%------------------------------------------------------------------------------
% File : Z3---4.15.1
% Problem : GRP531-1 : TPTP v9.0.0. Released v2.6.0.
% Transfm : none
% Format : tptp
% Command : run_E %s %d THM
% Computer : n012.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 : 300s
% DateTime : Sat Jun 21 05:08:01 AM UTC 2025
% Result : Unsatisfiable 42.99s 43.15s
% Output : Proof 43.31s
% Verified :
% SZS Type : Refutation
% Derivation depth : 83
% Number of leaves : 151
% Syntax : Number of formulae : 879 ( 732 unt; 0 typ; 0 def)
% Number of atoms : 1032 (1028 equ)
% Maximal formula atoms : 2 ( 1 avg)
% Number of connectives : 294 ( 144 ~; 140 |; 0 &)
% ( 10 <=>; 0 =>; 0 <=; 0 <~>)
% Maximal formula depth : 6 ( 2 avg)
% Maximal term depth : 17 ( 2 avg)
% Number of FOOLs : 3 ( 3 fml; 0 var)
% Number of types : 1 ( 0 usr)
% Number of type conns : 0 ( 0 >; 0 *; 0 +; 0 <<)
% Number of predicates : 3 ( 1 usr; 1 prp; 0-2 aty)
% Number of functors : 6 ( 6 usr; 3 con; 0-2 aty)
% Number of variables : 462 ( 454 !; 0 ?; 462 :)
% Comments :
%------------------------------------------------------------------------------
tff(multiply_type,type,
multiply: ( $i * $i ) > $i ).
tff(c3_type,type,
c3: $i ).
tff(b3_type,type,
b3: $i ).
tff(a3_type,type,
a3: $i ).
tff(divide_type,type,
divide: ( $i * $i ) > $i ).
tff(inverse_type,type,
inverse: $i > $i ).
tff(1,plain,
^ [B: $i,A: $i,C: $i] :
refl(( ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
<=> ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ) )),
inference(bind,[status(th)],[]) ).
tff(2,plain,
( ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
<=> ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ) ),
inference(quant_intro,[status(thm)],[1]) ).
tff(3,plain,
( ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
<=> ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ) ),
inference(rewrite,[status(thm)],[]) ).
tff(4,axiom,
! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ),
file('/export/starexec/sandbox/benchmark/theBenchmark.p',multiply) ).
tff(5,plain,
! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ),
inference(modus_ponens,[status(thm)],[4,3]) ).
tff(6,plain,
! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ),
inference(skolemize,[status(sab)],[5]) ).
tff(7,plain,
! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) ),
inference(modus_ponens,[status(thm)],[6,2]) ).
tff(8,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(a3,multiply(b3,c3)) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(9,plain,
multiply(a3,multiply(b3,c3)) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(unit_resolution,[status(thm)],[8,7]) ).
tff(10,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = multiply(a3,multiply(b3,c3)),
inference(symmetry,[status(thm)],[9]) ).
tff(11,plain,
^ [B: $i,A: $i,C: $i] :
refl(( ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
<=> ( divide(divide(A,divide(B,C)),divide(A,B)) = C ) )),
inference(bind,[status(th)],[]) ).
tff(12,plain,
( ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
<=> ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ) ),
inference(quant_intro,[status(thm)],[11]) ).
tff(13,plain,
( ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
<=> ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ) ),
inference(rewrite,[status(thm)],[]) ).
tff(14,axiom,
! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ),
file('/export/starexec/sandbox/benchmark/theBenchmark.p',single_axiom) ).
tff(15,plain,
! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ),
inference(modus_ponens,[status(thm)],[14,13]) ).
tff(16,plain,
! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ),
inference(skolemize,[status(sab)],[15]) ).
tff(17,plain,
! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C ),
inference(modus_ponens,[status(thm)],[16,12]) ).
tff(18,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(19,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(unit_resolution,[status(thm)],[18,17]) ).
tff(20,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(b3,b3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(21,plain,
divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(b3,b3),
inference(unit_resolution,[status(thm)],[20,17]) ).
tff(22,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(b3,divide(b3,a3)),divide(b3,b3)) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(23,plain,
divide(divide(b3,divide(b3,a3)),divide(b3,b3)) = a3,
inference(unit_resolution,[status(thm)],[22,17]) ).
tff(24,plain,
divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = divide(divide(b3,b3),a3),
inference(monotonicity,[status(thm)],[23]) ).
