:MRR:56.0,108331.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108337[17:MRR:108329.1,108334.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 108338[17:MRR:195.0,108337.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108342[17:MRR:108330.1,108336.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108346[17:MRR:108338.0,108342.0] || -> . % 3.65/3.88 108347[17:Spt:108346.0,108328.1,108331.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108348[17:Spt:108346.0,108328.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 108349[17:MRR:199.0,108348.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108350[17:MRR:108329.0,108349.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108353[17:MRR:55.0,108350.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108355[17:MRR:108330.1,108353.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108358[17:MRR:196.0,196.1,108348.0,108355.0] || -> . % 3.65/3.88 108359[16:Spt:108358.0,108318.1,108322.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108360[16:Spt:108358.0,108318.0,108318.2] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 108361[17:Spt:108360.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 108362[17:MRR:191.1,108361.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108363[17:MRR:190.1,108361.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 108364[17:MRR:192.1,108361.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108366[17:MRR:108320.0,108362.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108367[17:MRR:108321.0,108363.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108368[17:MRR:108319.0,108364.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108369[18:Spt:108366.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108371[18:MRR:115.1,108369.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108373[18:MRR:111.0,108369.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108374[18:MRR:108368.0,108371.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108375[18:MRR:56.0,108374.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108380[18:MRR:108367.0,108373.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108385[18:MRR:108375.0,108380.0] || -> . % 3.65/3.88 108386[18:Spt:108385.0,108366.0,108369.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108387[18:Spt:108385.0,108366.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108388[18:MRR:59.1,108387.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108389[18:MRR:108368.1,108388.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108392[18:MRR:112.0,108389.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108393[18:MRR:108367.0,108392.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108397[18:MRR:55.0,55.1,108387.0,108393.0] || -> . % 3.65/3.88 108398[17:Spt:108397.0,108360.0,108361.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108399[17:Spt:108397.0,108360.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108400[17:MRR:52.1,108399.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 108401[17:MRR:108319.2,108400.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 108402[17:MRR:50.1,108399.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108403[17:MRR:108321.2,108402.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 108405[17:MRR:51.1,108399.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108406[17:MRR:108320.2,108405.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 108408[18:Spt:108401.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 108409[18:MRR:199.0,108408.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108410[18:MRR:196.0,108408.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108412[18:MRR:108406.0,108409.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108413[18:MRR:111.0,108412.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108417[18:MRR:108403.0,108410.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108421[18:MRR:108413.0,108417.0] || -> . % 3.65/3.88 108422[18:Spt:108421.0,108401.0,108408.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108423[18:Spt:108421.0,108401.1] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108424[18:MRR:115.0,108423.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108425[18:MRR:108406.1,108424.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 108427[18:MRR:195.0,108425.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108428[18:MRR:108403.0,108427.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108431[18:MRR:112.0,112.1,108423.0,108428.0] || -> . % 3.65/3.88 108432[15:Spt:108431.0,108307.1,108312.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 108433[15:Spt:108431.0,108307.0,108307.2,108307.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108434[16:Spt:108433.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 108435[16:MRR:181.1,108434.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108436[16:MRR:180.1,108434.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108437[16:MRR:179.1,108434.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 108438[16:MRR:178.1,108434.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108439[16:MRR:108309.0,108435.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108440[16:MRR:108310.0,108436.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108441[16:MRR:108311.0,108437.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108442[16:MRR:108308.0,108438.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108443[17:Spt:108439.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108444[17:MRR:136.0,108443.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108446[17:MRR:143.0,108443.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108447[17:MRR:140.0,108443.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108448[17:MRR:108442.0,108444.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108449[17:MRR:108440.0,108446.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108450[17:MRR:108441.0,108447.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108451[18:Spt:108448.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108452[18:MRR:106.1,108451.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108454[18:MRR:107.1,108451.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108457[18:MRR:108450.0,108452.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108462[18:MRR:55.1,108457.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108463[18:MRR:108449.0,108454.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108468[18:MRR:108462.0,108463.0] || -> . % 3.65/3.88 108469[18:Spt:108468.0,108448.0,108451.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 108470[18:Spt:108468.0,108448.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108471[18:MRR:50.1,108470.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108472[18:MRR:108450.1,108471.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108473[18:MRR:111.1,108472.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108477[18:MRR:108449.0,108473.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108479[18:MRR:51.0,51.1,108477.0,108470.0] || -> . % 3.65/3.88 108482[17:Spt:108479.0,108439.0,108443.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108483[17:Spt:108479.0,108439.1,108439.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108484[18:Spt:108483.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108485[18:MRR:108.0,108484.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108486[18:MRR:112.0,108484.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 108488[18:MRR:115.0,108484.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108490[18:MRR:108442.1,108485.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 108491[18:MRR:108441.1,108486.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 108492[18:MRR:108440.1,108488.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 108493[19:Spt:108490.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108495[19:MRR:135.1,108493.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108496[19:MRR:134.1,108493.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108497[19:MRR:108492.0,108495.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108498[19:MRR:55.0,108497.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108503[19:MRR:108491.0,108496.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108508[19:MRR:108498.0,108503.0] || -> . % 3.65/3.88 108509[19:Spt:108508.0,108490.0,108493.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108510[19:Spt:108508.0,108490.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108511[19:MRR:51.1,108510.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108512[19:MRR:108492.1,108511.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108514[19:MRR:139.0,108512.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108515[19:MRR:108491.0,108514.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108519[19:MRR:50.0,50.1,108515.0,108510.0] || -> . % 3.65/3.88 108520[18:Spt:108519.0,108483.0,108484.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108521[18:Spt:108519.0,108483.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108522[18:MRR:59.0,108521.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 108523[18:MRR:108440.2,108522.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 108524[18:MRR:56.0,108521.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108525[18:MRR:108441.2,108524.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 108527[18:MRR:52.0,108521.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108528[18:MRR:108442.2,108527.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 108530[19:Spt:108523.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108531[19:MRR:135.0,108530.0] || pigeon_3_in_hole_5* -> . % 3.65/3.88 108532[19:MRR:139.0,108530.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108534[19:MRR:108528.0,108531.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108538[19:MRR:106.1,108534.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108539[19:MRR:108525.0,108532.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108543[19:MRR:108538.0,108539.0] || -> . % 3.65/3.88 108544[19:Spt:108543.0,108523.0,108530.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108545[19:Spt:108543.0,108523.1] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108546[19:MRR:107.0,108545.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 108547[19:MRR:108528.1,108546.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108548[19:MRR:134.1,108547.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108550[19:MRR:108525.0,108548.0] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108551[19:MRR:111.0,111.1,108545.0,108550.0] || -> . % 3.65/3.88 108554[16:Spt:108551.0,108433.0,108434.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 108555[16:Spt:108551.0,108433.1,108433.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108556[17:Spt:108555.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108557[17:MRR:94.1,108556.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108558[17:MRR:95.1,108556.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 108560[17:MRR:96.1,108556.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108561[17:MRR:97.1,108556.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108562[17:MRR:108308.2,108557.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 108563[17:MRR:108311.2,108558.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 108564[17:MRR:108310.2,108560.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 108565[17:MRR:108309.2,108561.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 108566[18:Spt:108562.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 108567[18:MRR:192.1,108566.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108568[18:MRR:191.1,108566.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108569[18:MRR:190.1,108566.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 108570[18:MRR:108565.0,108567.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.88 108571[18:MRR:108564.0,108568.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.88 108572[18:MRR:108563.0,108569.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.88 108573[19:Spt:108570.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108574[19:MRR:140.0,108573.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108575[19:MRR:143.0,108573.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108578[19:MRR:108572.0,108574.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108579[19:MRR:55.1,108578.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108584[19:MRR:108571.0,108575.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108589[19:MRR:108579.0,108584.0] || -> . % 3.65/3.88 108590[19:Spt:108589.0,108570.0,108573.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108591[19:Spt:108589.0,108570.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108592[19:MRR:56.0,108591.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108593[19:MRR:108572.1,108592.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 108594[19:MRR:139.1,108593.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108597[19:MRR:108571.0,108594.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108601[19:MRR:59.0,59.1,108591.0,108597.0] || -> . % 3.65/3.88 108602[18:Spt:108601.0,108562.0,108566.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108603[18:Spt:108601.0,108562.1,108562.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.88 108604[19:Spt:108603.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108605[19:MRR:136.1,108604.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108606[19:MRR:134.1,108604.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108607[19:MRR:135.1,108604.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108609[19:MRR:108565.1,108605.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 108610[19:MRR:108563.1,108606.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_2*. % 3.65/3.88 108611[19:MRR:108564.1,108607.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.88 108612[20:Spt:108609.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 108613[20:MRR:196.0,108612.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108614[20:MRR:199.0,108612.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108615[20:MRR:108610.0,108613.0] || -> pigeon_4_in_hole_2*. % 3.65/3.88 108620[20:MRR:55.1,108615.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108621[20:MRR:108611.0,108614.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108626[20:MRR:108620.0,108621.0] || -> . % 3.65/3.88 108627[20:Spt:108626.0,108609.0,108612.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108628[20:Spt:108626.0,108609.1] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108629[20:MRR:56.0,108628.0] || pigeon_4_in_hole_2* -> . % 3.65/3.88 108630[20:MRR:108610.1,108629.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108631[20:MRR:195.1,108630.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108632[20:MRR:108611.0,108631.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108633[20:MRR:59.0,59.1,108628.0,108632.0] || -> . % 3.65/3.88 108637[19:Spt:108633.0,108603.0,108604.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108638[19:Spt:108633.0,108603.1] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108639[19:MRR:50.1,108638.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 108640[19:MRR:108563.2,108639.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 108641[19:MRR:51.1,108638.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108642[19:MRR:108564.2,108641.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 108643[19:MRR:52.1,108638.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108644[19:MRR:108565.2,108643.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 108647[20:Spt:108640.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108648[20:MRR:196.1,108647.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108649[20:MRR:195.1,108647.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108650[20:MRR:108644.0,108648.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108652[20:MRR:143.0,108650.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108654[20:MRR:108642.0,108649.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108657[20:MRR:108652.0,108654.0] || -> . % 3.65/3.88 108658[20:Spt:108657.0,108640.0,108647.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108659[20:Spt:108657.0,108640.1] || -> pigeon_4_in_hole_5*. % 3.65/3.88 108660[20:MRR:140.1,108659.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108661[20:MRR:108644.1,108660.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 108662[20:MRR:199.0,108661.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108663[20:MRR:108642.0,108662.0] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108665[20:MRR:139.0,139.1,108663.0,108659.0] || -> . % 3.65/3.88 108666[17:Spt:108665.0,108555.0,108556.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108667[17:Spt:108665.0,108555.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108668[17:MRR:39.1,108667.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.88 108669[17:MRR:40.1,108667.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 108670[17:MRR:41.1,108667.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 108671[17:MRR:38.1,108667.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 108673[17:MRR:108308.3,108671.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 108674[17:MRR:108311.3,108668.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 108675[17:MRR:108310.3,108669.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 108676[17:MRR:108309.3,108670.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 108677[18:Spt:108673.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 108678[18:MRR:190.1,108677.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 108679[18:MRR:191.1,108677.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108680[18:MRR:192.1,108677.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108681[18:MRR:108674.0,108678.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.88 108682[18:MRR:108675.0,108679.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.88 108683[18:MRR:108676.0,108680.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.88 108684[19:Spt:108681.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 108685[19:MRR:140.1,108684.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108686[19:MRR:139.1,108684.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108689[19:MRR:108683.0,108685.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108693[19:MRR:115.0,108689.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108694[19:MRR:108682.0,108686.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108698[19:MRR:108693.0,108694.0] || -> . % 3.65/3.88 108699[19:Spt:108698.0,108681.0,108684.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108700[19:Spt:108698.0,108681.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108701[19:MRR:112.1,108700.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108702[19:MRR:108683.1,108701.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108703[19:MRR:143.0,108702.0] || pigeon_5_in_hole_5* -> . % 3.65/3.88 108706[19:MRR:108682.0,108703.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108708[19:MRR:111.0,111.1,108706.0,108700.0] || -> . % 3.65/3.88 108710[18:Spt:108708.0,108673.0,108677.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108711[18:Spt:108708.0,108673.1,108673.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.88 108712[19:Spt:108711.0] || -> pigeon_3_in_hole_5*. % 3.65/3.88 108713[19:MRR:134.1,108712.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108714[19:MRR:136.1,108712.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108715[19:MRR:135.1,108712.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108717[19:MRR:108674.1,108713.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.88 108718[19:MRR:108676.1,108714.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.88 108719[19:MRR:108675.1,108715.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.88 108720[20:Spt:108717.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108721[20:MRR:195.1,108720.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108722[20:MRR:196.1,108720.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108723[20:MRR:108719.0,108721.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108724[20:MRR:115.1,108723.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108728[20:MRR:108718.0,108722.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108732[20:MRR:108724.0,108728.0] || -> . % 3.65/3.88 108733[20:Spt:108732.0,108717.0,108720.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108734[20:Spt:108732.0,108717.1] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108735[20:MRR:111.1,108734.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108736[20:MRR:108719.1,108735.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 108737[20:MRR:199.1,108736.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108738[20:MRR:108718.0,108737.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 108741[20:MRR:112.0,112.1,108738.0,108734.0] || -> . % 3.65/3.88 108742[19:Spt:108741.0,108711.0,108712.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108743[19:Spt:108741.0,108711.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108744[19:MRR:107.1,108743.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108745[19:MRR:108675.2,108744.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.88 108746[19:MRR:108.1,108743.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108747[19:MRR:108676.2,108746.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.88 108749[19:MRR:106.1,108743.0] || pigeon_4_in_hole_4* -> . % 3.65/3.88 108750[19:MRR:108674.2,108749.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.88 108751[20:Spt:108745.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 108752[20:MRR:195.0,108751.0] || pigeon_4_in_hole_7* -> . % 3.65/3.88 108753[20:MRR:199.1,108751.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108754[20:MRR:108750.0,108752.0] || -> pigeon_4_in_hole_5*. % 3.65/3.88 108757[20:MRR:140.1,108754.0] || pigeon_6_in_hole_5* -> . % 3.65/3.88 108758[20:MRR:108747.0,108753.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108761[20:MRR:108757.0,108758.0] || -> . % 3.65/3.88 108762[20:Spt:108761.0,108745.0,108751.0] || pigeon_5_in_hole_7* -> . % 3.65/3.88 108763[20:Spt:108761.0,108745.1] || -> pigeon_5_in_hole_5*. % 3.65/3.88 108764[20:MRR:139.0,108763.0] || pigeon_4_in_hole_5* -> . % 3.65/3.88 108765[20:MRR:108750.1,108764.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108766[20:MRR:196.1,108765.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108767[20:MRR:108747.0,108766.0] || -> pigeon_6_in_hole_5*. % 3.65/3.88 108768[20:MRR:143.0,143.1,108767.0,108763.0] || -> . % 3.65/3.88 108770[14:Spt:108768.0,108300.0,108301.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.88 108771[14:Spt:108768.0,108300.1,108300.2] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4*. % 3.65/3.88 108772[15:Spt:108771.0] || -> pigeon_2_in_hole_5*. % 3.65/3.88 108773[15:MRR:129.1,108772.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.88 108774[15:MRR:131.1,108772.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.88 108775[15:MRR:130.1,108772.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.88 108776[15:MRR:128.1,108772.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.88 108777[15:MRR:121.0,108772.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.88 108778[15:MRR:107319.2,108773.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_2*. % 3.65/3.88 108779[15:MRR:107321.2,108774.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108780[15:MRR:107320.2,108775.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108781[15:MRR:107322.2,108776.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108782[15:MRR:107323.2,108777.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108783[16:Spt:108778.2] || -> pigeon_4_in_hole_4*. % 3.65/3.88 108784[16:MRR:111.1,108783.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108785[16:MRR:112.1,108783.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108787[16:MRR:106.0,108783.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108788[16:MRR:95.0,108783.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108789[16:MRR:108780.2,108784.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 108790[16:MRR:108779.2,108785.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 108791[16:MRR:108781.2,108787.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 108792[16:MRR:108782.2,108788.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 108793[17:Spt:108789.2] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108795[17:MRR:40.0,108793.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.88 108796[17:MRR:51.0,108793.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 108797[17:MRR:59.1,108793.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.88 108799[17:MRR:108792.2,108795.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.88 108800[17:MRR:108791.2,108796.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.88 108801[17:MRR:108790.2,108797.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.88 108802[18:Spt:108799.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 108803[18:MRR:178.1,108802.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 108806[18:MRR:181.1,108802.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108807[18:MRR:108800.0,108803.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108809[18:MRR:164.1,108807.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108812[18:MRR:108801.0,108806.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108816[18:MRR:108809.0,108812.0] || -> . % 3.65/3.88 108817[18:Spt:108816.0,108799.0,108802.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 108818[18:Spt:108816.0,108799.1] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108819[18:MRR:150.1,108818.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108820[18:MRR:108800.1,108819.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 108821[18:MRR:192.1,108820.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108824[18:MRR:108801.0,108821.0] || -> pigeon_6_in_hole_6*. % 3.65/3.88 108827[18:MRR:153.0,153.1,108824.0,108818.0] || -> . % 3.65/3.88 108828[17:Spt:108827.0,108789.2,108793.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.88 108829[17:Spt:108827.0,108789.0,108789.1] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.88 108830[18:Spt:108829.0] || -> pigeon_5_in_hole_7*. % 3.65/3.88 108831[18:MRR:180.0,108830.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 108832[18:MRR:191.0,108830.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108834[18:MRR:199.1,108830.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108835[18:MRR:108792.0,108831.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.88 108836[18:MRR:108791.0,108832.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 108837[18:MRR:108790.0,108834.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 108838[19:Spt:108835.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108839[19:MRR:150.1,108838.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108840[19:MRR:153.1,108838.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108843[19:MRR:108836.0,108839.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108846[19:MRR:52.1,108843.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108848[19:MRR:108837.0,108840.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108852[19:MRR:108846.0,108848.0] || -> . % 3.65/3.88 108853[19:Spt:108852.0,108835.0,108838.0] || pigeon_1_in_hole_6* -> . % 3.65/3.88 108854[19:Spt:108852.0,108835.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108855[19:MRR:38.1,108854.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108856[19:MRR:108836.1,108855.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108859[19:MRR:164.1,108856.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108860[19:MRR:108837.0,108859.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108862[19:MRR:41.0,41.1,108860.0,108854.0] || -> . % 3.65/3.88 108864[18:Spt:108862.0,108829.0,108830.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108865[18:Spt:108862.0,108829.1] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108866[18:MRR:152.0,108865.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 108867[18:MRR:108792.1,108866.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.88 108868[18:MRR:163.0,108865.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108869[18:MRR:108791.1,108868.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_2*. % 3.65/3.88 108870[18:MRR:171.1,108865.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108871[18:MRR:108790.1,108870.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.88 108873[19:Spt:108867.0] || -> pigeon_1_in_hole_7*. % 3.65/3.88 108874[19:MRR:181.1,108873.0] || pigeon_6_in_hole_7* -> . % 3.65/3.88 108876[19:MRR:178.1,108873.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 108877[19:MRR:108871.0,108874.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108878[19:MRR:52.0,108877.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108882[19:MRR:108869.0,108876.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108886[19:MRR:108878.0,108882.0] || -> . % 3.65/3.88 108887[19:Spt:108886.0,108867.0,108873.0] || pigeon_1_in_hole_7* -> . % 3.65/3.88 108888[19:Spt:108886.0,108867.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108889[19:MRR:41.1,108888.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108890[19:MRR:108871.1,108889.0] || -> pigeon_6_in_hole_7*. % 3.65/3.88 108891[19:MRR:192.0,108890.0] || pigeon_3_in_hole_7* -> . % 3.65/3.88 108893[19:MRR:108869.0,108891.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108896[19:MRR:38.0,38.1,108893.0,108888.0] || -> . % 3.65/3.88 108897[16:Spt:108896.0,108778.2,108783.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.88 108898[16:Spt:108896.0,108778.0,108778.1,108778.3] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 108899[17:Spt:108898.0] || -> pigeon_4_in_hole_7*. % 3.65/3.88 108900[17:MRR:179.0,108899.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 108901[17:MRR:196.1,108899.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 108902[17:MRR:190.0,108899.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.88 108903[17:MRR:195.1,108899.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 108904[17:MRR:108782.0,108900.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108905[17:MRR:108779.0,108901.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108906[17:MRR:108781.0,108902.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108907[17:MRR:108780.0,108903.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108908[18:Spt:108904.0] || -> pigeon_1_in_hole_6*. % 3.65/3.88 108909[18:MRR:152.1,108908.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 108911[18:MRR:153.1,108908.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 108912[18:MRR:150.1,108908.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 108913[18:MRR:108907.0,108909.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 108914[18:MRR:108905.0,108911.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 108915[18:MRR:108906.0,108912.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 108916[19:Spt:108913.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108917[19:MRR:107.0,108916.0] || pigeon_3_in_hole_4* -> . % 3.65/3.88 108919[19:MRR:115.1,108916.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108921[19:MRR:108915.0,108917.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108922[19:MRR:52.1,108921.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108927[19:MRR:108914.0,108919.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108932[19:MRR:108922.0,108927.0] || -> . % 3.65/3.88 108933[19:Spt:108932.0,108913.0,108916.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 108934[19:Spt:108932.0,108913.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108935[19:MRR:51.0,108934.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108936[19:MRR:108915.1,108935.0] || -> pigeon_3_in_hole_4*. % 3.65/3.88 108937[19:MRR:108.1,108936.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 108940[19:MRR:108914.0,108937.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108941[19:MRR:59.0,59.1,108940.0,108934.0] || -> . % 3.65/3.88 108945[18:Spt:108941.0,108904.0,108908.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 108946[18:Spt:108941.0,108904.1,108904.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 108947[19:Spt:108946.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 108948[19:MRR:96.1,108947.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.88 108949[19:MRR:94.1,108947.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.88 108951[19:MRR:97.1,108947.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.88 108952[19:MRR:108907.1,108948.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.88 108953[19:MRR:108906.1,108949.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.88 108954[19:MRR:108905.1,108951.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.88 108955[20:Spt:108952.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 108956[20:MRR:163.0,108955.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 108957[20:MRR:171.1,108955.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108959[20:MRR:108953.0,108956.0] || -> pigeon_3_in_hole_2*. % 3.65/3.88 108964[20:MRR:52.1,108959.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108965[20:MRR:108954.0,108957.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108970[20:MRR:108964.0,108965.0] || -> . % 3.65/3.88 108971[20:Spt:108970.0,108952.0,108955.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 108972[20:Spt:108970.0,108952.1] || -> pigeon_5_in_hole_2*. % 3.65/3.88 108973[20:MRR:51.0,108972.0] || pigeon_3_in_hole_2* -> . % 3.65/3.88 108974[20:MRR:108953.1,108973.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108976[20:MRR:164.1,108974.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108977[20:MRR:108954.0,108976.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 108981[20:MRR:59.0,59.1,108977.0,108972.0] || -> . % 3.65/3.88 108982[19:Spt:108981.0,108946.0,108947.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.88 108983[19:Spt:108981.0,108946.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 108984[19:MRR:38.1,108983.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.88 108985[19:MRR:108906.2,108984.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.88 108986[19:MRR:41.1,108983.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 108987[19:MRR:108905.2,108986.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.88 108988[19:MRR:40.1,108983.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 108989[19:MRR:108907.2,108988.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.88 108992[20:Spt:108985.0] || -> pigeon_3_in_hole_6*. % 3.65/3.88 108993[20:MRR:163.1,108992.0] || pigeon_5_in_hole_6* -> . % 3.65/3.88 108994[20:MRR:164.1,108992.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 108996[20:MRR:108989.0,108993.0] || -> pigeon_5_in_hole_4*. % 3.65/3.88 108997[20:MRR:115.1,108996.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 109000[20:MRR:108987.0,108994.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 109003[20:MRR:108997.0,109000.0] || -> . % 3.65/3.88 109004[20:Spt:109003.0,108985.0,108992.0] || pigeon_3_in_hole_6* -> . % 3.65/3.88 109005[20:Spt:109003.0,108985.1] || -> pigeon_3_in_hole_4*. % 3.65/3.88 109006[20:MRR:107.1,109005.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 109007[20:MRR:108989.1,109006.0] || -> pigeon_5_in_hole_6*. % 3.65/3.88 109009[20:MRR:171.1,109007.0] || pigeon_6_in_hole_6* -> . % 3.65/3.88 109010[20:MRR:108987.0,109009.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 109012[20:MRR:108.0,108.1,109010.0,109005.0] || -> . % 3.65/3.88 109013[17:Spt:109012.0,108898.0,108899.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.88 109014[17:Spt:109012.0,108898.1,108898.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_2*. % 3.65/3.88 109015[18:Spt:109014.0] || -> pigeon_4_in_hole_6*. % 3.65/3.88 109016[18:MRR:162.0,109015.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.88 109017[18:MRR:167.1,109015.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.88 109018[18:MRR:168.1,109015.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.88 109019[18:MRR:151.0,109015.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.88 109020[18:MRR:108781.1,109016.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.88 109021[18:MRR:108780.1,109017.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 109022[18:MRR:108779.1,109018.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 109023[18:MRR:108782.1,109019.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 109024[19:Spt:109020.0] || -> pigeon_3_in_hole_7*. % 3.65/3.88 109025[19:MRR:178.0,109024.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.88 109026[19:MRR:192.1,109024.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.88 109027[19:MRR:191.1,109024.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.88 109028[19:MRR:109023.0,109025.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_2*. % 3.65/3.88 109029[19:MRR:109022.0,109026.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_2*. % 3.65/3.88 109030[19:MRR:109021.0,109027.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_2*. % 3.65/3.88 109031[20:Spt:109028.0] || -> pigeon_1_in_hole_4*. % 3.65/3.88 109032[20:MRR:97.1,109031.0] || pigeon_6_in_hole_4* -> . % 3.65/3.88 109035[20:MRR:96.1,109031.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 109036[20:MRR:109029.0,109032.0] || -> pigeon_6_in_hole_2*. % 3.65/3.88 109041[20:MRR:59.0,109036.0] || pigeon_5_in_hole_2* -> . % 3.65/3.88 109042[20:MRR:109030.0,109035.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 109047[20:MRR:109041.0,109042.0] || -> . % 3.65/3.88 109048[20:Spt:109047.0,109028.0,109031.0] || pigeon_1_in_hole_4* -> . % 3.65/3.88 109049[20:Spt:109047.0,109028.1] || -> pigeon_1_in_hole_2*. % 3.65/3.88 109050[20:MRR:41.1,109049.0] || pigeon_6_in_hole_2* -> . % 3.65/3.88 109051[20:MRR:109029.1,109050.0] || -> pigeon_6_in_hole_4*. % 3.65/3.88 109052[20:MRR:115.0,109051.0] || pigeon_5_in_hole_4* -> . % 3.65/3.88 109055[20:MRR:109030.0,109052.0] || -> pigeon_5_in_hole_2*. % 3.65/3.88 109058[20:MRR:40.0,40.1,109055.0,109049.0] || -> . % 3.65/3.89 109060[19:Spt:109058.0,109020.0,109024.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109061[19:Spt:109058.0,109020.1,109020.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_2*. % 3.65/3.89 109062[20:Spt:109061.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109063[20:MRR:94.0,109062.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 109064[20:MRR:108.1,109062.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109066[20:MRR:107.1,109062.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 109067[20:MRR:109023.1,109063.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.89 109068[20:MRR:109022.1,109064.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.89 109069[20:MRR:109021.1,109066.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.89 109070[21:Spt:109067.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109071[21:MRR:181.1,109070.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109072[21:MRR:180.1,109070.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109073[21:MRR:109068.0,109071.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109075[21:MRR:59.0,109073.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109079[21:MRR:109069.0,109072.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109084[21:MRR:109075.0,109079.0] || -> . % 3.65/3.89 109085[21:Spt:109084.0,109067.0,109070.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109086[21:Spt:109084.0,109067.1] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109087[21:MRR:41.1,109086.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109088[21:MRR:109068.1,109087.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109089[21:MRR:199.0,109088.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109090[21:MRR:109069.0,109089.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109092[21:MRR:40.0,40.1,109090.0,109086.0] || -> . % 3.65/3.89 109095[20:Spt:109092.0,109061.0,109062.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 109096[20:Spt:109092.0,109061.1] || -> pigeon_3_in_hole_2*. % 3.65/3.89 109097[20:MRR:52.1,109096.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.89 109098[20:MRR:109022.2,109097.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 109099[20:MRR:51.1,109096.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109100[20:MRR:109021.2,109099.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 109101[20:MRR:38.0,109096.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109102[20:MRR:109023.2,109101.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.89 109105[21:Spt:109098.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109106[21:MRR:181.0,109105.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109107[21:MRR:199.0,109105.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109108[21:MRR:109102.0,109106.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109109[21:MRR:96.1,109108.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109112[21:MRR:109100.0,109107.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109115[21:MRR:109109.0,109112.0] || -> . % 3.65/3.89 109116[21:Spt:109115.0,109098.0,109105.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109117[21:Spt:109115.0,109098.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109118[21:MRR:97.0,109117.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 109119[21:MRR:109102.1,109118.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109120[21:MRR:180.1,109119.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109121[21:MRR:109100.0,109120.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109123[21:MRR:115.0,115.1,109117.0,109121.0] || -> . % 3.65/3.89 109124[18:Spt:109123.0,109014.0,109015.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 109125[18:Spt:109123.0,109014.1] || -> pigeon_4_in_hole_2*. % 3.65/3.89 109126[18:MRR:56.1,109125.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.89 109127[18:MRR:55.1,109125.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.89 109128[18:MRR:39.0,109125.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.89 109130[18:MRR:50.0,109125.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.89 109131[18:MRR:108781.3,109130.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 109132[18:MRR:108780.3,109127.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 109133[18:MRR:108779.3,109126.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 109134[18:MRR:108782.3,109128.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.89 109135[19:Spt:109131.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 109136[19:MRR:191.1,109135.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109137[19:MRR:192.1,109135.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109138[19:MRR:178.0,109135.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109139[19:MRR:109132.0,109136.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 109140[19:MRR:109133.0,109137.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 109141[19:MRR:109134.0,109138.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.89 109142[20:Spt:109139.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109144[20:MRR:171.1,109142.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109145[20:MRR:152.0,109142.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109146[20:MRR:109140.0,109144.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109147[20:MRR:97.0,109146.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 109151[20:MRR:109141.0,109145.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109155[20:MRR:109147.0,109151.0] || -> . % 3.65/3.89 109156[20:Spt:109155.0,109139.0,109142.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109157[20:Spt:109155.0,109139.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109158[20:MRR:115.1,109157.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 109159[20:MRR:109140.1,109158.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109161[20:MRR:153.0,109159.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109162[20:MRR:109141.0,109161.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109164[20:MRR:96.0,96.1,109157.0,109162.0] || -> . % 3.65/3.89 109166[19:Spt:109164.0,109131.0,109135.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109167[19:Spt:109164.0,109131.1,109131.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 109168[20:Spt:109167.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109169[20:MRR:163.1,109168.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109170[20:MRR:164.1,109168.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109171[20:MRR:150.0,109168.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109172[20:MRR:109132.1,109169.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 109173[20:MRR:109133.1,109170.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 109174[20:MRR:109134.1,109171.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.89 109175[21:Spt:109172.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109176[21:MRR:199.1,109175.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109177[21:MRR:180.0,109175.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109178[21:MRR:109173.0,109176.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109182[21:MRR:97.0,109178.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 109183[21:MRR:109174.0,109177.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109187[21:MRR:109182.0,109183.0] || -> . % 3.65/3.89 109188[21:Spt:109187.0,109172.0,109175.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109189[21:Spt:109187.0,109172.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109190[21:MRR:115.1,109189.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 109191[21:MRR:109173.1,109190.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109192[21:MRR:181.0,109191.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109193[21:MRR:109174.0,109192.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109195[21:MRR:96.0,96.1,109189.0,109193.0] || -> . % 3.65/3.89 109197[20:Spt:109195.0,109167.0,109168.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109198[20:Spt:109195.0,109167.1] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109199[20:MRR:108.1,109198.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109200[20:MRR:109133.2,109199.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 109201[20:MRR:94.0,109198.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 109202[20:MRR:109134.2,109201.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.89 109203[20:MRR:107.1,109198.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109204[20:MRR:109132.2,109203.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.89 109206[21:Spt:109200.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109207[21:MRR:199.0,109206.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109208[21:MRR:181.0,109206.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109209[21:MRR:109204.0,109207.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109210[21:MRR:152.0,109209.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109212[21:MRR:109202.0,109208.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109214[21:MRR:109210.0,109212.0] || -> . % 3.65/3.89 109215[21:Spt:109214.0,109200.0,109206.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109216[21:Spt:109214.0,109200.1] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109217[21:MRR:171.0,109216.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109218[21:MRR:109204.1,109217.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109219[21:MRR:180.0,109218.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109220[21:MRR:109202.0,109219.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109221[21:MRR:153.0,153.1,109216.0,109220.0] || -> . % 3.65/3.89 109222[15:Spt:109221.0,108771.0,108772.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.89 109223[15:Spt:109221.0,108771.1] || -> pigeon_2_in_hole_4*. % 3.65/3.89 109224[15:MRR:103.1,109223.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109225[15:MRR:93.0,109223.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 109226[15:MRR:102.1,109223.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 109227[15:MRR:100.1,109223.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 109228[15:MRR:101.1,109223.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 109229[15:MRR:107319.3,109228.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_2*. % 3.65/3.89 109230[15:MRR:107321.3,109224.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.89 109231[15:MRR:107320.3,109226.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.89 109232[15:MRR:107322.3,109227.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.89 109233[15:MRR:107323.3,109225.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.89 109234[16:Spt:109229.3] || -> pigeon_4_in_hole_2*. % 3.65/3.89 109235[16:MRR:56.1,109234.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.89 109236[16:MRR:55.1,109234.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.89 109237[16:MRR:39.0,109234.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.89 109239[16:MRR:50.0,109234.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.89 109240[16:MRR:109230.3,109235.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 109241[16:MRR:109231.3,109236.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 109242[16:MRR:109233.3,109237.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 109243[16:MRR:109232.3,109239.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 109244[17:Spt:109240.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109245[17:MRR:181.0,109244.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109246[17:MRR:199.0,109244.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109247[17:MRR:192.0,109244.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109249[17:MRR:109242.0,109245.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 109250[17:MRR:109241.0,109246.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 109251[17:MRR:109243.0,109247.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 109252[18:Spt:109249.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109253[18:MRR:152.1,109252.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109255[18:MRR:150.1,109252.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109257[18:MRR:109250.0,109253.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109260[18:MRR:135.0,109257.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109262[18:MRR:109251.0,109255.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109266[18:MRR:109260.0,109262.0] || -> . % 3.65/3.89 109267[18:Spt:109266.0,109249.0,109252.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109268[18:Spt:109266.0,109249.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109269[18:MRR:124.1,109268.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109270[18:MRR:109250.1,109269.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109272[18:MRR:163.0,109270.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109274[18:MRR:109251.0,109272.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109275[18:MRR:122.0,122.1,109274.0,109268.0] || -> . % 3.65/3.89 109278[17:Spt:109275.0,109240.0,109244.