tff(25,plain,
divide(divide(b3,b3),a3) = divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),
inference(symmetry,[status(thm)],[24]) ).
tff(26,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[25]) ).
tff(27,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(b3,b3),
inference(transitivity,[status(thm)],[26,21]) ).
tff(28,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3) = divide(divide(b3,b3),a3),
inference(monotonicity,[status(thm)],[27]) ).
tff(29,plain,
divide(divide(b3,b3),a3) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3),
inference(symmetry,[status(thm)],[28]) ).
tff(30,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))) = divide(divide(b3,b3),a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(31,plain,
divide(divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))) = divide(divide(b3,b3),a3),
inference(unit_resolution,[status(thm)],[30,17]) ).
tff(32,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = multiply(b3,c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(33,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = multiply(b3,c3),
inference(unit_resolution,[status(thm)],[32,17]) ).
tff(34,plain,
multiply(b3,c3) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))),
inference(symmetry,[status(thm)],[33]) ).
tff(35,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(36,plain,
divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[35,17]) ).
tff(37,plain,
divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),multiply(b3,c3)),
inference(monotonicity,[status(thm)],[33]) ).
tff(38,plain,
divide(divide(b3,b3),multiply(b3,c3)) = divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[37]) ).
tff(39,plain,
^ [B: $i,A: $i] :
refl(( ( inverse(A) = divide(divide(B,B),A) )
<=> ( inverse(A) = divide(divide(B,B),A) ) )),
inference(bind,[status(th)],[]) ).
tff(40,plain,
( ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
<=> ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ) ),
inference(quant_intro,[status(thm)],[39]) ).
tff(41,plain,
( ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
<=> ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ) ),
inference(rewrite,[status(thm)],[]) ).
tff(42,axiom,
! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ),
file('/export/starexec/sandbox/benchmark/theBenchmark.p',inverse) ).
tff(43,plain,
! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ),
inference(modus_ponens,[status(thm)],[42,41]) ).
tff(44,plain,
! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ),
inference(skolemize,[status(sab)],[43]) ).
tff(45,plain,
! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) ),
inference(modus_ponens,[status(thm)],[44,40]) ).
tff(46,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(multiply(b3,c3)) = divide(divide(b3,b3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(47,plain,
inverse(multiply(b3,c3)) = divide(divide(b3,b3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[46,45]) ).
tff(48,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(multiply(b3,c3)) = divide(divide(a3,a3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(49,plain,
inverse(multiply(b3,c3)) = divide(divide(a3,a3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[48,45]) ).
tff(50,plain,
divide(divide(a3,a3),multiply(b3,c3)) = inverse(multiply(b3,c3)),
inference(symmetry,[status(thm)],[49]) ).
tff(51,plain,
divide(divide(a3,a3),multiply(b3,c3)) = divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[50,47,38]) ).
tff(52,plain,
divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(monotonicity,[status(thm)],[51]) ).
tff(53,plain,
divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[52,36]) ).
tff(54,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[53]) ).
tff(55,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[54]) ).
tff(56,plain,
multiply(b3,c3) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[34,55]) ).
tff(57,plain,
divide(multiply(b3,c3),multiply(b3,c3)) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[56,34]) ).
tff(58,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))) = divide(multiply(b3,c3),multiply(b3,c3)),
inference(symmetry,[status(thm)],[57]) ).
tff(59,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(60,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[59,17]) ).
tff(61,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[60]) ).
tff(62,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(multiply(b3,c3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[61,58]) ).
tff(63,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,a3)),
inference(monotonicity,[status(thm)],[62]) ).
tff(64,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,a3)) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),
inference(symmetry,[status(thm)],[63]) ).
tff(65,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,a3)) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(66,plain,
inverse(divide(a3,a3)) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,a3)),
inference(unit_resolution,[status(thm)],[65,45]) ).
tff(67,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,a3)) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(68,plain,
inverse(divide(a3,a3)) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),
inference(unit_resolution,[status(thm)],[67,45]) ).
tff(69,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)) = inverse(divide(a3,a3)),
inference(symmetry,[status(thm)],[68]) ).
tff(70,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),
inference(transitivity,[status(thm)],[69,66,64]) ).
tff(71,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(72,plain,
multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[71,7]) ).
tff(73,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(74,plain,
multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[73,7]) ).
tff(75,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[74]) ).
tff(76,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(77,plain,
multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[76,7]) ).
tff(78,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(79,plain,
multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[78,7]) ).
tff(80,plain,
divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[79]) ).