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109279[17:Spt:109275.0,109240.1,109240.2] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 109280[18:Spt:109279.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109281[18:MRR:153.0,109280.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109282[18:MRR:171.0,109280.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109283[18:MRR:164.0,109280.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109285[18:MRR:109242.1,109281.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 109286[18:MRR:109241.1,109282.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.89 109287[18:MRR:109243.1,109283.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.89 109288[19:Spt:109285.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109289[19:MRR:180.1,109288.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109290[19:MRR:178.1,109288.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 109292[19:MRR:109286.0,109289.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109294[19:MRR:135.0,109292.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109297[19:MRR:109287.0,109290.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109301[19:MRR:109294.0,109297.0] || -> . % 3.65/3.89 109302[19:Spt:109301.0,109285.0,109288.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109303[19:Spt:109301.0,109285.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109304[19:MRR:124.1,109303.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109305[19:MRR:109286.1,109304.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109306[19:MRR:191.0,109305.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 109308[19:MRR:109287.0,109306.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109311[19:MRR:122.0,122.1,109308.0,109303.0] || -> . % 3.65/3.89 109312[18:Spt:109311.0,109279.0,109280.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109313[18:Spt:109311.0,109279.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109314[18:MRR:143.0,109313.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109315[18:MRR:109241.2,109314.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.89 109316[18:MRR:136.0,109313.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109317[18:MRR:109243.2,109316.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 109318[18:MRR:125.0,109313.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 109319[18:MRR:109242.2,109318.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.89 109321[19:Spt:109315.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109322[19:MRR:180.0,109321.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109324[19:MRR:191.0,109321.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 109325[19:MRR:109319.0,109322.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109327[19:MRR:150.1,109325.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109329[19:MRR:109317.0,109324.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109332[19:MRR:109327.0,109329.0] || -> . % 3.65/3.89 109333[19:Spt:109332.0,109315.0,109321.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109334[19:Spt:109332.0,109315.1] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109335[19:MRR:152.0,109334.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109336[19:MRR:109319.1,109335.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109338[19:MRR:178.1,109336.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 109339[19:MRR:109317.0,109338.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109341[19:MRR:163.0,163.1,109334.0,109339.0] || -> . % 3.65/3.89 109342[16:Spt:109341.0,109229.3,109234.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.89 109343[16:Spt:109341.0,109229.0,109229.1,109229.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 109344[17:Spt:109343.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 109345[17:MRR:195.1,109344.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109346[17:MRR:179.0,109344.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109347[17:MRR:190.0,109344.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109348[17:MRR:196.1,109344.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109349[17:MRR:109231.0,109345.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.89 109350[17:MRR:109233.0,109346.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.89 109351[17:MRR:109232.0,109347.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.89 109352[17:MRR:109230.0,109348.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.89 109353[18:Spt:109349.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109354[18:MRR:152.0,109353.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109355[18:MRR:163.0,109353.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109357[18:MRR:171.1,109353.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109358[18:MRR:109350.0,109354.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.89 109359[18:MRR:109351.0,109355.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.89 109360[18:MRR:109352.0,109357.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.89 109361[19:Spt:109358.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109363[19:MRR:122.1,109361.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109364[19:MRR:125.1,109361.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 109366[19:MRR:109359.0,109363.0] || -> pigeon_3_in_hole_2*. % 3.65/3.89 109367[19:MRR:52.1,109366.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109371[19:MRR:109360.0,109364.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109375[19:MRR:109367.0,109371.0] || -> . % 3.65/3.89 109376[19:Spt:109375.0,109358.0,109361.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 109377[19:Spt:109375.0,109358.1] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109378[19:MRR:38.1,109377.0] || pigeon_3_in_hole_2* -> . % 3.65/3.89 109379[19:MRR:109359.1,109378.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109381[19:MRR:136.1,109379.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 109383[19:MRR:109360.0,109381.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109386[19:MRR:41.0,41.1,109383.0,109377.0] || -> . % 3.65/3.89 109387[18:Spt:109386.0,109349.0,109353.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109388[18:Spt:109386.0,109349.1,109349.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.89 109389[19:Spt:109388.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109390[19:MRR:124.0,109389.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 109391[19:MRR:135.0,109389.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109392[19:MRR:143.1,109389.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 109394[19:MRR:109350.1,109390.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.89 109395[19:MRR:109351.1,109391.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.89 109396[19:MRR:109352.1,109392.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.89 109397[20:Spt:109394.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109398[20:MRR:150.1,109397.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109400[20:MRR:153.1,109397.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109401[20:MRR:109395.0,109398.0] || -> pigeon_3_in_hole_2*. % 3.65/3.89 109405[20:MRR:52.1,109401.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109406[20:MRR:109396.0,109400.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109410[20:MRR:109405.0,109406.0] || -> . % 3.65/3.89 109411[20:Spt:109410.0,109394.0,109397.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109412[20:Spt:109410.0,109394.1] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109413[20:MRR:38.1,109412.0] || pigeon_3_in_hole_2* -> . % 3.65/3.89 109414[20:MRR:109395.1,109413.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109416[20:MRR:164.1,109414.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109417[20:MRR:109396.0,109416.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109418[20:MRR:41.0,41.1,109417.0,109412.0] || -> . % 3.65/3.89 109421[19:Spt:109418.0,109388.0,109389.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109422[19:Spt:109418.0,109388.1] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109423[19:MRR:51.0,109422.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.89 109424[19:MRR:109351.2,109423.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 109425[19:MRR:59.1,109422.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109426[19:MRR:109352.2,109425.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 109427[19:MRR:40.0,109422.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109428[19:MRR:109350.2,109427.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 109430[20:Spt:109424.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109431[20:MRR:150.0,109430.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109432[20:MRR:164.1,109430.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109434[20:MRR:109428.0,109431.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109436[20:MRR:125.1,109434.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 109438[20:MRR:109426.0,109432.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109441[20:MRR:109436.0,109438.0] || -> . % 3.65/3.89 109442[20:Spt:109441.0,109424.0,109430.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109443[20:Spt:109441.0,109424.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109444[20:MRR:122.0,109443.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 109445[20:MRR:109428.1,109444.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109446[20:MRR:153.1,109445.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109448[20:MRR:109426.0,109446.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109450[20:MRR:136.0,136.1,109448.0,109443.0] || -> . % 3.65/3.89 109451[17:Spt:109450.0,109343.0,109344.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 109452[17:Spt:109450.0,109343.1,109343.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 109453[18:Spt:109452.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 109454[18:MRR:162.0,109453.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109455[18:MRR:151.0,109453.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109456[18:MRR:168.1,109453.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109457[18:MRR:167.1,109453.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109458[18:MRR:109232.1,109454.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.89 109459[18:MRR:109233.1,109455.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.89 109460[18:MRR:109230.1,109456.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.89 109461[18:MRR:109231.1,109457.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.89 109462[19:Spt:109458.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 109463[19:MRR:191.1,109462.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109464[19:MRR:178.0,109462.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109465[19:MRR:192.1,109462.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109466[19:MRR:109461.0,109463.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_2*. % 3.65/3.89 109467[19:MRR:109459.0,109464.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_2*. % 3.65/3.89 109468[19:MRR:109460.0,109465.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_2*. % 3.65/3.89 109469[20:Spt:109466.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109471[20:MRR:143.1,109469.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 109473[20:MRR:124.0,109469.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 109474[20:MRR:109468.0,109471.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109477[20:MRR:41.0,109474.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109479[20:MRR:109467.0,109473.0] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109483[20:MRR:109477.0,109479.0] || -> . % 3.65/3.89 109484[20:Spt:109483.0,109466.0,109469.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109485[20:Spt:109483.0,109466.1] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109486[20:MRR:59.1,109485.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109487[20:MRR:109468.1,109486.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109489[20:MRR:125.0,109487.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 109491[20:MRR:109467.0,109489.0] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109493[20:MRR:40.0,40.1,109485.0,109491.0] || -> . % 3.65/3.89 109495[19:Spt:109493.0,109458.0,109462.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109496[19:Spt:109493.0,109458.1,109458.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_2*. % 3.65/3.89 109497[20:Spt:109496.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 109498[20:MRR:135.1,109497.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109499[20:MRR:136.1,109497.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 109501[20:MRR:122.0,109497.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 109502[20:MRR:109461.1,109498.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.89 109503[20:MRR:109460.1,109499.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.89 109504[20:MRR:109459.1,109501.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.89 109505[21:Spt:109502.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109506[21:MRR:180.0,109505.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109507[21:MRR:199.1,109505.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109508[21:MRR:109504.0,109506.0] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109509[21:MRR:41.1,109508.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109513[21:MRR:109503.0,109507.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109517[21:MRR:109509.0,109513.0] || -> . % 3.65/3.89 109518[21:Spt:109517.0,109502.0,109505.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109519[21:Spt:109517.0,109502.1] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109520[21:MRR:40.0,109519.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109521[21:MRR:109504.1,109520.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109522[21:MRR:181.1,109521.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109523[21:MRR:109503.0,109522.0] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109526[21:MRR:59.0,59.1,109523.0,109519.0] || -> . % 3.65/3.89 109527[20:Spt:109526.0,109496.0,109497.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109528[20:Spt:109526.0,109496.1] || -> pigeon_3_in_hole_2*. % 3.65/3.89 109529[20:MRR:38.0,109528.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.89 109530[20:MRR:109459.2,109529.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 109531[20:MRR:52.1,109528.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109532[20:MRR:109460.2,109531.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 109534[20:MRR:51.1,109528.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109535[20:MRR:109461.2,109534.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.89 109536[21:Spt:109530.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109537[21:MRR:180.1,109536.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109538[21:MRR:181.1,109536.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109539[21:MRR:109535.0,109537.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109541[21:MRR:143.1,109539.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 109543[21:MRR:109532.0,109538.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109546[21:MRR:109541.0,109543.0] || -> . % 3.65/3.89 109547[21:Spt:109546.0,109530.0,109536.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109548[21:Spt:109546.0,109530.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109549[21:MRR:124.1,109548.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109550[21:MRR:109535.1,109549.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 109551[21:MRR:199.1,109550.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109552[21:MRR:109532.0,109551.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109554[21:MRR:125.0,125.1,109552.0,109548.0] || -> . % 3.65/3.89 109555[18:Spt:109554.0,109452.0,109453.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 109556[18:Spt:109554.0,109452.1] || -> pigeon_4_in_hole_5*. % 3.65/3.89 109557[18:MRR:139.1,109556.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109558[18:MRR:140.1,109556.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 109559[18:MRR:123.0,109556.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 109560[18:MRR:134.0,109556.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109561[18:MRR:109232.2,109560.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.89 109562[18:MRR:109233.2,109559.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.89 109563[18:MRR:109230.2,109558.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.89 109564[18:MRR:109231.2,109557.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.89 109565[19:Spt:109561.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 109566[19:MRR:192.1,109565.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109567[19:MRR:178.0,109565.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109568[19:MRR:191.1,109565.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109569[19:MRR:109563.0,109566.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_2*. % 3.65/3.89 109570[19:MRR:109562.0,109567.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_2*. % 3.65/3.89 109571[19:MRR:109564.0,109568.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_2*. % 3.65/3.89 109572[20:Spt:109569.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109574[20:MRR:153.0,109572.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 109575[20:MRR:171.0,109572.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109576[20:MRR:109570.0,109574.0] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109578[20:MRR:40.1,109576.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109581[20:MRR:109571.0,109575.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109585[20:MRR:109578.0,109581.0] || -> . % 3.65/3.89 109586[20:Spt:109585.0,109569.0,109572.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109587[20:Spt:109585.0,109569.1] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109588[20:MRR:41.0,109587.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109589[20:MRR:109570.1,109588.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109591[20:MRR:152.1,109589.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109592[20:MRR:109571.0,109591.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109595[20:MRR:59.0,59.1,109587.0,109592.0] || -> . % 3.65/3.89 109596[19:Spt:109595.0,109561.0,109565.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109597[19:Spt:109595.0,109561.1,109561.2] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_2*. % 3.65/3.89 109598[20:Spt:109597.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 109599[20:MRR:164.1,109598.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109600[20:MRR:150.0,109598.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109601[20:MRR:163.1,109598.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109602[20:MRR:109563.1,109599.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_2*. % 3.65/3.89 109603[20:MRR:109562.1,109600.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_2*. % 3.65/3.89 109604[20:MRR:109564.1,109601.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_2*. % 3.65/3.89 109605[21:Spt:109602.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109606[21:MRR:181.0,109605.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109607[21:MRR:199.0,109605.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109608[21:MRR:109603.0,109606.0] || -> pigeon_1_in_hole_2*. % 3.65/3.89 109611[21:MRR:40.1,109608.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109613[21:MRR:109604.0,109607.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109617[21:MRR:109611.0,109613.0] || -> . % 3.65/3.89 109618[21:Spt:109617.0,109602.0,109605.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109619[21:Spt:109617.0,109602.1] || -> pigeon_6_in_hole_2*. % 3.65/3.89 109620[21:MRR:41.0,109619.0] || pigeon_1_in_hole_2* -> . % 3.65/3.89 109621[21:MRR:109603.1,109620.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109622[21:MRR:180.1,109621.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109623[21:MRR:109604.0,109622.0] || -> pigeon_5_in_hole_2*. % 3.65/3.89 109624[21:MRR:59.0,59.1,109619.0,109623.0] || -> . % 3.65/3.89 109627[20:Spt:109624.0,109597.0,109598.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109628[20:Spt:109624.0,109597.1] || -> pigeon_3_in_hole_2*. % 3.65/3.89 109629[20:MRR:38.0,109628.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.89 109630[20:MRR:109562.2,109629.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.89 109631[20:MRR:51.1,109628.0] || pigeon_5_in_hole_2* -> . % 3.65/3.89 109632[20:MRR:109564.2,109631.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.89 109633[20:MRR:52.1,109628.0] || pigeon_6_in_hole_2* -> . % 3.65/3.89 109634[20:MRR:109563.2,109633.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 109636[21:Spt:109630.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 109637[21:MRR:181.1,109636.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 109638[21:MRR:180.1,109636.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109639[21:MRR:109634.0,109637.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109640[21:MRR:171.0,109639.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109642[21:MRR:109632.0,109638.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109644[21:MRR:109640.0,109642.0] || -> . % 3.65/3.89 109645[21:Spt:109644.0,109630.0,109636.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 109646[21:Spt:109644.0,109630.1] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109647[21:MRR:153.1,109646.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109648[21:MRR:109634.1,109647.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 109649[21:MRR:199.0,109648.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 109650[21:MRR:109632.0,109649.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109651[21:MRR:152.0,152.1,109650.0,109646.0] || -> . % 3.65/3.89 109652[11:Spt:109651.0,107310.0,107311.0] || pigeon_7_in_hole_3*+ -> . % 3.65/3.89 109653[11:Spt:109651.0,107310.1] || -> pigeon_7_in_hole_2*. % 3.65/3.89 109654[11:MRR:42.0,109653.0] || pigeon_1_in_hole_2*+ -> . % 3.65/3.89 109655[11:MRR:60.0,109653.0] || pigeon_5_in_hole_2*+ -> . % 3.65/3.89 109656[11:MRR:62.0,109653.0] || pigeon_6_in_hole_2*+ -> . % 3.65/3.89 109657[11:MRR:53.0,109653.0] || pigeon_3_in_hole_2*+ -> . % 3.65/3.89 109658[11:MRR:57.0,109653.0] || pigeon_4_in_hole_2*+ -> . % 3.65/3.89 109659[11:MRR:48.0,109653.0] || pigeon_2_in_hole_2*+ -> . % 3.65/3.89 109660[11:MRR:97145.5,109659.0] || -> pigeon_2_in_hole_7 pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.89 109661[11:MRR:97147.5,109658.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109662[11:MRR:97148.5,109655.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109663[11:MRR:97150.5,109656.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109664[11:MRR:97149.5,109657.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109665[11:MRR:97146.5,109654.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 109666[12:Spt:109660.0] || -> pigeon_2_in_hole_7*. % 3.65/3.89 109667[12:MRR:177.0,109666.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 109668[12:MRR:184.1,109666.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 109669[12:MRR:187.1,109666.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 109670[12:MRR:186.1,109666.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 109671[12:MRR:185.1,109666.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 109672[12:MRR:109665.0,109667.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 109673[12:MRR:109664.0,109668.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109674[12:MRR:109663.0,109669.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109675[12:MRR:109662.0,109670.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109676[12:MRR:109661.0,109671.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109677[13:Spt:109672.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 109678[13:MRR:153.1,109677.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109679[13:MRR:152.1,109677.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109680[13:MRR:150.1,109677.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109681[13:MRR:151.1,109677.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 109683[13:MRR:109674.0,109678.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109684[13:MRR:109675.0,109679.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109685[13:MRR:109673.0,109680.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109686[13:MRR:109676.0,109681.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109687[14:Spt:109683.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109688[14:MRR:143.0,109687.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109689[14:MRR:140.0,109687.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 109691[14:MRR:136.0,109687.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109693[14:MRR:109684.0,109688.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109694[14:MRR:109686.0,109689.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109695[14:MRR:109685.0,109691.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109696[15:Spt:109693.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109700[15:MRR:107.0,109696.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 109701[15:MRR:111.0,109696.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 109702[15:MRR:109695.0,109700.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109704[15:MRR:78.1,109702.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 109708[15:MRR:109694.0,109701.