tff(81,plain,
divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(b3,b3),
inference(transitivity,[status(thm)],[80,77,26,21]) ).
tff(82,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(b3,divide(b3,a3)),divide(b3,b3)),
inference(monotonicity,[status(thm)],[81]) ).
tff(83,plain,
divide(divide(b3,divide(b3,a3)),divide(b3,b3)) = divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(symmetry,[status(thm)],[82]) ).
tff(84,plain,
a3 = divide(divide(b3,divide(b3,a3)),divide(b3,b3)),
inference(symmetry,[status(thm)],[23]) ).
tff(85,plain,
a3 = divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(transitivity,[status(thm)],[84,83]) ).
tff(86,plain,
divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[85]) ).
tff(87,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[86]) ).
tff(88,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(89,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(unit_resolution,[status(thm)],[88,17]) ).
tff(90,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[89]) ).
tff(91,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(b3,divide(b3,a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(92,plain,
inverse(divide(b3,divide(b3,a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(unit_resolution,[status(thm)],[91,45]) ).
tff(93,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(b3,divide(b3,a3))) = divide(divide(b3,b3),divide(b3,divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(94,plain,
inverse(divide(b3,divide(b3,a3))) = divide(divide(b3,b3),divide(b3,divide(b3,a3))),
inference(unit_resolution,[status(thm)],[93,45]) ).
tff(95,plain,
divide(divide(b3,b3),divide(b3,divide(b3,a3))) = inverse(divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[94]) ).
tff(96,plain,
divide(divide(b3,b3),divide(b3,divide(b3,a3))) = divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[95,92,90,87]) ).
tff(97,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),
inference(monotonicity,[status(thm)],[96]) ).
tff(98,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[97]) ).
tff(99,plain,
divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[86,89]) ).
tff(100,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[62,99]) ).
tff(101,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),
inference(symmetry,[status(thm)],[100]) ).
tff(102,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(103,plain,
inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[102,45]) ).
tff(104,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(105,plain,
inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[104,45]) ).
tff(106,plain,
divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[105]) ).
tff(107,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(b3,divide(b3,a3))) = divide(divide(a3,a3),divide(b3,divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(108,plain,
inverse(divide(b3,divide(b3,a3))) = divide(divide(a3,a3),divide(b3,divide(b3,a3))),
inference(unit_resolution,[status(thm)],[107,45]) ).
tff(109,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) = inverse(divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[92]) ).
tff(110,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) = divide(divide(a3,a3),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[109,108]) ).
tff(111,plain,
divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[110]) ).
tff(112,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[111]) ).
tff(113,plain,
divide(divide(a3,a3),divide(b3,divide(b3,a3))) = inverse(divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[108]) ).
tff(114,plain,
divide(divide(a3,a3),divide(b3,divide(b3,a3))) = divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[113,92,90,87]) ).
tff(115,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(116,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = a3,
inference(unit_resolution,[status(thm)],[115,17]) ).
tff(117,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),
inference(monotonicity,[status(thm)],[84]) ).
tff(118,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3) = a3,
inference(transitivity,[status(thm)],[117,116]) ).
tff(119,plain,
divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)) = divide(a3,a3),
inference(monotonicity,[status(thm)],[118]) ).
tff(120,plain,
divide(a3,a3) = divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),
inference(symmetry,[status(thm)],[119]) ).
tff(121,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))) = divide(divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),
inference(monotonicity,[status(thm)],[120,114]) ).
tff(122,plain,
divide(divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[121]) ).
tff(123,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(124,plain,
divide(divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))) = a3,
inference(unit_resolution,[status(thm)],[123,17]) ).
tff(125,plain,
a3 = divide(divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),a3)),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),
inference(symmetry,[status(thm)],[124]) ).
tff(126,plain,
a3 = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[125,122,112,106,103,101,98,75,72]) ).
tff(127,plain,
divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))),
inference(monotonicity,[status(thm)],[126,70]) ).
tff(128,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))) = divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3))),
inference(symmetry,[status(thm)],[127]) ).
tff(129,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))) = divide(b3,divide(b3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(130,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))) = divide(b3,divide(b3,a3)),
inference(unit_resolution,[status(thm)],[129,17]) ).
tff(131,plain,
divide(b3,divide(b3,a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))),
inference(symmetry,[status(thm)],[130]) ).
tff(132,plain,
divide(b3,divide(b3,a3)) = divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3))),
inference(transitivity,[status(thm)],[131,128]) ).
tff(133,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(134,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = a3,
inference(unit_resolution,[status(thm)],[133,17]) ).
tff(135,plain,
a3 = divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[125,122,112]) ).
tff(136,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(137,plain,
inverse(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[136,45]) ).
tff(138,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(139,plain,
inverse(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[138,45]) ).
tff(140,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = inverse(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[139]) ).
tff(141,plain,
divide(multiply(b3,c3),multiply(b3,c3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[57,60,140,137]) ).
tff(142,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(monotonicity,[status(thm)],[141]) ).
tff(143,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(symmetry,[status(thm)],[142]) ).
tff(144,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(145,plain,
divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[144,17]) ).
tff(146,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(b3,divide(b3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(147,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(b3,divide(b3,a3)),
inference(unit_resolution,[status(thm)],[146,17]) ).
tff(148,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(149,plain,
multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[148,7]) ).
tff(150,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(151,plain,
multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[150,7]) ).
tff(152,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[151]) ).
tff(153,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[152,149]) ).
tff(154,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(monotonicity,[status(thm)],[62]) ).
tff(155,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3))) = divide(divide(a3,a3),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[154,109,108]) ).
tff(156,plain,
divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[155]) ).
tff(157,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[156]) ).
tff(158,plain,
a3 = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[125,122,157]) ).
tff(159,plain,
divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[158,153]) ).
tff(160,plain,
divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(b3,divide(b3,a3)),
inference(transitivity,[status(thm)],[159,147]) ).
tff(161,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),divide(b3,divide(b3,a3))),
inference(monotonicity,[status(thm)],[27,160]) ).
tff(162,plain,
divide(divide(b3,b3),divide(b3,divide(b3,a3))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[161]) ).
tff(163,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[109,94,162]) ).
tff(164,plain,
divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)),
inference(monotonicity,[status(thm)],[163,29]) ).
tff(165,plain,
divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3)) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[164,145,143]) ).
tff(166,plain,
divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[165]) ).
tff(167,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[166]) ).
tff(168,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[140,137,167]) ).
tff(169,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3) = divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[168,135]) ).
tff(170,plain,
divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3),
inference(symmetry,[status(thm)],[169]) ).
tff(171,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(b3,b3),a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(172,plain,
divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(b3,b3),a3),
inference(unit_resolution,[status(thm)],[171,17]) ).
tff(173,plain,
divide(divide(b3,b3),a3) = divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(symmetry,[status(thm)],[172]) ).
tff(174,plain,
divide(divide(b3,b3),a3) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3),
inference(transitivity,[status(thm)],[173,170]) ).
tff(175,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[70,174]) ).
tff(176,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3)) = a3,
inference(transitivity,[status(thm)],[175,134]) ).
tff(177,plain,
divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))) = divide(a3,a3),
inference(monotonicity,[status(thm)],[176]) ).
tff(178,plain,
divide(a3,a3) = divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[177]) ).
tff(179,plain,
divide(divide(a3,a3),divide(b3,divide(b3,a3))) = divide(divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),
inference(monotonicity,[status(thm)],[178,132]) ).
tff(180,plain,
divide(divide(b3,b3),divide(b3,divide(b3,a3))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3),
inference(transitivity,[status(thm)],[95,108,179,31,29]) ).
tff(181,plain,
divide(divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))) = divide(divide(a3,a3),divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[179]) ).
tff(182,plain,
divide(divide(b3,b3),a3) = divide(divide(a3,divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),divide(divide(b3,b3),a3))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),
inference(symmetry,[status(thm)],[31]) ).
tff(183,plain,
divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[24,182,181,113,94,162]) ).
tff(184,plain,
divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)),
inference(monotonicity,[status(thm)],[183,180]) ).
tff(185,plain,
divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[184]) ).
tff(186,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)),
inference(symmetry,[status(thm)],[145]) ).
tff(187,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(b3,b3),
inference(transitivity,[status(thm)],[186,185,21]) ).
tff(188,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3) = divide(divide(b3,b3),a3),
inference(monotonicity,[status(thm)],[187]) ).
tff(189,plain,
divide(divide(b3,b3),a3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3),
inference(symmetry,[status(thm)],[188]) ).
tff(190,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))),divide(a3,divide(divide(b3,b3),b3))) = divide(divide(b3,b3),a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(191,plain,
divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))),divide(a3,divide(divide(b3,b3),b3))) = divide(divide(b3,b3),a3),
inference(unit_resolution,[status(thm)],[190,17]) ).