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 109713[15:MRR:109704.0,109708.0] || -> . % 3.65/3.89 109714[15:Spt:109713.0,109693.0,109696.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109715[15:Spt:109713.0,109693.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109716[15:MRR:79.0,109715.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109717[15:MRR:109695.1,109716.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109721[15:MRR:106.1,109717.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 109722[15:MRR:109694.0,109721.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 109724[15:MRR:83.0,83.1,109715.0,109722.0] || -> . % 3.65/3.89 109727[14:Spt:109724.0,109683.0,109687.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 109728[14:Spt:109724.0,109683.1,109683.2] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109729[15:Spt:109728.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109730[15:MRR:115.0,109729.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 109731[15:MRR:108.0,109729.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 109734[15:MRR:112.0,109729.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 109735[15:MRR:109684.1,109730.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 109736[15:MRR:109685.1,109731.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 109737[15:MRR:109686.1,109734.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 109738[16:Spt:109735.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109739[16:MRR:139.0,109738.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 109741[16:MRR:135.0,109738.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109743[16:MRR:109737.0,109739.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 109744[16:MRR:78.0,109743.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109749[16:MRR:109736.0,109741.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109754[16:MRR:109744.0,109749.0] || -> . % 3.65/3.89 109755[16:Spt:109754.0,109735.0,109738.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109756[16:Spt:109754.0,109735.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109757[16:MRR:83.0,109756.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 109758[16:MRR:109737.1,109757.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 109760[16:MRR:134.0,109758.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109762[16:MRR:109736.0,109760.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109766[16:MRR:79.0,79.1,109756.0,109762.0] || -> . % 3.65/3.89 109767[15:Spt:109766.0,109728.0,109729.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109768[15:Spt:109766.0,109728.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 109769[15:MRR:84.0,109768.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 109770[15:MRR:109686.2,109769.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 109771[15:MRR:80.0,109768.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109772[15:MRR:109685.2,109771.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 109774[15:MRR:87.0,109768.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 109775[15:MRR:109684.2,109774.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 109777[16:Spt:109770.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 109778[16:MRR:139.1,109777.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109780[16:MRR:134.0,109777.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109782[16:MRR:109775.0,109778.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109784[16:MRR:107.0,109782.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 109787[16:MRR:109772.0,109780.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109791[16:MRR:109784.0,109787.0] || -> . % 3.65/3.89 109792[16:Spt:109791.0,109770.0,109777.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 109793[16:Spt:109791.0,109770.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 109794[16:MRR:111.1,109793.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109795[16:MRR:109775.1,109794.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109797[16:MRR:135.0,109795.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109799[16:MRR:109772.0,109797.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109802[16:MRR:106.0,106.1,109793.0,109799.0] || -> . % 3.65/3.89 109803[13:Spt:109802.0,109672.0,109677.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 109804[13:Spt:109802.0,109672.1,109672.2,109672.3] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 109805[14:Spt:109804.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 109806[14:MRR:123.1,109805.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 109807[14:MRR:124.1,109805.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109809[14:MRR:122.1,109805.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109810[14:MRR:125.1,109805.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 109811[14:MRR:109676.1,109806.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109812[14:MRR:109675.1,109807.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109813[14:MRR:109673.1,109809.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109814[14:MRR:109674.1,109810.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109815[15:Spt:109811.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 109816[15:MRR:168.1,109815.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109817[15:MRR:167.1,109815.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109818[15:MRR:162.0,109815.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109820[15:MRR:109814.0,109816.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 109821[15:MRR:109812.0,109817.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 109822[15:MRR:109813.0,109818.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 109823[16:Spt:109820.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109827[16:MRR:108.0,109823.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 109828[16:MRR:115.0,109823.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109829[16:MRR:109822.0,109827.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109834[16:MRR:79.1,109829.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 109835[16:MRR:109821.0,109828.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109840[16:MRR:109834.0,109835.0] || -> . % 3.65/3.89 109841[16:Spt:109840.0,109820.0,109823.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 109842[16:Spt:109840.0,109820.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 109843[16:MRR:80.0,109842.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109844[16:MRR:109822.1,109843.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109848[16:MRR:107.1,109844.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 109849[16:MRR:109821.0,109848.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109851[16:MRR:87.0,87.1,109842.0,109849.0] || -> . % 3.65/3.89 109854[15:Spt:109851.0,109811.0,109815.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 109855[15:Spt:109851.0,109811.1,109811.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 109856[16:Spt:109855.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 109857[16:MRR:112.1,109856.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109858[16:MRR:106.0,109856.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 109859[16:MRR:111.1,109856.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 109862[16:MRR:109814.1,109857.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 109863[16:MRR:109813.1,109858.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 109864[16:MRR:109812.1,109859.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.89 109865[17:Spt:109862.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109866[17:MRR:171.0,109865.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109867[17:MRR:164.0,109865.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109869[17:MRR:109864.0,109866.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109870[17:MRR:79.0,109869.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109875[17:MRR:109863.0,109867.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109880[17:MRR:109870.0,109875.0] || -> . % 3.65/3.89 109881[17:Spt:109880.0,109862.0,109865.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109882[17:Spt:109880.0,109862.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 109883[17:MRR:87.0,109882.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 109884[17:MRR:109864.1,109883.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109885[17:MRR:163.0,109884.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109887[17:MRR:109863.0,109885.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109891[17:MRR:80.0,80.1,109882.0,109887.0] || -> . % 3.65/3.89 109892[16:Spt:109891.0,109855.0,109856.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 109893[16:Spt:109891.0,109855.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 109894[16:MRR:83.1,109893.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 109895[16:MRR:109812.2,109894.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 109896[16:MRR:78.0,109893.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109897[16:MRR:109813.2,109896.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 109899[16:MRR:84.1,109893.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 109900[16:MRR:109814.2,109899.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 109902[17:Spt:109895.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109903[17:MRR:171.1,109902.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 109905[17:MRR:163.0,109902.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109906[17:MRR:109900.0,109903.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 109908[17:MRR:108.0,109906.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 109911[17:MRR:109897.0,109905.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109915[17:MRR:109908.0,109911.0] || -> . % 3.65/3.89 109916[17:Spt:109915.0,109895.0,109902.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 109917[17:Spt:109915.0,109895.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 109918[17:MRR:115.1,109917.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 109919[17:MRR:109900.1,109918.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109921[17:MRR:164.0,109919.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109922[17:MRR:109897.0,109921.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 109925[17:MRR:107.0,107.1,109917.0,109922.0] || -> . % 3.65/3.89 109926[14:Spt:109925.0,109804.0,109805.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 109927[14:Spt:109925.0,109804.1,109804.2] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 109928[15:Spt:109927.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 109929[15:MRR:97.1,109928.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 109930[15:MRR:94.1,109928.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 109931[15:MRR:96.1,109928.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 109933[15:MRR:95.1,109928.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 109934[15:MRR:109674.2,109929.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 109935[15:MRR:109673.2,109930.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 109936[15:MRR:109675.2,109931.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 109937[15:MRR:109676.2,109933.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 109938[16:Spt:109934.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 109939[16:MRR:171.0,109938.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 109940[16:MRR:164.0,109938.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 109942[16:MRR:168.0,109938.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 109943[16:MRR:109936.0,109939.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 109944[16:MRR:109935.0,109940.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 109945[16:MRR:109937.0,109942.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 109946[17:Spt:109943.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 109947[17:MRR:139.0,109946.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 109948[17:MRR:135.0,109946.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109951[17:MRR:109945.0,109947.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 109953[17:MRR:78.0,109951.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 109957[17:MRR:109944.0,109948.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109962[17:MRR:109953.0,109957.0] || -> . % 3.65/3.89 109963[17:Spt:109962.0,109943.0,109946.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 109964[17:Spt:109962.0,109943.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 109965[17:MRR:83.0,109964.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 109966[17:MRR:109945.1,109965.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 109967[17:MRR:134.0,109966.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 109970[17:MRR:109944.0,109967.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109974[17:MRR:79.0,79.1,109964.0,109970.0] || -> . % 3.65/3.89 109975[16:Spt:109974.0,109934.0,109938.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 109976[16:Spt:109974.0,109934.1,109934.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 109977[17:Spt:109976.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 109978[17:MRR:143.0,109977.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 109979[17:MRR:140.0,109977.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 109980[17:MRR:136.0,109977.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 109982[17:MRR:109936.1,109978.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.89 109983[17:MRR:109937.1,109979.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 109984[17:MRR:109935.1,109980.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 109985[18:Spt:109982.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 109986[18:MRR:163.0,109985.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 109988[18:MRR:167.0,109985.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 109989[18:MRR:109984.0,109986.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 109990[18:MRR:78.1,109989.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 109995[18:MRR:109983.0,109988.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110000[18:MRR:109990.0,109995.0] || -> . % 3.65/3.89 110001[18:Spt:110000.0,109982.0,109985.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110002[18:Spt:110000.0,109982.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110003[18:MRR:79.0,110002.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 110004[18:MRR:109984.1,110003.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110006[18:MRR:162.1,110004.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110007[18:MRR:109983.0,110006.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110011[18:MRR:83.0,83.1,110002.0,110007.0] || -> . % 3.65/3.89 110012[17:Spt:110011.0,109976.0,109977.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110013[17:Spt:110011.0,109976.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110014[17:MRR:80.0,110013.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 110015[17:MRR:109935.2,110014.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 110016[17:MRR:84.0,110013.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110017[17:MRR:109937.2,110016.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 110018[17:MRR:87.0,110013.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110019[17:MRR:109936.2,110018.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 110022[18:Spt:110015.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110023[18:MRR:163.1,110022.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110024[18:MRR:162.1,110022.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110026[18:MRR:110019.0,110023.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110029[18:MRR:139.0,110026.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 110030[18:MRR:110017.0,110024.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110033[18:MRR:110029.0,110030.0] || -> . % 3.65/3.89 110034[18:Spt:110033.0,110015.0,110022.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 110035[18:Spt:110033.0,110015.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 110036[18:MRR:135.1,110035.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110037[18:MRR:110019.1,110036.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 110038[18:MRR:167.0,110037.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110040[18:MRR:110017.0,110038.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110041[18:MRR:134.0,134.1,110040.0,110035.0] || -> . % 3.65/3.89 110043[15:Spt:110041.0,109927.0,109928.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 110044[15:Spt:110041.0,109927.1] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110045[15:MRR:66.1,110044.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 110046[15:MRR:67.1,110044.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 110047[15:MRR:69.1,110044.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 110048[15:MRR:68.1,110044.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110050[15:MRR:109674.3,110047.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 110051[15:MRR:109673.3,110045.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 110052[15:MRR:109675.3,110048.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 110053[15:MRR:109676.3,110046.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 110054[16:Spt:110050.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 110055[16:MRR:168.0,110054.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 110057[16:MRR:164.0,110054.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 110058[16:MRR:171.0,110054.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 110059[16:MRR:110053.0,110055.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 110060[16:MRR:110051.0,110057.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 110061[16:MRR:110052.0,110058.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 110062[17:Spt:110059.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110063[17:MRR:139.1,110062.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110064[17:MRR:134.0,110062.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 110067[17:MRR:110061.0,110063.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110069[17:MRR:107.0,110067.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 110072[17:MRR:110060.0,110064.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110076[17:MRR:110069.0,110072.0] || -> . % 3.65/3.89 110077[17:Spt:110076.0,110059.0,110062.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 110078[17:Spt:110076.0,110059.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110079[17:MRR:111.1,110078.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110080[17:MRR:110061.1,110079.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110081[17:MRR:135.0,110080.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 110084[17:MRR:110060.0,110081.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110085[17:MRR:106.0,106.1,110078.0,110084.0] || -> . % 3.65/3.89 110088[16:Spt:110085.0,110050.0,110054.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 110089[16:Spt:110085.0,110050.1,110050.2] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 110090[17:Spt:110089.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110091[17:MRR:140.0,110090.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110092[17:MRR:143.0,110090.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110093[17:MRR:136.0,110090.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 110095[17:MRR:110053.1,110091.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 110096[17:MRR:110052.1,110092.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 110097[17:MRR:110051.1,110093.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 110098[18:Spt:110095.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110099[18:MRR:162.0,110098.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 110100[18:MRR:167.1,110098.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110102[18:MRR:110097.0,110099.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110103[18:MRR:107.1,110102.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110107[18:MRR:110096.0,110100.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110111[18:MRR:110103.0,110107.0] || -> . % 3.65/3.89 110112[18:Spt:110111.0,110095.0,110098.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110113[18:Spt:110111.0,110095.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110114[18:MRR:106.0,110113.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 110115[18:MRR:110097.1,110114.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110117[18:MRR:163.1,110115.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110118[18:MRR:110096.0,110117.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110121[18:MRR:111.0,111.1,110118.0,110113.0] || -> . % 3.65/3.89 110122[17:Spt:110121.0,110089.0,110090.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110123[17:Spt:110121.0,110089.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110124[17:MRR:108.0,110123.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 110125[17:MRR:110051.2,110124.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 110126[17:MRR:115.0,110123.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110127[17:MRR:110052.2,110126.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 110128[17:MRR:112.0,110123.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 110129[17:MRR:110053.2,110128.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 110131[18:Spt:110125.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110132[18:MRR:162.1,110131.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110133[18:MRR:163.1,110131.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110135[18:MRR:110129.0,110132.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110138[18:MRR:139.1,110135.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110139[18:MRR:110127.0,110133.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110142[18:MRR:110138.0,110139.0] || -> . % 3.65/3.89 110143[18:Spt:110142.0,110125.0,110131.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 110144[18:Spt:110142.0,110125.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 110145[18:MRR:134.1,110144.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 110146[18:MRR:110129.1,110145.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110148[18:MRR:167.1,110146.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110149[18:MRR:110127.0,110148.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110150[18:MRR:135.0,135.1,110149.0,110144.0] || -> . % 3.65/3.89 110152[12:Spt:110150.0,109660.0,109666.0] || pigeon_2_in_hole_7*+ -> . % 3.65/3.89 110153[12:Spt:110150.0,109660.1,109660.2,109660.3,109660.4] || -> pigeon_2_in_hole_6 pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.89 110154[13:Spt:110153.0] || -> pigeon_2_in_hole_6*. % 3.65/3.89 110155[13:MRR:156.1,110154.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 110156[13:MRR:157.1,110154.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 110157[13:MRR:158.1,110154.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 110158[13:MRR:159.1,110154.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 110159[13:MRR:149.0,110154.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 110160[13:MRR:109664.1,110155.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110161[13:MRR:109661.1,110156.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110162[13:MRR:109662.1,110157.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110163[13:MRR:109663.1,110158.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110164[13:MRR:109665.1,110159.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110165[14:Spt:110160.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 110166[14:MRR:134.1,110165.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110167[14:MRR:135.1,110165.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110169[14:MRR:136.1,110165.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110170[14:MRR:122.0,110165.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 110171[14:MRR:110161.1,110166.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110172[14:MRR:110162.1,110167.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110173[14:MRR:110163.1,110169.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110174[14:MRR:110164.1,110170.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110175[15:Spt:110171.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110177[15:MRR:111.1,110175.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110178[15:MRR:112.1,110175.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110180[15:MRR:95.0,110175.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 110181[15:MRR:110172.1,110177.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.89 110182[15:MRR:110173.1,110178.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.89 110183[15:MRR:110174.1,110180.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.89 110184[16:Spt:110181.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110187[16:MRR:87.1,110184.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110188[16:MRR:68.0,110184.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110190[16:MRR:110182.1,110187.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 110191[16:MRR:181.0,110190.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110195[16:MRR:110183.1,110188.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110199[16:MRR:110191.0,110195.0] || -> . % 3.65/3.89 110200[16:Spt:110199.0,110181.1,110184.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110201[16:Spt:110199.0,110181.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110202[16:MRR:199.1,110201.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110203[16:MRR:110182.0,110202.