tff(192,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3) = divide(divide(a3,a3),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[169,172,182,181]) ).
tff(193,plain,
divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[192]) ).
tff(194,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[193]) ).
tff(195,plain,
divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(transitivity,[status(thm)],[156,194]) ).
tff(196,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[195]) ).
tff(197,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[196]) ).
tff(198,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(199,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = a3,
inference(unit_resolution,[status(thm)],[198,17]) ).
tff(200,plain,
a3 = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[199]) ).
tff(201,plain,
a3 = divide(b3,divide(b3,a3)),
inference(transitivity,[status(thm)],[200,197,147]) ).
tff(202,plain,
divide(a3,divide(divide(b3,b3),b3)) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),
inference(monotonicity,[status(thm)],[201]) ).
tff(203,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) = divide(a3,divide(divide(b3,b3),b3)),
inference(symmetry,[status(thm)],[202]) ).
tff(204,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(205,plain,
inverse(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[204,45]) ).
tff(206,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(207,plain,
inverse(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[206,45]) ).
tff(208,plain,
divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = inverse(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))),
inference(symmetry,[status(thm)],[207]) ).
tff(209,plain,
divide(a3,divide(divide(b3,b3),divide(b3,a3))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),
inference(monotonicity,[status(thm)],[201]) ).
tff(210,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))) = divide(a3,divide(divide(b3,b3),divide(b3,a3))),
inference(symmetry,[status(thm)],[209]) ).
tff(211,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3)) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(212,plain,
divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3)) = a3,
inference(unit_resolution,[status(thm)],[211,17]) ).
tff(213,plain,
divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))) = divide(a3,a3),
inference(monotonicity,[status(thm)],[212]) ).
tff(214,plain,
divide(a3,a3) = divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),
inference(symmetry,[status(thm)],[213]) ).
tff(215,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3))) = divide(a3,a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(216,plain,
divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3))) = divide(a3,a3),
inference(unit_resolution,[status(thm)],[215,17]) ).
tff(217,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[62]) ).
tff(218,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[217]) ).
tff(219,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,divide(divide(b3,b3),c3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(b3,b3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(220,plain,
inverse(divide(a3,divide(divide(b3,b3),c3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(b3,b3),c3))),
inference(unit_resolution,[status(thm)],[219,45]) ).
tff(221,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(222,plain,
inverse(divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),
inference(unit_resolution,[status(thm)],[221,45]) ).
tff(223,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))) = inverse(divide(a3,divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[222]) ).
tff(224,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),
inference(transitivity,[status(thm)],[223,220,218]) ).
tff(225,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[224,174]) ).
tff(226,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3)),
inference(symmetry,[status(thm)],[225]) ).
tff(227,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(228,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[227,17]) ).
tff(229,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[228]) ).
tff(230,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[229,226]) ).
tff(231,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(a3,divide(divide(b3,b3),a3))),divide(a3,a3)) = divide(divide(b3,b3),a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(232,plain,
divide(divide(a3,divide(a3,divide(divide(b3,b3),a3))),divide(a3,a3)) = divide(divide(b3,b3),a3),
inference(unit_resolution,[status(thm)],[231,17]) ).
tff(233,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(234,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),
inference(unit_resolution,[status(thm)],[233,17]) ).
tff(235,plain,
a3 = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),
inference(transitivity,[status(thm)],[125,122,112,106,103,101]) ).
tff(236,plain,
divide(a3,divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[235,174]) ).
tff(237,plain,
divide(a3,divide(divide(b3,b3),a3)) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[236,234]) ).
tff(238,plain,
divide(a3,divide(a3,divide(divide(b3,b3),a3))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[85,237]) ).
tff(239,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),a3))) = divide(a3,divide(a3,divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[238]) ).
tff(240,plain,
divide(divide(b3,b3),a3) = divide(a3,divide(a3,divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[182,181,113,92,90,239]) ).
tff(241,plain,
divide(divide(divide(b3,b3),a3),divide(a3,a3)) = divide(divide(a3,divide(a3,divide(divide(b3,b3),a3))),divide(a3,a3)),
inference(monotonicity,[status(thm)],[240]) ).
tff(242,plain,
divide(divide(divide(b3,b3),a3),divide(a3,a3)) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3),
inference(transitivity,[status(thm)],[241,232,173,170]) ).
tff(243,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[224,242]) ).
tff(244,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(symmetry,[status(thm)],[243]) ).
tff(245,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(transitivity,[status(thm)],[229,244]) ).
tff(246,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)) = divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[245,230]) ).
tff(247,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)) = divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),
inference(transitivity,[status(thm)],[246,216,214]) ).
tff(248,plain,
divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(monotonicity,[status(thm)],[247,210]) ).
tff(249,plain,
divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))),
inference(symmetry,[status(thm)],[248]) ).
tff(250,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(b3,b3),b3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(251,plain,
divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(b3,b3),b3),
inference(unit_resolution,[status(thm)],[250,17]) ).
tff(252,plain,
divide(divide(b3,b3),b3) = divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(symmetry,[status(thm)],[251]) ).
tff(253,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))),
inference(transitivity,[status(thm)],[252,249,208,205]) ).
tff(254,plain,
divide(b3,divide(b3,a3)) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[147]) ).
tff(255,plain,
divide(b3,divide(b3,a3)) = a3,
inference(transitivity,[status(thm)],[254,196,199]) ).
tff(256,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) = divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),
inference(monotonicity,[status(thm)],[255,253]) ).
tff(257,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),
inference(symmetry,[status(thm)],[256]) ).
tff(258,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(a3,divide(divide(b3,b3),b3)),
inference(transitivity,[status(thm)],[257,203]) ).
tff(259,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)) = divide(divide(b3,b3),divide(b3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(260,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)) = divide(divide(b3,b3),divide(b3,a3)),
inference(unit_resolution,[status(thm)],[259,17]) ).
tff(261,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))) = divide(a3,a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(262,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))) = divide(a3,a3),
inference(unit_resolution,[status(thm)],[261,17]) ).
tff(263,plain,
divide(divide(b3,b3),a3) = divide(divide(b3,b3),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[182,181,113,94]) ).
tff(264,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3)) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[25,263]) ).
tff(265,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3)) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[264,184,145,143]) ).
tff(266,plain,
divide(divide(divide(b3,b3),a3),divide(a3,a3)) = divide(divide(b3,b3),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[241,232,182,181,113,94]) ).
tff(267,plain,
divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[25,266]) ).
tff(268,plain,
divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(b3,b3),
inference(transitivity,[status(thm)],[267,21]) ).
tff(269,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[268,265]) ).
tff(270,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[269]) ).
tff(271,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(272,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[271,17]) ).
tff(273,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(274,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(unit_resolution,[status(thm)],[273,17]) ).
tff(275,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(276,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)),
inference(unit_resolution,[status(thm)],[275,17]) ).
tff(277,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3),
inference(transitivity,[status(thm)],[169,172,29]) ).
tff(278,plain,
divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3))) = divide(b3,divide(b3,a3)),
inference(transitivity,[status(thm)],[127,130]) ).
tff(279,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(monotonicity,[status(thm)],[62,278]) ).
tff(280,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[279,109,94,162]) ).
tff(281,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)),
inference(monotonicity,[status(thm)],[280,277]) ).
tff(282,plain,
divide(divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,a3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[281]) ).
tff(283,plain,
divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[149]) ).
tff(284,plain,
divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),
inference(transitivity,[status(thm)],[283,151,186,282,276,69,66,64]) ).
tff(285,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[168]) ).
tff(286,plain,
divide(divide(divide(a3,a3),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(b3,b3),a3))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(symmetry,[status(thm)],[285]) ).
tff(287,plain,
divide(divide(b3,b3),a3) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(transitivity,[status(thm)],[173,286]) ).
tff(288,plain,
divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3))),
inference(monotonicity,[status(thm)],[287,284]) ).
tff(289,plain,
divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),
inference(transitivity,[status(thm)],[288,274,109,108,179,31,25]) ).
tff(290,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[289,266]) ).
tff(291,plain,
divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(symmetry,[status(thm)],[290]) ).
tff(292,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),
inference(transitivity,[status(thm)],[186,185,291,272,270,262,214]) ).
tff(293,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(monotonicity,[status(thm)],[292]) ).
tff(294,plain,
divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(symmetry,[status(thm)],[293]) ).
tff(295,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(transitivity,[status(thm)],[252,294]) ).
tff(296,plain,
divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)),
inference(monotonicity,[status(thm)],[295,189]) ).
tff(297,plain,
divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3)) = divide(divide(b3,b3),divide(b3,a3)),
inference(transitivity,[status(thm)],[296,260]) ).
tff(298,plain,
divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),
inference(monotonicity,[status(thm)],[201,297]) ).
tff(299,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))) = divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[298]) ).