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110206[16:MRR:69.0,110203.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110208[16:MRR:110183.1,110206.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110211[16:MRR:180.0,180.1,110201.0,110208.0] || -> . % 3.65/3.89 110212[15:Spt:110211.0,110171.1,110175.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110213[15:Spt:110211.0,110171.0,110171.2] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.89 110214[16:Spt:110213.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110215[16:MRR:196.1,110214.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110216[16:MRR:179.0,110214.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 110218[16:MRR:195.1,110214.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110219[16:MRR:110173.0,110215.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110220[16:MRR:110174.0,110216.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110221[16:MRR:110172.0,110218.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110222[17:Spt:110219.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110224[17:MRR:115.0,110222.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110226[17:MRR:97.0,110222.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110227[17:MRR:110221.0,110224.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110229[17:MRR:68.0,110227.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110233[17:MRR:110220.0,110226.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110238[17:MRR:110229.0,110233.0] || -> . % 3.65/3.89 110239[17:Spt:110238.0,110219.0,110222.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110240[17:Spt:110238.0,110219.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110241[17:MRR:87.0,110240.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110242[17:MRR:110221.1,110241.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110245[17:MRR:96.0,110242.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110246[17:MRR:110220.0,110245.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110250[17:MRR:69.0,69.1,110240.0,110246.0] || -> . % 3.65/3.89 110251[16:Spt:110250.0,110213.0,110214.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110252[16:Spt:110250.0,110213.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110253[16:MRR:83.1,110252.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110254[16:MRR:110172.2,110253.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 110255[16:MRR:67.0,110252.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110256[16:MRR:110174.2,110255.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.89 110258[16:MRR:84.1,110252.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110259[16:MRR:110173.2,110258.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 110261[17:Spt:110254.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110262[17:MRR:199.1,110261.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110263[17:MRR:180.0,110261.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110265[17:MRR:110259.0,110262.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110266[17:MRR:97.0,110265.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110270[17:MRR:110256.0,110263.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110274[17:MRR:110266.0,110270.0] || -> . % 3.65/3.89 110275[17:Spt:110274.0,110254.0,110261.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110276[17:Spt:110274.0,110254.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110277[17:MRR:115.1,110276.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110278[17:MRR:110259.1,110277.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 110280[17:MRR:181.0,110278.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110281[17:MRR:110256.0,110280.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110284[17:MRR:96.0,96.1,110276.0,110281.0] || -> . % 3.65/3.89 110285[14:Spt:110284.0,110160.1,110165.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 110286[14:Spt:110284.0,110160.0,110160.2,110160.3] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110287[15:Spt:110286.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 110288[15:MRR:191.1,110287.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110289[15:MRR:192.1,110287.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110290[15:MRR:178.0,110287.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 110291[15:MRR:190.1,110287.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110292[15:MRR:110162.0,110288.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110293[15:MRR:110163.0,110289.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110294[15:MRR:110164.0,110290.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110295[15:MRR:110161.0,110291.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110296[16:Spt:110292.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110297[16:MRR:139.0,110296.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110299[16:MRR:143.1,110296.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110300[16:MRR:124.0,110296.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 110301[16:MRR:110295.0,110297.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110302[16:MRR:110293.0,110299.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110303[16:MRR:110294.0,110300.0] || -> pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110304[17:Spt:110301.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110305[17:MRR:95.0,110304.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110307[17:MRR:112.1,110304.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110310[17:MRR:110303.0,110305.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110315[17:MRR:69.1,110310.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110316[17:MRR:110302.0,110307.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110321[17:MRR:110315.0,110316.0] || -> . % 3.65/3.89 110322[17:Spt:110321.0,110301.0,110304.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 110323[17:Spt:110321.0,110301.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110324[17:MRR:67.0,110323.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110325[17:MRR:110303.1,110324.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110326[17:MRR:97.1,110325.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110330[17:MRR:110302.0,110326.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110332[17:MRR:84.0,84.1,110330.0,110323.0] || -> . % 3.65/3.89 110335[16:Spt:110332.0,110292.0,110296.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110336[16:Spt:110332.0,110292.1,110292.2] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110337[17:Spt:110336.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110338[17:MRR:111.0,110337.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110339[17:MRR:96.0,110337.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 110341[17:MRR:115.1,110337.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110343[17:MRR:110295.1,110338.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 110344[17:MRR:110294.1,110339.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 110345[17:MRR:110293.1,110341.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 110346[18:Spt:110343.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110348[18:MRR:140.1,110346.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110349[18:MRR:123.0,110346.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110350[18:MRR:110345.0,110348.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110351[18:MRR:69.0,110350.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110356[18:MRR:110344.0,110349.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110361[18:MRR:110351.0,110356.0] || -> . % 3.65/3.89 110362[18:Spt:110361.0,110343.0,110346.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 110363[18:Spt:110361.0,110343.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110364[18:MRR:84.1,110363.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110365[18:MRR:110345.1,110364.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110367[18:MRR:125.0,110365.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110368[18:MRR:110344.0,110367.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110372[18:MRR:67.0,67.1,110363.0,110368.0] || -> . % 3.65/3.89 110373[17:Spt:110372.0,110336.0,110337.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110374[17:Spt:110372.0,110336.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110375[17:MRR:87.1,110374.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 110376[17:MRR:110293.2,110375.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 110377[17:MRR:68.0,110374.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110378[17:MRR:110294.2,110377.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 110380[17:MRR:83.0,110374.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110381[17:MRR:110295.2,110380.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 110383[18:Spt:110376.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110384[18:MRR:140.0,110383.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 110385[18:MRR:125.0,110383.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110387[18:MRR:110381.0,110384.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110391[18:MRR:95.0,110387.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110392[18:MRR:110378.0,110385.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110396[18:MRR:110391.0,110392.0] || -> . % 3.65/3.89 110397[18:Spt:110396.0,110376.0,110383.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110398[18:Spt:110396.0,110376.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110399[18:MRR:112.0,110398.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 110400[18:MRR:110381.1,110399.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110401[18:MRR:123.0,110400.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110403[18:MRR:110378.0,110401.0] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110404[18:MRR:97.0,97.1,110398.0,110403.0] || -> . % 3.65/3.89 110407[15:Spt:110404.0,110286.0,110287.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 110408[15:Spt:110404.0,110286.1,110286.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110409[16:Spt:110408.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110410[16:MRR:106.1,110409.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110411[16:MRR:94.0,110409.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 110413[16:MRR:108.1,110409.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110414[16:MRR:107.1,110409.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110415[16:MRR:110161.2,110410.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 110416[16:MRR:110164.2,110411.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 110417[16:MRR:110163.2,110413.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 110418[16:MRR:110162.2,110414.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 110419[17:Spt:110415.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110420[17:MRR:195.1,110419.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110421[17:MRR:196.1,110419.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110422[17:MRR:179.0,110419.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 110423[17:MRR:110418.0,110420.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 110424[17:MRR:110417.0,110421.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 110425[17:MRR:110416.0,110422.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 110426[18:Spt:110423.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110427[18:MRR:124.0,110426.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110428[18:MRR:143.1,110426.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110431[18:MRR:110425.0,110427.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110432[18:MRR:69.1,110431.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110437[18:MRR:110424.0,110428.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110442[18:MRR:110432.0,110437.0] || -> . % 3.65/3.89 110443[18:Spt:110442.0,110423.0,110426.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110444[18:Spt:110442.0,110423.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110445[18:MRR:68.0,110444.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110446[18:MRR:110425.1,110445.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 110447[18:MRR:125.1,110446.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110450[18:MRR:110424.0,110447.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110454[18:MRR:87.0,87.1,110450.0,110444.0] || -> . % 3.65/3.89 110455[17:Spt:110454.0,110415.0,110419.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110456[17:Spt:110454.0,110415.1,110415.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 110457[18:Spt:110456.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110458[18:MRR:139.1,110457.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110459[18:MRR:123.0,110457.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 110460[18:MRR:140.1,110457.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110462[18:MRR:110418.1,110458.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.89 110463[18:MRR:110416.1,110459.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.89 110464[18:MRR:110417.1,110460.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.89 110465[19:Spt:110462.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110466[19:MRR:180.0,110465.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110467[19:MRR:199.1,110465.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110468[19:MRR:110463.0,110466.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110473[19:MRR:69.1,110468.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110474[19:MRR:110464.0,110467.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110479[19:MRR:110473.0,110474.0] || -> . % 3.65/3.89 110480[19:Spt:110479.0,110462.0,110465.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110481[19:Spt:110479.0,110462.1] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110482[19:MRR:68.0,110481.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 110483[19:MRR:110463.1,110482.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110484[19:MRR:181.1,110483.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110485[19:MRR:110464.0,110484.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110486[19:MRR:87.0,87.1,110485.0,110481.0] || -> . % 3.65/3.89 110490[18:Spt:110486.0,110456.0,110457.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110491[18:Spt:110486.0,110456.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110492[18:MRR:67.0,110491.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.89 110493[18:MRR:110416.2,110492.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 110494[18:MRR:84.1,110491.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110495[18:MRR:110417.2,110494.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 110496[18:MRR:83.1,110491.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110497[18:MRR:110418.2,110496.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.89 110500[19:Spt:110493.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110501[19:MRR:180.1,110500.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110502[19:MRR:181.1,110500.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110503[19:MRR:110497.0,110501.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110505[19:MRR:143.1,110503.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110507[19:MRR:110495.0,110502.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110510[19:MRR:110505.0,110507.0] || -> . % 3.65/3.89 110511[19:Spt:110510.0,110493.0,110500.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110512[19:Spt:110510.0,110493.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 110513[19:MRR:124.1,110512.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110514[19:MRR:110497.1,110513.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110515[19:MRR:199.1,110514.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110516[19:MRR:110495.0,110515.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110518[19:MRR:125.0,125.1,110516.0,110512.0] || -> . % 3.65/3.89 110519[16:Spt:110518.0,110408.0,110409.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 110520[16:Spt:110518.0,110408.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110521[16:MRR:66.0,110520.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.89 110522[16:MRR:80.1,110520.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 110523[16:MRR:79.1,110520.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110524[16:MRR:78.1,110520.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 110526[16:MRR:110161.3,110524.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 110527[16:MRR:110164.3,110521.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 110528[16:MRR:110163.3,110522.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 110529[16:MRR:110162.3,110523.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 110530[17:Spt:110526.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110531[17:MRR:179.0,110530.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 110532[17:MRR:196.1,110530.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110533[17:MRR:195.1,110530.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110534[17:MRR:110527.0,110531.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 110535[17:MRR:110528.0,110532.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 110536[17:MRR:110529.0,110533.0] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 110537[18:Spt:110534.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 110538[18:MRR:124.1,110537.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110539[18:MRR:125.1,110537.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110542[18:MRR:110536.0,110538.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110546[18:MRR:115.1,110542.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110547[18:MRR:110535.0,110539.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110551[18:MRR:110546.0,110547.0] || -> . % 3.65/3.89 110552[18:Spt:110551.0,110534.0,110537.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110553[18:Spt:110551.0,110534.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110554[18:MRR:96.1,110553.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110555[18:MRR:110536.1,110554.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110556[18:MRR:143.1,110555.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 110559[18:MRR:110535.0,110556.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110561[18:MRR:97.0,97.1,110559.0,110553.0] || -> . % 3.65/3.89 110563[17:Spt:110561.0,110526.0,110530.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110564[17:Spt:110561.0,110526.1,110526.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 110565[18:Spt:110564.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 110566[18:MRR:123.0,110565.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 110567[18:MRR:139.1,110565.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110568[18:MRR:140.1,110565.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110570[18:MRR:110527.1,110566.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.89 110571[18:MRR:110529.1,110567.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 110572[18:MRR:110528.1,110568.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 110573[19:Spt:110570.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110574[19:MRR:181.1,110573.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110575[19:MRR:180.1,110573.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110576[19:MRR:110572.0,110574.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110577[19:MRR:115.0,110576.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110581[19:MRR:110571.0,110575.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110585[19:MRR:110577.0,110581.0] || -> . % 3.65/3.89 110586[19:Spt:110585.0,110570.0,110573.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110587[19:Spt:110585.0,110570.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110588[19:MRR:97.1,110587.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110589[19:MRR:110572.1,110588.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 110590[19:MRR:199.0,110589.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110591[19:MRR:110571.0,110590.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110594[19:MRR:96.0,96.1,110591.0,110587.0] || -> . % 3.65/3.89 110595[18:Spt:110594.0,110564.0,110565.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110596[18:Spt:110594.0,110564.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110597[18:MRR:112.1,110596.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110598[18:MRR:110528.2,110597.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 110599[18:MRR:111.1,110596.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110600[18:MRR:110529.2,110599.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_5*. % 3.65/3.89 110602[18:MRR:95.0,110596.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 110603[18:MRR:110527.2,110602.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 110604[19:Spt:110598.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 110605[19:MRR:181.0,110604.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 110606[19:MRR:199.0,110604.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110607[19:MRR:110603.0,110605.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 110610[19:MRR:124.1,110607.0] || pigeon_5_in_hole_5* -> . % 3.65/3.89 110611[19:MRR:110600.0,110606.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110614[19:MRR:110610.0,110611.0] || -> . % 3.65/3.89 110615[19:Spt:110614.0,110598.0,110604.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110616[19:Spt:110614.0,110598.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 110617[19:MRR:125.0,110616.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 110618[19:MRR:110603.1,110617.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110619[19:MRR:180.1,110618.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110620[19:MRR:110600.0,110619.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 110621[19:MRR:143.0,143.1,110616.0,110620.0] || -> . % 3.65/3.89 110623[13:Spt:110621.0,110153.0,110154.0] || pigeon_2_in_hole_6*+ -> . % 3.65/3.89 110624[13:Spt:110621.0,110153.1,110153.2,110153.3] || -> pigeon_2_in_hole_5 pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.89 110625[14:Spt:110624.0] || -> pigeon_2_in_hole_5*. % 3.65/3.89 110626[14:MRR:121.0,110625.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 110627[14:MRR:130.1,110625.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 110628[14:MRR:131.1,110625.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 110629[14:MRR:129.1,110625.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 110630[14:MRR:128.1,110625.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 110631[14:MRR:109665.2,110626.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4 pigeon_1_in_hole_3*. % 3.65/3.89 110632[14:MRR:109662.2,110627.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110633[14:MRR:109663.2,110628.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110634[14:MRR:109661.2,110629.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110635[14:MRR:109664.2,110630.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110636[15:Spt:110631.2] || -> pigeon_1_in_hole_4*. % 3.65/3.89 110637[15:MRR:97.1,110636.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110638[15:MRR:96.1,110636.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110640[15:MRR:95.1,110636.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110641[15:MRR:94.1,110636.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 110642[15:MRR:110633.2,110637.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 110643[15:MRR:110632.2,110638.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.89 110644[15:MRR:110634.2,110640.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 110645[15:MRR:110635.2,110641.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 110646[16:Spt:110642.2] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110648[16:MRR:80.0,110646.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 110649[16:MRR:84.0,110646.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 110650[16:MRR:87.0,110646.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110652[16:MRR:110645.2,110648.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 110653[16:MRR:110644.2,110649.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.89 110654[16:MRR:110643.2,110650.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.89 110655[17:Spt:110652.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 110656[17:MRR:190.1,110655.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 110659[17:MRR:191.1,110655.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110660[17:MRR:110653.0,110656.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110662[17:MRR:167.1,110660.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110665[17:MRR:110654.0,110659.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 110669[17:MRR:110662.0,110665.0] || -> . % 3.65/3.89 110670[17:Spt:110669.0,110652.0,110655.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 110671[17:Spt:110669.0,110652.1] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110672[17:MRR:162.1,110671.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110673[17:MRR:110653.1,110672.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110674[17:MRR:195.1,110673.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110677[17:MRR:110654.0,110674.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 110680[17:MRR:163.0,163.1,110677.0,110671.0] || -> . % 3.65/3.89 110681[16:Spt:110680.0,110642.2,110646.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 110682[16:Spt:110680.0,110642.0,110642.1] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 110683[17:Spt:110682.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 110684[17:MRR:192.0,110683.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 110685[17:MRR:196.0,110683.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110687[17:MRR:199.0,110683.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110688[17:MRR:110645.0,110684.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 110689[17:MRR:110644.0,110685.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 110690[17:MRR:110643.0,110687.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.89 110691[18:Spt:110688.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110692[18:MRR:162.1,110691.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110693[18:MRR:163.1,110691.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110696[18:MRR:110689.0,110692.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110699[18:MRR:83.1,110696.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110701[18:MRR:110690.0,110693.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110705[18:MRR:110699.0,110701.0] || -> . % 3.65/3.89 110706[18:Spt:110705.0,110688.0,110691.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 110707[18:Spt:110705.0,110688.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110708[18:MRR:78.1,110707.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110709[18:MRR:110689.1,110708.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110712[18:MRR:167.1,110709.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110713[18:MRR:110690.0,110712.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110715[18:MRR:79.0,79.1,110713.0,110707.0] || -> . % 3.65/3.89 110717[17:Spt:110715.0,110682.0,110683.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110718[17:Spt:110715.0,110682.1] || -> pigeon_6_in_hole_6*. % 3.65/3.89 110719[17:MRR:164.0,110718.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 110720[17:MRR:110645.1,110719.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.89 110721[17:MRR:168.0,110718.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110722[17:MRR:110644.1,110721.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_3*. % 3.65/3.89 110723[17:MRR:171.0,110718.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110724[17:MRR:110643.1,110723.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.89 110726[18:Spt:110720.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 110727[18:MRR:191.1,110726.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110729[18:MRR:190.1,110726.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 110730[18:MRR:110724.0,110727.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110731[18:MRR:83.0,110730.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110735[18:MRR:110722.0,110729.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110739[18:MRR:110731.0,110735.0] || -> . % 3.65/3.89 110740[18:Spt:110739.0,110720.0,110726.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 110741[18:Spt:110739.0,110720.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110742[18:MRR:79.1,110741.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110743[18:MRR:110724.1,110742.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110744[18:MRR:195.0,110743.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 110746[18:MRR:110722.0,110744.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110749[18:MRR:78.0,78.1,110746.0,110741.0] || -> . % 3.65/3.89 110750[15:Spt:110749.0,110631.2,110636.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 110751[15:Spt:110749.0,110631.0,110631.1,110631.3] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.89 110752[16:Spt:110751.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 110753[16:MRR:178.1,110752.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 110754[16:MRR:180.1,110752.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110755[16:MRR:179.1,110752.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110756[16:MRR:181.1,110752.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110757[16:MRR:110635.0,110753.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110758[16:MRR:110632.0,110754.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110759[16:MRR:110634.0,110755.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110760[16:MRR:110633.0,110756.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110761[17:Spt:110757.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 110762[17:MRR:164.1,110761.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 110764[17:MRR:163.1,110761.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 110765[17:MRR:162.1,110761.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 110766[17:MRR:110760.0,110762.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110767[17:MRR:110758.0,110764.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110768[17:MRR:110759.0,110765.0] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110769[18:Spt:110766.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110770[18:MRR:112.0,110769.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 110772[18:MRR:115.0,110769.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110774[18:MRR:110768.0,110770.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110775[18:MRR:83.1,110774.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110780[18:MRR:110767.0,110772.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110785[18:MRR:110775.0,110780.0] || -> . % 3.65/3.89 110786[18:Spt:110785.0,110766.0,110769.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110787[18:Spt:110785.0,110766.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110788[18:MRR:84.0,110787.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110789[18:MRR:110768.1,110788.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110790[18:MRR:111.1,110789.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110793[18:MRR:110767.0,110790.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110794[18:MRR:87.0,87.1,110787.0,110793.0] || -> . % 3.65/3.89 110798[17:Spt:110794.0,110757.0,110761.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 110799[17:Spt:110794.0,110757.1,110757.2] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110800[18:Spt:110799.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110801[18:MRR:108.1,110800.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110802[18:MRR:106.1,110800.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110804[18:MRR:107.1,110800.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110805[18:MRR:110760.1,110801.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 110806[18:MRR:110759.1,110802.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 110807[18:MRR:110758.1,110804.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_3*. % 3.65/3.89 110808[19:Spt:110805.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 110809[19:MRR:168.0,110808.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110810[19:MRR:171.0,110808.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110812[19:MRR:110806.0,110809.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110817[19:MRR:83.1,110812.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110818[19:MRR:110807.0,110810.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110823[19:MRR:110817.0,110818.0] || -> . % 3.65/3.89 110824[19:Spt:110823.0,110805.0,110808.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 110825[19:Spt:110823.0,110805.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110826[19:MRR:84.0,110825.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 110827[19:MRR:110806.1,110826.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110829[19:MRR:167.1,110827.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110830[19:MRR:110807.0,110829.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110834[19:MRR:87.0,87.1,110825.0,110830.0] || -> . % 3.65/3.89 110835[18:Spt:110834.0,110799.0,110800.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 110836[18:Spt:110834.0,110799.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110837[18:MRR:78.1,110836.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 110838[18:MRR:110759.2,110837.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 110839[18:MRR:79.1,110836.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110840[18:MRR:110758.2,110839.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 110841[18:MRR:80.1,110836.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110842[18:MRR:110760.2,110841.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 110845[19:Spt:110838.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 110846[19:MRR:168.1,110845.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 110847[19:MRR:167.1,110845.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110849[19:MRR:110842.0,110846.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110850[19:MRR:115.0,110849.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110853[19:MRR:110840.0,110847.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110856[19:MRR:110850.0,110853.0] || -> . % 3.65/3.89 110857[19:Spt:110856.0,110838.0,110845.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 110858[19:Spt:110856.0,110838.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110859[19:MRR:112.1,110858.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110860[19:MRR:110842.1,110859.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 110862[19:MRR:171.0,110860.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110863[19:MRR:110840.0,110862.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110865[19:MRR:111.0,111.1,110863.0,110858.0] || -> . % 3.65/3.89 110866[16:Spt:110865.0,110751.0,110752.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 110867[16:Spt:110865.0,110751.1,110751.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.89 110868[17:Spt:110867.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 110869[17:MRR:151.1,110868.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 110870[17:MRR:153.1,110868.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 110871[17:MRR:152.1,110868.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 110872[17:MRR:150.1,110868.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 110873[17:MRR:110634.1,110869.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110874[17:MRR:110633.1,110870.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110875[17:MRR:110632.1,110871.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110876[17:MRR:110635.1,110872.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110877[18:Spt:110873.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110878[18:MRR:190.0,110877.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 110879[18:MRR:195.1,110877.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110880[18:MRR:196.1,110877.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110881[18:MRR:110876.0,110878.0] || -> pigeon_3_in_hole_4 pigeon_3_in_hole_3*. % 3.65/3.89 110882[18:MRR:110875.0,110879.0] || -> pigeon_5_in_hole_4 pigeon_5_in_hole_3*. % 3.65/3.89 110883[18:MRR:110874.0,110880.0] || -> pigeon_6_in_hole_4 pigeon_6_in_hole_3*. % 3.65/3.89 110884[19:Spt:110881.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110885[19:MRR:107.1,110884.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 110888[19:MRR:108.1,110884.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110889[19:MRR:110882.0,110885.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110894[19:MRR:87.1,110889.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110895[19:MRR:110883.0,110888.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110900[19:MRR:110894.0,110895.0] || -> . % 3.65/3.89 110901[19:Spt:110900.0,110881.0,110884.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 110902[19:Spt:110900.0,110881.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110903[19:MRR:79.1,110902.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110904[19:MRR:110882.1,110903.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110905[19:MRR:115.1,110904.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110908[19:MRR:110883.0,110905.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110911[19:MRR:80.0,80.1,110908.0,110902.0] || -> . % 3.65/3.89 110913[18:Spt:110911.0,110873.0,110877.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 110914[18:Spt:110911.0,110873.1,110873.2] || -> pigeon_4_in_hole_4 pigeon_4_in_hole_3*. % 3.65/3.89 110915[19:Spt:110914.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 110916[19:MRR:106.0,110915.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 110917[19:MRR:111.1,110915.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 110919[19:MRR:112.1,110915.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 110920[19:MRR:110876.1,110916.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.89 110921[19:MRR:110875.1,110917.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_3*. % 3.65/3.89 110922[19:MRR:110874.1,110919.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.89 110923[20:Spt:110920.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 110924[20:MRR:191.1,110923.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110925[20:MRR:192.1,110923.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110926[20:MRR:110921.0,110924.0] || -> pigeon_5_in_hole_3*. % 3.65/3.89 110928[20:MRR:87.1,110926.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110932[20:MRR:110922.0,110925.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110937[20:MRR:110928.0,110932.0] || -> . % 3.65/3.89 110938[20:Spt:110937.0,110920.0,110923.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 110939[20:Spt:110937.0,110920.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 110940[20:MRR:79.1,110939.0] || pigeon_5_in_hole_3* -> . % 3.65/3.89 110941[20:MRR:110921.1,110940.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110942[20:MRR:199.1,110941.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110943[20:MRR:110922.0,110942.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 110945[20:MRR:80.0,80.1,110943.0,110939.0] || -> . % 3.65/3.89 110948[19:Spt:110945.0,110914.0,110915.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 110949[19:Spt:110945.0,110914.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 110950[19:MRR:83.1,110949.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110951[19:MRR:110875.2,110950.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 110952[19:MRR:84.1,110949.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 110953[19:MRR:110874.2,110952.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 110954[19:MRR:78.0,110949.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 110955[19:MRR:110876.2,110954.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.89 110958[20:Spt:110951.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 110959[20:MRR:191.0,110958.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 110960[20:MRR:199.1,110958.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110961[20:MRR:110955.0,110959.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 110962[20:MRR:108.1,110961.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 110965[20:MRR:110953.0,110960.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110968[20:MRR:110962.0,110965.0] || -> . % 3.65/3.89 110969[20:Spt:110968.0,110951.0,110958.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 110970[20:Spt:110968.0,110951.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 110971[20:MRR:107.0,110970.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 110972[20:MRR:110955.1,110971.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 110973[20:MRR:192.1,110972.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 110974[20:MRR:110953.0,110973.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 110976[20:MRR:115.0,115.1,110974.0,110970.0] || -> . % 3.65/3.89 110977[17:Spt:110976.0,110867.0,110868.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 110978[17:Spt:110976.0,110867.1] || -> pigeon_1_in_hole_3*. % 3.65/3.89 110979[17:MRR:68.1,110978.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 110980[17:MRR:69.1,110978.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 110981[17:MRR:66.1,110978.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 110983[17:MRR:67.1,110978.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 110984[17:MRR:110634.3,110983.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 110985[17:MRR:110633.3,110980.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 110986[17:MRR:110632.3,110979.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 110987[17:MRR:110635.3,110981.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 110988[18:Spt:110984.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 110989[18:MRR:196.1,110988.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 110990[18:MRR:195.1,110988.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 110991[18:MRR:190.0,110988.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 110992[18:MRR:110985.0,110989.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 110993[18:MRR:110986.0,110990.0] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_4*. % 3.65/3.89 110994[18:MRR:110987.0,110991.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 110995[19:Spt:110992.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 110997[19:MRR:171.0,110995.0] || pigeon_5_in_hole_6* -> . % 3.65/3.89 110998[19:MRR:164.0,110995.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 110999[19:MRR:110993.0,110997.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 111000[19:MRR:107.0,110999.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111004[19:MRR:110994.0,110998.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111008[19:MRR:111000.0,111004.0] || -> . % 3.65/3.89 111009[19:Spt:111008.0,110992.0,110995.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111010[19:Spt:111008.0,110992.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111011[19:MRR:115.0,111010.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 111012[19:MRR:110993.1,111011.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 111014[19:MRR:163.0,111012.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111015[19:MRR:110994.0,111014.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111017[19:MRR:108.0,108.1,111010.0,111015.0] || -> . % 3.65/3.89 111019[18:Spt:111017.0,110984.0,110988.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111020[18:Spt:111017.0,110984.1,110984.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 111021[19:Spt:111020.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111022[19:MRR:168.1,111021.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111023[19:MRR:167.1,111021.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 111024[19:MRR:162.0,111021.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111025[19:MRR:110985.1,111022.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 111026[19:MRR:110986.1,111023.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_4*. % 3.65/3.89 111027[19:MRR:110987.1,111024.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.89 111028[20:Spt:111025.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111029[20:MRR:199.0,111028.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 111030[20:MRR:192.0,111028.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111031[20:MRR:111026.0,111029.0] || -> pigeon_5_in_hole_4*. % 3.65/3.89 111035[20:MRR:107.0,111031.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111036[20:MRR:111027.0,111030.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111040[20:MRR:111035.0,111036.0] || -> . % 3.65/3.89 111041[20:Spt:111040.0,111025.0,111028.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111042[20:Spt:111040.0,111025.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111043[20:MRR:115.0,111042.0] || pigeon_5_in_hole_4* -> . % 3.65/3.89 111044[20:MRR:111026.1,111043.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 111045[20:MRR:191.0,111044.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111046[20:MRR:111027.0,111045.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111048[20:MRR:108.0,108.1,111042.0,111046.0] || -> . % 3.65/3.89 111050[19:Spt:111048.0,111020.0,111021.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111051[19:Spt:111048.0,111020.1] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111052[19:MRR:111.1,111051.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 111053[19:MRR:110986.2,111052.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6*. % 3.65/3.89 111054[19:MRR:106.0,111051.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111055[19:MRR:110987.2,111054.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 111056[19:MRR:112.1,111051.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 111057[19:MRR:110985.2,111056.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 111059[20:Spt:111053.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 111060[20:MRR:199.1,111059.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111061[20:MRR:191.0,111059.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111062[20:MRR:111057.0,111060.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111063[20:MRR:164.0,111062.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111065[20:MRR:111055.0,111061.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111067[20:MRR:111063.0,111065.0] || -> . % 3.65/3.89 111068[20:Spt:111067.0,111053.0,111059.0] || pigeon_5_in_hole_7* -> . % 3.65/3.89 111069[20:Spt:111067.0,111053.1] || -> pigeon_5_in_hole_6*. % 3.65/3.89 111070[20:MRR:171.1,111069.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111071[20:MRR:111057.1,111070.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111072[20:MRR:192.0,111071.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111073[20:MRR:111055.0,111072.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111074[20:MRR:163.0,163.1,111069.0,111073.0] || -> . % 3.65/3.89 111075[14:Spt:111074.0,110624.0,110625.0] || pigeon_2_in_hole_5*+ -> . % 3.65/3.89 111076[14:Spt:111074.0,110624.1,110624.2] || -> pigeon_2_in_hole_4 pigeon_2_in_hole_3*. % 3.65/3.89 111077[15:Spt:111076.0] || -> pigeon_2_in_hole_4*. % 3.65/3.89 111078[15:MRR:102.1,111077.0] || pigeon_5_in_hole_4*+ -> . % 3.65/3.89 111079[15:MRR:100.1,111077.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 111080[15:MRR:103.1,111077.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 111081[15:MRR:101.1,111077.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 111082[15:MRR:93.0,111077.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 111083[15:MRR:109662.3,111078.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_3*. % 3.65/3.89 111084[15:MRR:109664.3,111079.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 111085[15:MRR:109663.3,111080.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 111086[15:MRR:109661.3,111081.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 111087[15:MRR:109665.3,111082.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 111088[16:Spt:111083.3] || -> pigeon_5_in_hole_3*. % 3.65/3.89 111089[16:MRR:68.0,111088.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.89 111090[16:MRR:83.0,111088.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 111091[16:MRR:79.0,111088.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 111093[16:MRR:87.1,111088.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 111094[16:MRR:111087.3,111089.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 111095[16:MRR:111086.3,111090.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111096[16:MRR:111084.3,111091.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 111097[16:MRR:111085.3,111093.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111098[17:Spt:111094.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111099[17:MRR:181.1,111098.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111100[17:MRR:179.1,111098.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111102[17:MRR:178.1,111098.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111103[17:MRR:111097.0,111099.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111104[17:MRR:111095.0,111100.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111105[17:MRR:111096.0,111102.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 111106[18:Spt:111103.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111108[18:MRR:164.0,111106.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111109[18:MRR:168.0,111106.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111111[18:MRR:111105.0,111108.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111115[18:MRR:134.1,111111.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111116[18:MRR:111104.0,111109.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111120[18:MRR:111115.0,111116.0] || -> . % 3.65/3.89 111121[18:Spt:111120.0,111103.0,111106.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111122[18:Spt:111120.0,111103.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111123[18:MRR:136.0,111122.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111124[18:MRR:111105.1,111123.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111126[18:MRR:162.1,111124.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111128[18:MRR:111104.0,111126.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111129[18:MRR:140.0,140.1,111122.0,111128.0] || -> . % 3.65/3.89 111132[17:Spt:111129.0,111094.0,111098.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111133[17:Spt:111129.0,111094.1,111094.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 111134[18:Spt:111133.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111135[18:MRR:153.1,111134.