tff(300,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(301,plain,
divide(divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),
inference(unit_resolution,[status(thm)],[300,17]) ).
tff(302,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3) = divide(divide(b3,b3),b3),
inference(monotonicity,[status(thm)],[187]) ).
tff(303,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3),
inference(symmetry,[status(thm)],[302]) ).
tff(304,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),b3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(305,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),b3),
inference(unit_resolution,[status(thm)],[304,17]) ).
tff(306,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[187,143]) ).
tff(307,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[306]) ).
tff(308,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[186,185,291,272,307]) ).
tff(309,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)) = b3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(310,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)) = b3,
inference(unit_resolution,[status(thm)],[309,17]) ).
tff(311,plain,
divide(b3,b3) = divide(divide(divide(b3,b3),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[21]) ).
tff(312,plain,
divide(b3,b3) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[311,184,145,143]) ).
tff(313,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[187,312]) ).
tff(314,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),
inference(symmetry,[status(thm)],[313]) ).
tff(315,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),
inference(transitivity,[status(thm)],[186,185,291,272,314]) ).
tff(316,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3)) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)),
inference(monotonicity,[status(thm)],[315,303]) ).
tff(317,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3)) = b3,
inference(transitivity,[status(thm)],[316,310]) ).
tff(318,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3))) = divide(divide(b3,b3),b3),
inference(monotonicity,[status(thm)],[187,317]) ).
tff(319,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3))),
inference(symmetry,[status(thm)],[318]) ).
tff(320,plain,
divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[319,308]) ).
tff(321,plain,
divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3),
inference(transitivity,[status(thm)],[320,305,303]) ).
tff(322,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(b3,b3),divide(b3,a3)),a3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(323,plain,
divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(b3,b3),divide(b3,a3)),a3)) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[322,17]) ).
tff(324,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),
inference(transitivity,[status(thm)],[186,282,276,69,66,64]) ).
tff(325,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[324,174]) ).
tff(326,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3)),
inference(symmetry,[status(thm)],[325]) ).
tff(327,plain,
a3 = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,a3)),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[134]) ).
tff(328,plain,
a3 = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[327,326]) ).
tff(329,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,b3),divide(b3,divide(b3,a3))),divide(divide(b3,b3),b3)) = divide(b3,a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(330,plain,
divide(divide(divide(b3,b3),divide(b3,divide(b3,a3))),divide(divide(b3,b3),b3)) = divide(b3,a3),
inference(unit_resolution,[status(thm)],[329,17]) ).
tff(331,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3)) = divide(divide(divide(b3,b3),divide(b3,divide(b3,a3))),divide(divide(b3,b3),b3)),
inference(monotonicity,[status(thm)],[263]) ).
tff(332,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3)) = divide(b3,a3),
inference(transitivity,[status(thm)],[331,330]) ).
tff(333,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))) = divide(divide(b3,b3),divide(b3,a3)),
inference(monotonicity,[status(thm)],[187,332]) ).
tff(334,plain,
divide(divide(b3,b3),divide(b3,a3)) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),
inference(symmetry,[status(thm)],[333]) ).
tff(335,plain,
divide(divide(divide(b3,b3),divide(b3,a3)),a3) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[334,328]) ).
tff(336,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))) = divide(divide(divide(b3,b3),divide(b3,a3)),a3),
inference(symmetry,[status(thm)],[335]) ).
tff(337,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))) = divide(divide(b3,b3),b3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(338,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))) = divide(divide(b3,b3),b3),
inference(unit_resolution,[status(thm)],[337,17]) ).
tff(339,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[338]) ).
tff(340,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(a3,divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),divide(b3,a3)))),
inference(monotonicity,[status(thm)],[292,210]) ).
tff(341,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(b3,a3)),a3),
inference(transitivity,[status(thm)],[340,251,339,336]) ).
tff(342,plain,
divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[159,196,199,327,326]) ).
tff(343,plain,
divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[334,342]) ).
tff(344,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),b3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),a3))) = divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[343]) ).
tff(345,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[339,344]) ).
tff(346,plain,
divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(b3,b3),divide(b3,a3)),a3)),
inference(monotonicity,[status(thm)],[345,341]) ).
tff(347,plain,
divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),
inference(transitivity,[status(thm)],[346,323,186,185,291,272,314]) ).
tff(348,plain,
divide(divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)),
inference(monotonicity,[status(thm)],[347,321]) ).
tff(349,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)) = divide(divide(divide(divide(b3,b3),b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[348]) ).