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111136[18:MRR:150.1,111134.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111138[18:MRR:151.1,111134.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111139[18:MRR:111097.1,111135.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 111140[18:MRR:111096.1,111136.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.89 111141[18:MRR:111095.1,111138.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.89 111142[19:Spt:111139.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111144[19:MRR:192.0,111142.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111145[19:MRR:196.0,111142.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111146[19:MRR:111140.0,111144.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111148[19:MRR:134.1,111146.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111151[19:MRR:111141.0,111145.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111155[19:MRR:111148.0,111151.0] || -> . % 3.65/3.89 111156[19:Spt:111155.0,111139.0,111142.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111157[19:Spt:111155.0,111139.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111158[19:MRR:136.0,111157.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111159[19:MRR:111140.1,111158.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111161[19:MRR:190.1,111159.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111162[19:MRR:111141.0,111161.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111165[19:MRR:140.0,140.1,111157.0,111162.0] || -> . % 3.65/3.89 111166[18:Spt:111165.0,111133.0,111134.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111167[18:Spt:111165.0,111133.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111168[18:MRR:122.1,111167.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111169[18:MRR:111096.2,111168.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 111170[18:MRR:123.1,111167.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111171[18:MRR:111095.2,111170.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.89 111172[18:MRR:125.1,111167.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111173[18:MRR:111097.2,111172.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 111175[19:Spt:111169.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111176[19:MRR:192.1,111175.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111177[19:MRR:190.1,111175.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111179[19:MRR:111173.0,111176.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111180[19:MRR:168.0,111179.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111183[19:MRR:111171.0,111177.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111186[19:MRR:111180.0,111183.0] || -> . % 3.65/3.89 111187[19:Spt:111186.0,111169.0,111175.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111188[19:Spt:111186.0,111169.1] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111189[19:MRR:164.1,111188.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111190[19:MRR:111173.1,111189.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111191[19:MRR:196.0,111190.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111193[19:MRR:111171.0,111191.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111195[19:MRR:162.0,162.1,111193.0,111188.0] || -> . % 3.65/3.89 111196[16:Spt:111195.0,111083.3,111088.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 111197[16:Spt:111195.0,111083.0,111083.1,111083.2] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 111198[17:Spt:111197.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 111199[17:MRR:191.0,111198.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111200[17:MRR:199.1,111198.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111201[17:MRR:195.0,111198.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111202[17:MRR:180.0,111198.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111203[17:MRR:111084.0,111199.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 111204[17:MRR:111085.0,111200.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 111205[17:MRR:111086.0,111201.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 111206[17:MRR:111087.0,111202.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 111207[18:Spt:111203.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111208[18:MRR:164.1,111207.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111209[18:MRR:162.1,111207.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111211[18:MRR:150.0,111207.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111212[18:MRR:111204.0,111208.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 111213[18:MRR:111205.0,111209.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 111214[18:MRR:111206.0,111211.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 111215[19:Spt:111212.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111217[19:MRR:140.0,111215.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111218[19:MRR:125.0,111215.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111220[19:MRR:111213.0,111217.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 111221[19:MRR:67.0,111220.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111225[19:MRR:111214.0,111218.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111229[19:MRR:111221.0,111225.0] || -> . % 3.65/3.89 111230[19:Spt:111229.0,111212.0,111215.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111231[19:Spt:111229.0,111212.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111232[19:MRR:84.0,111231.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 111233[19:MRR:111213.1,111232.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111235[19:MRR:123.0,111233.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111237[19:MRR:111214.0,111235.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111240[19:MRR:69.0,69.1,111231.0,111237.0] || -> . % 3.65/3.89 111241[18:Spt:111240.0,111203.0,111207.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111242[18:Spt:111240.0,111203.1,111203.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 111243[19:Spt:111242.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111244[19:MRR:136.1,111243.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111245[19:MRR:134.1,111243.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111246[19:MRR:122.0,111243.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111248[19:MRR:111204.1,111244.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 111249[19:MRR:111205.1,111245.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 111250[19:MRR:111206.1,111246.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.89 111251[20:Spt:111248.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111253[20:MRR:168.0,111251.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111254[20:MRR:153.0,111251.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111255[20:MRR:111249.0,111253.0] || -> pigeon_4_in_hole_3*. % 3.65/3.89 111259[20:MRR:67.0,111255.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111260[20:MRR:111250.0,111254.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111264[20:MRR:111259.0,111260.0] || -> . % 3.65/3.89 111265[20:Spt:111264.0,111248.0,111251.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111266[20:Spt:111264.0,111248.1] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111267[20:MRR:84.0,111266.0] || pigeon_4_in_hole_3* -> . % 3.65/3.89 111268[20:MRR:111249.1,111267.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111270[20:MRR:151.0,111268.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111271[20:MRR:111250.0,111270.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111272[20:MRR:69.0,69.1,111266.0,111271.0] || -> . % 3.65/3.89 111275[19:Spt:111272.0,111242.0,111243.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111276[19:Spt:111272.0,111242.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111277[19:MRR:78.1,111276.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 111278[19:MRR:111205.2,111277.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111279[19:MRR:66.0,111276.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111280[19:MRR:111206.2,111279.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 111281[19:MRR:80.1,111276.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 111282[19:MRR:111204.2,111281.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111284[20:Spt:111278.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111285[20:MRR:168.1,111284.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111286[20:MRR:151.0,111284.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111288[20:MRR:111282.0,111285.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111290[20:MRR:125.0,111288.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111292[20:MRR:111280.0,111286.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111295[20:MRR:111290.0,111292.0] || -> . % 3.65/3.89 111296[20:Spt:111295.0,111278.0,111284.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111297[20:Spt:111295.0,111278.1] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111298[20:MRR:140.1,111297.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111299[20:MRR:111282.1,111298.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111300[20:MRR:153.0,111299.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111302[20:MRR:111280.0,111300.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111304[20:MRR:123.0,123.1,111297.0,111302.0] || -> . % 3.65/3.89 111305[17:Spt:111304.0,111197.0,111198.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 111306[17:Spt:111304.0,111197.1,111197.2] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5*. % 3.65/3.89 111307[18:Spt:111306.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 111308[18:MRR:167.0,111307.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111309[18:MRR:171.1,111307.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111310[18:MRR:152.0,111307.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111311[18:MRR:163.0,111307.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111312[18:MRR:111086.1,111308.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 111313[18:MRR:111085.1,111309.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 111314[18:MRR:111087.1,111310.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 111315[18:MRR:111084.1,111311.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 111316[19:Spt:111312.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111317[19:MRR:190.0,111316.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111318[19:MRR:196.1,111316.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111319[19:MRR:179.0,111316.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111320[19:MRR:111315.0,111317.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_3*. % 3.65/3.89 111321[19:MRR:111313.0,111318.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_3*. % 3.65/3.89 111322[19:MRR:111314.0,111319.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_3*. % 3.65/3.89 111323[20:Spt:111320.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111325[20:MRR:122.0,111323.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111327[20:MRR:136.1,111323.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111328[20:MRR:111322.0,111325.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111331[20:MRR:69.1,111328.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 111333[20:MRR:111321.0,111327.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111337[20:MRR:111331.0,111333.0] || -> . % 3.65/3.89 111338[20:Spt:111337.0,111320.0,111323.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111339[20:Spt:111337.0,111320.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111340[20:MRR:66.0,111339.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111341[20:MRR:111322.1,111340.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111343[20:MRR:125.1,111341.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111345[20:MRR:111321.0,111343.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111347[20:MRR:80.0,80.1,111345.0,111339.0] || -> . % 3.65/3.89 111349[19:Spt:111347.0,111312.0,111316.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111350[19:Spt:111347.0,111312.1,111312.2] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_3*. % 3.65/3.89 111351[20:Spt:111350.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111352[20:MRR:134.0,111351.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111353[20:MRR:123.0,111351.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111355[20:MRR:140.1,111351.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111356[20:MRR:111315.1,111352.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.89 111357[20:MRR:111314.1,111353.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.89 111358[20:MRR:111313.1,111355.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.89 111359[21:Spt:111356.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111360[21:MRR:192.1,111359.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111361[21:MRR:178.0,111359.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111362[21:MRR:111358.0,111360.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111363[21:MRR:69.0,111362.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111367[21:MRR:111357.0,111361.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111371[21:MRR:111363.0,111367.0] || -> . % 3.65/3.89 111372[21:Spt:111371.0,111356.0,111359.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111373[21:Spt:111371.0,111356.1] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111374[21:MRR:80.1,111373.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 111375[21:MRR:111358.1,111374.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111376[21:MRR:181.0,111375.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111377[21:MRR:111357.0,111376.0] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111380[21:MRR:66.0,66.1,111373.0,111377.0] || -> . % 3.65/3.89 111381[20:Spt:111380.0,111350.0,111351.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111382[20:Spt:111380.0,111350.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 111383[20:MRR:84.1,111382.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 111384[20:MRR:111313.2,111383.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 111385[20:MRR:67.0,111382.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111386[20:MRR:111314.2,111385.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 111388[20:MRR:78.0,111382.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 111389[20:MRR:111315.2,111388.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.89 111390[21:Spt:111384.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111391[21:MRR:192.0,111390.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111392[21:MRR:181.0,111390.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111393[21:MRR:111389.0,111391.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111395[21:MRR:122.0,111393.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111397[21:MRR:111386.0,111392.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111400[21:MRR:111395.0,111397.0] || -> . % 3.65/3.89 111401[21:Spt:111400.0,111384.0,111390.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111402[21:Spt:111400.0,111384.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111403[21:MRR:136.0,111402.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111404[21:MRR:111389.1,111403.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111405[21:MRR:178.0,111404.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111406[21:MRR:111386.0,111405.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111408[21:MRR:125.0,125.1,111402.0,111406.0] || -> . % 3.65/3.89 111409[18:Spt:111408.0,111306.0,111307.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 111410[18:Spt:111408.0,111306.1] || -> pigeon_5_in_hole_5*. % 3.65/3.89 111411[18:MRR:135.0,111410.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111412[18:MRR:124.0,111410.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111413[18:MRR:143.1,111410.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111414[18:MRR:139.0,111410.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111415[18:MRR:111086.2,111414.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 111416[18:MRR:111085.2,111413.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 111417[18:MRR:111087.2,111412.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.89 111418[18:MRR:111084.2,111411.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 111419[19:Spt:111415.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111420[19:MRR:179.0,111419.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111421[19:MRR:196.1,111419.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111422[19:MRR:190.0,111419.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111423[19:MRR:111417.0,111420.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_3*. % 3.65/3.89 111424[19:MRR:111416.0,111421.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_3*. % 3.65/3.89 111425[19:MRR:111418.0,111422.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_3*. % 3.65/3.89 111426[20:Spt:111423.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111428[20:MRR:153.1,111426.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111429[20:MRR:150.1,111426.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111430[20:MRR:111424.0,111428.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111432[20:MRR:80.0,111430.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 111435[20:MRR:111425.0,111429.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111439[20:MRR:111432.0,111435.0] || -> . % 3.65/3.89 111440[20:Spt:111439.0,111423.0,111426.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111441[20:Spt:111439.0,111423.1] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111442[20:MRR:69.1,111441.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 111443[20:MRR:111424.1,111442.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111445[20:MRR:164.0,111443.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111446[20:MRR:111425.0,111445.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111449[20:MRR:66.0,66.1,111446.0,111441.0] || -> . % 3.65/3.89 111450[19:Spt:111449.0,111415.0,111419.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111451[19:Spt:111449.0,111415.1,111415.2] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_3*. % 3.65/3.89 111452[20:Spt:111451.0] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111453[20:MRR:151.0,111452.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111454[20:MRR:168.1,111452.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111455[20:MRR:162.0,111452.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111456[20:MRR:111417.1,111453.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_3*. % 3.65/3.89 111457[20:MRR:111416.1,111454.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_3*. % 3.65/3.89 111458[20:MRR:111418.1,111455.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_3*. % 3.65/3.89 111459[21:Spt:111456.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111460[21:MRR:181.1,111459.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111461[21:MRR:178.1,111459.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111462[21:MRR:111457.0,111460.0] || -> pigeon_6_in_hole_3*. % 3.65/3.89 111465[21:MRR:80.0,111462.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 111467[21:MRR:111458.0,111461.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111471[21:MRR:111465.0,111467.0] || -> . % 3.65/3.89 111472[21:Spt:111471.0,111456.0,111459.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111473[21:Spt:111471.0,111456.1] || -> pigeon_1_in_hole_3*. % 3.65/3.89 111474[21:MRR:69.1,111473.0] || pigeon_6_in_hole_3* -> . % 3.65/3.89 111475[21:MRR:111457.1,111474.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111476[21:MRR:192.0,111475.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111477[21:MRR:111458.0,111476.0] || -> pigeon_3_in_hole_3*. % 3.65/3.89 111478[21:MRR:66.0,66.1,111477.0,111473.0] || -> . % 3.65/3.89 111481[20:Spt:111478.0,111451.0,111452.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111482[20:Spt:111478.0,111451.1] || -> pigeon_4_in_hole_3*. % 3.65/3.89 111483[20:MRR:84.1,111482.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 111484[20:MRR:111416.2,111483.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 111485[20:MRR:78.0,111482.0] || pigeon_3_in_hole_3* -> . % 3.65/3.89 111486[20:MRR:111418.2,111485.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 111487[20:MRR:67.0,111482.0] || pigeon_1_in_hole_3* -> . % 3.65/3.89 111488[20:MRR:111417.2,111487.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6*. % 3.65/3.89 111490[21:Spt:111484.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111491[21:MRR:181.0,111490.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111492[21:MRR:192.0,111490.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111493[21:MRR:111488.0,111491.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111494[21:MRR:150.1,111493.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111496[21:MRR:111486.0,111492.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111498[21:MRR:111494.0,111496.0] || -> . % 3.65/3.89 111499[21:Spt:111498.0,111484.0,111490.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111500[21:Spt:111498.0,111484.1] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111501[21:MRR:153.0,111500.0] || pigeon_1_in_hole_6* -> . % 3.65/3.89 111502[21:MRR:111488.1,111501.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111503[21:MRR:178.1,111502.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111504[21:MRR:111486.0,111503.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111505[21:MRR:164.0,164.1,111500.0,111504.0] || -> . % 3.65/3.89 111506[15:Spt:111505.0,111076.0,111077.0] || pigeon_2_in_hole_4*+ -> . % 3.65/3.89 111507[15:Spt:111505.0,111076.1] || -> pigeon_2_in_hole_3*. % 3.65/3.89 111508[15:MRR:75.1,111507.0] || pigeon_6_in_hole_3*+ -> . % 3.65/3.89 111509[15:MRR:72.1,111507.0] || pigeon_3_in_hole_3*+ -> . % 3.65/3.89 111510[15:MRR:65.0,111507.0] || pigeon_1_in_hole_3*+ -> . % 3.65/3.89 111511[15:MRR:73.1,111507.0] || pigeon_4_in_hole_3*+ -> . % 3.65/3.89 111512[15:MRR:74.1,111507.0] || pigeon_5_in_hole_3*+ -> . % 3.65/3.89 111513[15:MRR:109662.4,111512.0] || -> pigeon_5_in_hole_7 pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 111514[15:MRR:109664.4,111509.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 111515[15:MRR:109663.4,111508.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 111516[15:MRR:109661.4,111511.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 111517[15:MRR:109665.4,111510.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 111518[16:Spt:111513.0] || -> pigeon_5_in_hole_7*. % 3.65/3.89 111519[16:MRR:180.0,111518.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111520[16:MRR:195.0,111518.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111521[16:MRR:199.1,111518.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111522[16:MRR:191.0,111518.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111523[16:MRR:111517.0,111519.0] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 111524[16:MRR:111516.0,111520.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 111525[16:MRR:111515.0,111521.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 111526[16:MRR:111514.0,111522.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 111527[17:Spt:111523.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111528[17:MRR:153.1,111527.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111529[17:MRR:150.1,111527.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111530[17:MRR:151.1,111527.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111532[17:MRR:111525.0,111528.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 111533[17:MRR:111526.0,111529.0] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 111534[17:MRR:111524.0,111530.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 111535[18:Spt:111532.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111536[18:MRR:136.0,111535.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111539[18:MRR:140.0,111535.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111540[18:MRR:111533.0,111536.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111542[18:MRR:106.1,111540.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111545[18:MRR:111534.0,111539.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111549[18:MRR:111542.0,111545.0] || -> . % 3.65/3.89 111550[18:Spt:111549.0,111532.0,111535.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111551[18:Spt:111549.0,111532.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111552[18:MRR:108.0,111551.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111553[18:MRR:111533.1,111552.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111556[18:MRR:134.1,111553.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111557[18:MRR:111534.0,111556.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111559[18:MRR:112.0,112.1,111551.0,111557.0] || -> . % 3.65/3.89 111561[17:Spt:111559.0,111523.0,111527.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111562[17:Spt:111559.0,111523.1,111523.2] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 111563[18:Spt:111562.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111564[18:MRR:125.1,111563.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111565[18:MRR:122.1,111563.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111567[18:MRR:123.1,111563.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111568[18:MRR:111525.1,111564.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 111569[18:MRR:111526.1,111565.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 111570[18:MRR:111524.1,111567.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 111571[19:Spt:111568.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111572[19:MRR:164.0,111571.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111573[19:MRR:168.0,111571.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111575[19:MRR:111569.0,111572.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111578[19:MRR:106.1,111575.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111580[19:MRR:111570.0,111573.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111584[19:MRR:111578.0,111580.0] || -> . % 3.65/3.89 111585[19:Spt:111584.0,111568.0,111571.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111586[19:Spt:111584.0,111568.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111587[19:MRR:108.0,111586.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111588[19:MRR:111569.1,111587.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111589[19:MRR:162.1,111588.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111591[19:MRR:111570.0,111589.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111593[19:MRR:112.0,112.1,111586.0,111591.0] || -> . % 3.65/3.89 111595[18:Spt:111593.0,111562.0,111563.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111596[18:Spt:111593.0,111562.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 111597[18:MRR:94.1,111596.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 111598[18:MRR:111526.2,111597.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 111599[18:MRR:95.1,111596.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111600[18:MRR:111524.2,111599.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111601[18:MRR:97.1,111596.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 111602[18:MRR:111525.2,111601.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111604[19:Spt:111598.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111605[19:MRR:164.1,111604.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111607[19:MRR:162.1,111604.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111608[19:MRR:111602.0,111605.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111609[19:MRR:140.0,111608.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111612[19:MRR:111600.0,111607.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111615[19:MRR:111609.0,111612.0] || -> . % 3.65/3.89 111616[19:Spt:111615.0,111598.0,111604.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111617[19:Spt:111615.0,111598.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111618[19:MRR:136.1,111617.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111619[19:MRR:111602.1,111618.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111621[19:MRR:168.0,111619.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111622[19:MRR:111600.0,111621.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111624[19:MRR:134.0,134.1,111622.0,111617.0] || -> . % 3.65/3.89 111625[16:Spt:111624.0,111513.0,111518.0] || pigeon_5_in_hole_7*+ -> . % 3.65/3.89 111626[16:Spt:111624.0,111513.1,111513.2,111513.3] || -> pigeon_5_in_hole_6 pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 111627[17:Spt:111626.0] || -> pigeon_5_in_hole_6*. % 3.65/3.89 111628[17:MRR:163.0,111627.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111629[17:MRR:171.1,111627.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111630[17:MRR:167.0,111627.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111631[17:MRR:152.0,111627.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111632[17:MRR:111514.1,111628.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 111633[17:MRR:111515.1,111629.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 111634[17:MRR:111516.1,111630.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 111635[17:MRR:111517.1,111631.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 111636[18:Spt:111632.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111637[18:MRR:178.0,111636.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111638[18:MRR:190.1,111636.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111639[18:MRR:192.1,111636.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111640[18:MRR:111635.0,111637.0] || -> pigeon_1_in_hole_5 pigeon_1_in_hole_4*. % 3.65/3.89 111641[18:MRR:111634.0,111638.0] || -> pigeon_4_in_hole_5 pigeon_4_in_hole_4*. % 3.65/3.89 111642[18:MRR:111633.0,111639.0] || -> pigeon_6_in_hole_5 pigeon_6_in_hole_4*. % 3.65/3.89 111643[19:Spt:111640.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111644[19:MRR:123.1,111643.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111647[19:MRR:125.1,111643.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111648[19:MRR:111641.0,111644.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111652[19:MRR:112.1,111648.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 111653[19:MRR:111642.0,111647.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111657[19:MRR:111652.0,111653.0] || -> . % 3.65/3.89 111658[19:Spt:111657.0,111640.0,111643.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111659[19:Spt:111657.0,111640.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 111660[19:MRR:95.1,111659.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111661[19:MRR:111641.1,111660.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111662[19:MRR:140.1,111661.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111665[19:MRR:111642.0,111662.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111667[19:MRR:97.0,97.1,111665.0,111659.0] || -> . % 3.65/3.89 111669[18:Spt:111667.0,111632.0,111636.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111670[18:Spt:111667.0,111632.1,111632.2] || -> pigeon_3_in_hole_5 pigeon_3_in_hole_4*. % 3.65/3.89 111671[19:Spt:111670.0] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111672[19:MRR:122.0,111671.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111673[19:MRR:134.1,111671.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111675[19:MRR:136.1,111671.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111676[19:MRR:111635.1,111672.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_4*. % 3.65/3.89 111677[19:MRR:111634.1,111673.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.89 111678[19:MRR:111633.1,111675.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 111679[20:Spt:111676.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111680[20:MRR:181.1,111679.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111681[20:MRR:179.1,111679.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111682[20:MRR:111678.0,111680.0] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111683[20:MRR:112.0,111682.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111687[20:MRR:111677.0,111681.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111691[20:MRR:111683.0,111687.0] || -> . % 3.65/3.89 111692[20:Spt:111691.0,111676.0,111679.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111693[20:Spt:111691.0,111676.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 111694[20:MRR:97.1,111693.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 111695[20:MRR:111678.1,111694.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111696[20:MRR:196.0,111695.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111697[20:MRR:111677.0,111696.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111700[20:MRR:95.0,95.1,111697.0,111693.0] || -> . % 3.65/3.89 111701[19:Spt:111700.0,111670.0,111671.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111702[19:Spt:111700.0,111670.1] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111703[19:MRR:108.1,111702.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 111704[19:MRR:111633.2,111703.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 111705[19:MRR:106.1,111702.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111706[19:MRR:111634.2,111705.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.89 111708[19:MRR:94.0,111702.0] || pigeon_1_in_hole_4* -> . % 3.65/3.89 111709[19:MRR:111635.2,111708.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_5*. % 3.65/3.89 111710[20:Spt:111704.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111711[20:MRR:181.0,111710.0] || pigeon_1_in_hole_7* -> . % 3.65/3.89 111712[20:MRR:196.0,111710.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111713[20:MRR:111709.0,111711.0] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111716[20:MRR:123.1,111713.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111717[20:MRR:111706.0,111712.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111720[20:MRR:111716.0,111717.0] || -> . % 3.65/3.89 111721[20:Spt:111720.0,111704.0,111710.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111722[20:Spt:111720.0,111704.1] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111723[20:MRR:125.0,111722.0] || pigeon_1_in_hole_5* -> . % 3.65/3.89 111724[20:MRR:111709.1,111723.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111725[20:MRR:179.1,111724.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111726[20:MRR:111706.0,111725.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111727[20:MRR:140.0,140.1,111722.0,111726.0] || -> . % 3.65/3.89 111729[17:Spt:111727.0,111626.0,111627.0] || pigeon_5_in_hole_6*+ -> . % 3.65/3.89 111730[17:Spt:111727.0,111626.1,111626.2] || -> pigeon_5_in_hole_5 pigeon_5_in_hole_4*. % 3.65/3.89 111731[18:Spt:111730.0] || -> pigeon_5_in_hole_5*. % 3.65/3.89 111732[18:MRR:124.0,111731.0] || pigeon_1_in_hole_5*+ -> . % 3.65/3.89 111733[18:MRR:139.0,111731.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111734[18:MRR:143.1,111731.0] || pigeon_6_in_hole_5*+ -> . % 3.65/3.89 111735[18:MRR:135.0,111731.0] || pigeon_3_in_hole_5*+ -> . % 3.65/3.89 111736[18:MRR:111517.2,111732.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.89 111737[18:MRR:111516.2,111733.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 111738[18:MRR:111515.2,111734.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 111739[18:MRR:111514.2,111735.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 111740[19:Spt:111736.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111741[19:MRR:181.1,111740.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111742[19:MRR:179.1,111740.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111743[19:MRR:178.1,111740.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111744[19:MRR:111738.0,111741.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_4*. % 3.65/3.89 111745[19:MRR:111737.0,111742.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_4*. % 3.65/3.89 111746[19:MRR:111739.0,111743.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_4*. % 3.65/3.89 111747[20:Spt:111744.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111748[20:MRR:164.0,111747.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111749[20:MRR:168.0,111747.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111751[20:MRR:111746.0,111748.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111753[20:MRR:106.1,111751.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111756[20:MRR:111745.0,111749.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111760[20:MRR:111753.0,111756.0] || -> . % 3.65/3.89 111761[20:Spt:111760.0,111744.0,111747.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111762[20:Spt:111760.0,111744.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111763[20:MRR:108.0,111762.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111764[20:MRR:111746.1,111763.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111765[20:MRR:162.1,111764.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111767[20:MRR:111745.0,111765.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111770[20:MRR:112.0,112.1,111762.0,111767.0] || -> . % 3.65/3.89 111771[19:Spt:111770.0,111736.0,111740.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111772[19:Spt:111770.0,111736.1,111736.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_4*. % 3.65/3.89 111773[20:Spt:111772.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111774[20:MRR:153.1,111773.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111775[20:MRR:150.1,111773.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111776[20:MRR:151.1,111773.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111777[20:MRR:111738.1,111774.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_4*. % 3.65/3.89 111778[20:MRR:111739.1,111775.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_4*. % 3.65/3.89 111779[20:MRR:111737.1,111776.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_4*. % 3.65/3.89 111780[21:Spt:111777.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111781[21:MRR:196.0,111780.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111782[21:MRR:192.0,111780.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111783[21:MRR:111779.0,111781.0] || -> pigeon_4_in_hole_4*. % 3.65/3.89 111784[21:MRR:106.0,111783.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111788[21:MRR:111778.0,111782.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111792[21:MRR:111784.0,111788.0] || -> . % 3.65/3.89 111793[21:Spt:111792.0,111777.0,111780.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111794[21:Spt:111792.0,111777.1] || -> pigeon_6_in_hole_4*. % 3.65/3.89 111795[21:MRR:112.0,111794.0] || pigeon_4_in_hole_4* -> . % 3.65/3.89 111796[21:MRR:111779.1,111795.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111797[21:MRR:190.0,111796.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111798[21:MRR:111778.0,111797.0] || -> pigeon_3_in_hole_4*. % 3.65/3.89 111801[21:MRR:108.0,108.1,111794.0,111798.0] || -> . % 3.65/3.89 111802[20:Spt:111801.0,111772.0,111773.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111803[20:Spt:111801.0,111772.1] || -> pigeon_1_in_hole_4*. % 3.65/3.89 111804[20:MRR:95.1,111803.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 111805[20:MRR:111737.2,111804.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.89 111806[20:MRR:94.1,111803.0] || pigeon_3_in_hole_4* -> . % 3.65/3.89 111807[20:MRR:111739.2,111806.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 111808[20:MRR:97.1,111803.0] || pigeon_6_in_hole_4* -> . % 3.65/3.89 111809[20:MRR:111738.2,111808.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 111811[21:Spt:111805.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111812[21:MRR:196.1,111811.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111813[21:MRR:190.0,111811.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111814[21:MRR:111809.0,111812.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111816[21:MRR:164.0,111814.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111817[21:MRR:111807.0,111813.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111819[21:MRR:111816.0,111817.0] || -> . % 3.65/3.89 111820[21:Spt:111819.0,111805.0,111811.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111821[21:Spt:111819.0,111805.1] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111822[21:MRR:168.1,111821.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111823[21:MRR:111809.1,111822.0] || -> pigeon_6_in_hole_7*. % 3.65/3.89 111824[21:MRR:192.0,111823.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111825[21:MRR:111807.0,111824.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111826[21:MRR:162.0,162.1,111821.0,111825.0] || -> . % 3.65/3.89 111827[18:Spt:111826.0,111730.0,111731.0] || pigeon_5_in_hole_5*+ -> . % 3.65/3.89 111828[18:Spt:111826.0,111730.1] || -> pigeon_5_in_hole_4*. % 3.65/3.89 111829[18:MRR:111.0,111828.0] || pigeon_4_in_hole_4*+ -> . % 3.65/3.89 111830[18:MRR:107.0,111828.0] || pigeon_3_in_hole_4*+ -> . % 3.65/3.89 111831[18:MRR:96.0,111828.0] || pigeon_1_in_hole_4*+ -> . % 3.65/3.89 111832[18:MRR:115.1,111828.0] || pigeon_6_in_hole_4*+ -> . % 3.65/3.89 111833[18:MRR:111517.3,111831.0] || -> pigeon_1_in_hole_7 pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 111834[18:MRR:111516.3,111829.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111835[18:MRR:111515.3,111832.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111836[18:MRR:111514.3,111830.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 111837[19:Spt:111833.0] || -> pigeon_1_in_hole_7*. % 3.65/3.89 111838[19:MRR:178.1,111837.0] || pigeon_3_in_hole_7*+ -> . % 3.65/3.89 111839[19:MRR:179.1,111837.0] || pigeon_4_in_hole_7*+ -> . % 3.65/3.89 111840[19:MRR:181.1,111837.0] || pigeon_6_in_hole_7*+ -> . % 3.65/3.89 111841[19:MRR:111836.0,111838.0] || -> pigeon_3_in_hole_6 pigeon_3_in_hole_5*. % 3.65/3.89 111842[19:MRR:111834.0,111839.0] || -> pigeon_4_in_hole_6 pigeon_4_in_hole_5*. % 3.65/3.89 111843[19:MRR:111835.0,111840.0] || -> pigeon_6_in_hole_6 pigeon_6_in_hole_5*. % 3.65/3.89 111844[20:Spt:111841.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111845[20:MRR:164.1,111844.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111846[20:MRR:162.1,111844.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111848[20:MRR:111843.0,111845.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111850[20:MRR:140.0,111848.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111852[20:MRR:111842.0,111846.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111855[20:MRR:111850.0,111852.0] || -> . % 3.65/3.89 111856[20:Spt:111855.0,111841.0,111844.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111857[20:Spt:111855.0,111841.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111858[20:MRR:136.1,111857.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111859[20:MRR:111843.1,111858.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111860[20:MRR:168.0,111859.0] || pigeon_4_in_hole_6* -> . % 3.65/3.89 111862[20:MRR:111842.0,111860.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111863[20:MRR:134.0,134.1,111862.0,111857.0] || -> . % 3.65/3.89 111865[19:Spt:111863.0,111833.0,111837.0] || pigeon_1_in_hole_7*+ -> . % 3.65/3.89 111866[19:Spt:111863.0,111833.1,111833.2] || -> pigeon_1_in_hole_6 pigeon_1_in_hole_5*. % 3.65/3.89 111867[20:Spt:111866.0] || -> pigeon_1_in_hole_6*. % 3.65/3.89 111868[20:MRR:150.1,111867.0] || pigeon_3_in_hole_6*+ -> . % 3.65/3.89 111869[20:MRR:153.1,111867.0] || pigeon_6_in_hole_6*+ -> . % 3.65/3.89 111870[20:MRR:151.1,111867.0] || pigeon_4_in_hole_6*+ -> . % 3.65/3.89 111871[20:MRR:111836.1,111868.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_5*. % 3.65/3.89 111872[20:MRR:111835.1,111869.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_5*. % 3.65/3.89 111873[20:MRR:111834.1,111870.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_5*. % 3.65/3.89 111874[21:Spt:111871.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111875[21:MRR:190.1,111874.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111876[21:MRR:192.1,111874.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111877[21:MRR:111873.0,111875.0] || -> pigeon_4_in_hole_5*. % 3.65/3.89 111878[21:MRR:140.1,111877.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111881[21:MRR:111872.0,111876.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111884[21:MRR:111878.0,111881.0] || -> . % 3.65/3.89 111885[21:Spt:111884.0,111871.0,111874.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111886[21:Spt:111884.0,111871.1] || -> pigeon_3_in_hole_5*. % 3.65/3.89 111887[21:MRR:134.1,111886.0] || pigeon_4_in_hole_5* -> . % 3.65/3.89 111888[21:MRR:111873.1,111887.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111889[21:MRR:196.1,111888.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111890[21:MRR:111872.0,111889.0] || -> pigeon_6_in_hole_5*. % 3.65/3.89 111892[21:MRR:136.0,136.1,111890.0,111886.0] || -> . % 3.65/3.89 111893[20:Spt:111892.0,111866.0,111867.0] || pigeon_1_in_hole_6*+ -> . % 3.65/3.89 111894[20:Spt:111892.0,111866.1] || -> pigeon_1_in_hole_5*. % 3.65/3.89 111895[20:MRR:123.1,111894.0] || pigeon_4_in_hole_5*+ -> . % 3.65/3.89 111896[20:MRR:111834.2,111895.0] || -> pigeon_4_in_hole_7 pigeon_4_in_hole_6*. % 3.65/3.89 111897[20:MRR:125.1,111894.0] || pigeon_6_in_hole_5* -> . % 3.65/3.89 111898[20:MRR:111835.2,111897.0] || -> pigeon_6_in_hole_7 pigeon_6_in_hole_6*. % 3.65/3.89 111899[20:MRR:122.1,111894.0] || pigeon_3_in_hole_5* -> . % 3.65/3.89 111900[20:MRR:111836.2,111899.0] || -> pigeon_3_in_hole_7 pigeon_3_in_hole_6*. % 3.65/3.89 111901[21:Spt:111896.0] || -> pigeon_4_in_hole_7*. % 3.65/3.89 111902[21:MRR:190.0,111901.0] || pigeon_3_in_hole_7* -> . % 3.65/3.89 111903[21:MRR:196.1,111901.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111904[21:MRR:111900.0,111902.0] || -> pigeon_3_in_hole_6*. % 3.65/3.89 111906[21:MRR:164.1,111904.0] || pigeon_6_in_hole_6* -> . % 3.65/3.89 111907[21:MRR:111898.0,111903.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111909[21:MRR:111906.0,111907.0] || -> . % 3.65/3.89 111910[21:Spt:111909.0,111896.0,111901.0] || pigeon_4_in_hole_7* -> . % 3.65/3.89 111911[21:Spt:111909.0,111896.1] || -> pigeon_4_in_hole_6*. % 3.65/3.89 111912[21:MRR:162.0,111911.0] || pigeon_3_in_hole_6* -> . % 3.65/3.89 111913[21:MRR:111900.1,111912.0] || -> pigeon_3_in_hole_7*. % 3.65/3.89 111914[21:MRR:192.1,111913.0] || pigeon_6_in_hole_7* -> . % 3.65/3.89 111915[21:MRR:111898.0,111914.0] || -> pigeon_6_in_hole_6*. % 3.65/3.89 111916[21:MRR:168.0,168.1,111915.0,111911.0] || -> . % 3.65/3.89 % SZS output end Refutation % 3.65/3.89 Formulae used in the proof : pigeon_1 pigeon_2 pigeon_3 pigeon_4 pigeon_5 pigeon_6 pigeon_7 pigeon_8 hole_1_pigeons_1_and_2 hole_1_pigeons_1_and_3 hole_1_pigeons_1_and_4 hole_1_pigeons_1_and_5 hole_1_pigeons_1_and_6 hole_1_pigeons_1_and_7 hole_1_pigeons_1_and_8 hole_1_pigeons_2_and_3 hole_1_pigeons_2_and_4 hole_1_pigeons_2_and_5 hole_1_pigeons_2_and_6 hole_1_pigeons_2_and_7 hole_1_pigeons_2_and_8 hole_1_pigeons_3_and_4 hole_1_pigeons_3_and_5 hole_1_pigeons_3_and_6 hole_1_pigeons_3_and_7 hole_1_pigeons_3_and_8 hole_1_pigeons_4_and_5 hole_1_pigeons_4_and_6 hole_1_pigeons_4_and_7 hole_1_pigeons_4_and_8 hole_1_pigeons_5_and_6 hole_1_pigeons_5_and_7 hole_1_pigeons_5_and_8 hole_1_pigeons_6_and_7 hole_1_pigeons_6_and_8 hole_1_pigeons_7_and_8 hole_2_pigeons_1_and_2 hole_2_pigeons_1_and_3 hole_2_pigeons_1_and_4 hole_2_pigeons_1_and_5 hole_2_pigeons_1_and_6 hole_2_pigeons_1_and_7 hole_2_pigeons_1_and_8 hole_2_pigeons_2_and_3 hole_2_pigeons_2_and_4 hole_2_pigeons_2_and_5 hole_2_pigeons_2_and_6 hole_2_pigeons_2_and_7 hole_2_pigeons_2_and_8 hole_2_pigeons_3_and_4 hole_2_pigeons_3_and_5 hole_2_pigeons_3_and_6 hole_2_pigeons_3_and_7 hole_2_pigeons_3_and_8 hole_2_pigeons_4_and_5 hole_2_pigeons_4_and_6 hole_2_pigeons_4_and_7 hole_2_pigeons_4_and_8 hole_2_pigeons_5_and_6 hole_2_pigeons_5_and_7 hole_2_pigeons_5_and_8 hole_2_pigeons_6_and_7 hole_2_pigeons_6_and_8 hole_2_pigeons_7_and_8 hole_3_pigeons_1_and_2 hole_3_pigeons_1_and_3 hole_3_pigeons_1_and_4 hole_3_pigeons_1_and_5 hole_3_pigeons_1_and_6 hole_3_pigeons_1_and_7 hole_3_pigeons_1_and_8 hole_3_pigeons_2_and_3 hole_3_pigeons_2_and_4 hole_3_pigeons_2_and_5 hole_3_pigeons_2_and_6 hole_3_pigeons_2_and_7 hole_3_pigeons_2_and_8 hole_3_pigeons_3_and_4 hole_3_pigeons_3_and_5 hole_3_pigeons_3_and_6 hole_3_pigeons_3_and_7 hole_3_pigeons_3_and_8 hole_3_pigeons_4_and_5 hole_3_pigeons_4_and_6 hole_3_pigeons_4_and_7 hole_3_pigeons_4_and_8 hole_3_pigeons_5_and_6 hole_3_pigeons_5_and_7 hole_3_pigeons_5_and_8 hole_3_pigeons_6_and_7 hole_3_pigeons_6_and_8 hole_3_pigeons_7_and_8 hole_4_pigeons_1_and_2 hole_4_pigeons_1_and_3 hole_4_pigeons_1_and_4 hole_4_pigeons_1_and_5 hole_4_pigeons_1_and_6 hole_4_pigeons_1_and_7 hole_4_pigeons_1_and_8 hole_4_pigeons_2_and_3 hole_4_pigeons_2_and_4 hole_4_pigeons_2_and_5 hole_4_pigeons_2_and_6 hole_4_pigeons_2_and_7 hole_4_pigeons_2_and_8 hole_4_pigeons_3_and_4 hole_4_pigeons_3_and_5 hole_4_pigeons_3_and_6 hole_4_pigeons_3_and_7 hole_4_pigeons_3_and_8 hole_4_pigeons_4_and_5 hole_4_pigeons_4_and_6 hole_4_pigeons_4_and_7 hole_4_pigeons_4_and_8 hole_4_pigeons_5_and_6 hole_4_pigeons_5_and_7 hole_4_pigeons_5_and_8 hole_4_pigeons_6_and_7 hole_4_pigeons_6_and_8 hole_4_pigeons_7_and_8 hole_5_pigeons_1_and_2 hole_5_pigeons_1_and_3 hole_5_pigeons_1_and_4 hole_5_pigeons_1_and_5 hole_5_pigeons_1_and_6 hole_5_pigeons_1_and_7 hole_5_pigeons_1_and_8 hole_5_pigeons_2_and_3 hole_5_pigeons_2_and_4 hole_5_pigeons_2_and_5 hole_5_pigeons_2_and_6 hole_5_pigeons_2_and_7 hole_5_pigeons_2_and_8 hole_5_pigeons_3_and_4 hole_5_pigeons_3_and_5 hole_5_pigeons_3_and_6 hole_5_pigeons_3_and_7 hole_5_pigeons_3_and_8 hole_5_pigeons_4_and_5 hole_5_pigeons_4_and_6 hole_5_pigeons_4_and_7 hole_5_pigeons_4_and_8 hole_5_pigeons_5_and_6 hole_5_pigeons_5_and_7 hole_5_pigeons_5_and_8 hole_5_pigeons_6_and_7 hole_5_pigeons_6_and_8 hole_5_pigeons_7_and_8 hole_6_pigeons_1_and_2 hole_6_pigeons_1_and_3 hole_6_pigeons_1_and_4 hole_6_pigeons_1_and_5 hole_6_pigeons_1_and_6 hole_6_pigeons_1_and_7 hole_6_pigeons_1_and_8 hole_6_pigeons_2_and_3 hole_6_pigeons_2_and_4 hole_6_pigeons_2_and_5 hole_6_pigeons_2_and_6 hole_6_pigeons_2_and_7 hole_6_pigeons_2_and_8 hole_6_pigeons_3_and_4 hole_6_pigeons_3_and_5 hole_6_pigeons_3_and_6 hole_6_pigeons_3_and_7 hole_6_pigeons_3_and_8 hole_6_pigeons_4_and_5 hole_6_pigeons_4_and_6 hole_6_pigeons_4_and_7 hole_6_pigeons_4_and_8 hole_6_pigeons_5_and_6 hole_6_pigeons_5_and_7 hole_6_pigeons_5_and_8 hole_6_pigeons_6_and_7 hole_6_pigeons_6_and_8 hole_6_pigeons_7_and_8 hole_7_pigeons_1_and_2 hole_7_pigeons_1_and_3 hole_7_pigeons_1_and_4 hole_7_pigeons_1_and_5 hole_7_pigeons_1_and_6 hole_7_pigeons_1_and_7 hole_7_pigeons_1_and_8 hole_7_pigeons_2_and_3 hole_7_pigeons_2_and_4 hole_7_pigeons_2_and_5 hole_7_pigeons_2_and_6 hole_7_pigeons_2_and_7 hole_7_pigeons_2_and_8 hole_7_pigeons_3_and_4 hole_7_pigeons_3_and_5 hole_7_pigeons_3_and_6 hole_7_pigeons_3_and_7 hole_7_pigeons_3_and_8 hole_7_pigeons_4_and_5 hole_7_pigeons_4_and_6 hole_7_pigeons_4_and_7 hole_7_pigeons_4_and_8 hole_7_pigeons_5_and_6 hole_7_pigeons_5_and_7 hole_7_pigeons_5_and_8 hole_7_pigeons_6_and_7 hole_7_pigeons_6_and_8 hole_7_pigeons_7_and_8 % 6.58/6.78 %------------------------------------------------------------------------------