tff(350,plain,
b3 = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)),
inference(symmetry,[status(thm)],[310]) ).
tff(351,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(multiply(b3,c3),c3),divide(b3,b3))) = b3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(352,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(multiply(b3,c3),c3),divide(b3,b3))) = b3,
inference(unit_resolution,[status(thm)],[351,17]) ).
tff(353,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(354,plain,
inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(unit_resolution,[status(thm)],[353,45]) ).
tff(355,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(356,plain,
inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(unit_resolution,[status(thm)],[355,45]) ).
tff(357,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(symmetry,[status(thm)],[356]) ).
tff(358,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(359,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(unit_resolution,[status(thm)],[358,17]) ).
tff(360,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(361,plain,
multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3)),
inference(unit_resolution,[status(thm)],[360,7]) ).
tff(362,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(363,plain,
multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),c3)),
inference(unit_resolution,[status(thm)],[362,7]) ).
tff(364,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),c3)) = multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3),
inference(symmetry,[status(thm)],[363]) ).
tff(365,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(366,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[365,17]) ).
tff(367,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))) = c3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(368,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))) = c3,
inference(unit_resolution,[status(thm)],[367,17]) ).
tff(369,plain,
c3 = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))),
inference(symmetry,[status(thm)],[368]) ).
tff(370,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[53]) ).
tff(371,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[370]) ).
tff(372,plain,
c3 = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[369,371]) ).
tff(373,plain,
divide(c3,c3) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[372,369]) ).
tff(374,plain,
divide(c3,c3) = divide(multiply(b3,c3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[373,366,61,58]) ).
tff(375,plain,
divide(divide(a3,a3),divide(c3,c3)) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[374]) ).
tff(376,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))) = divide(divide(a3,a3),divide(c3,c3)),
inference(symmetry,[status(thm)],[375]) ).
tff(377,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),divide(c3,c3)),
inference(transitivity,[status(thm)],[143,376]) ).
tff(378,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),c3)) = divide(divide(divide(a3,a3),divide(c3,c3)),divide(divide(a3,a3),c3)),
inference(monotonicity,[status(thm)],[377]) ).
tff(379,plain,
divide(divide(divide(a3,a3),divide(c3,c3)),divide(divide(a3,a3),c3)) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),c3)),
inference(symmetry,[status(thm)],[378]) ).
tff(380,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(c3,c3)),divide(divide(a3,a3),c3)) = c3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(381,plain,
divide(divide(divide(a3,a3),divide(c3,c3)),divide(divide(a3,a3),c3)) = c3,
inference(unit_resolution,[status(thm)],[380,17]) ).
tff(382,plain,
c3 = divide(divide(divide(a3,a3),divide(c3,c3)),divide(divide(a3,a3),c3)),
inference(symmetry,[status(thm)],[381]) ).
tff(383,plain,
c3 = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3)),
inference(transitivity,[status(thm)],[382,379,364,361]) ).
tff(384,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(385,plain,
divide(divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[384,17]) ).
tff(386,plain,
divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,a3),c3),
inference(monotonicity,[status(thm)],[368]) ).
tff(387,plain,
divide(divide(a3,a3),c3) = divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[386]) ).
tff(388,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(c3) = divide(divide(a3,a3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(389,plain,
inverse(c3) = divide(divide(a3,a3),c3),
inference(unit_resolution,[status(thm)],[388,45]) ).
tff(390,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(c3) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(391,plain,
inverse(c3) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[390,45]) ).
tff(392,plain,
divide(divide(b3,b3),c3) = inverse(c3),
inference(symmetry,[status(thm)],[391]) ).
tff(393,plain,
divide(divide(b3,b3),c3) = divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[392,389,387]) ).
tff(394,plain,
divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(a3,a3),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(monotonicity,[status(thm)],[393]) ).
tff(395,plain,
divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[394,385]) ).
tff(396,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[143,395]) ).
tff(397,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(symmetry,[status(thm)],[396]) ).
tff(398,plain,
multiply(b3,c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(transitivity,[status(thm)],[34,397]) ).
tff(399,plain,
divide(multiply(b3,c3),c3) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[398,383]) ).
tff(400,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(multiply(b3,c3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(401,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(multiply(b3,c3),c3),
inference(unit_resolution,[status(thm)],[400,17]) ).
tff(402,plain,
divide(b3,b3) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[311,184,145,152,149]) ).
tff(403,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(multiply(b3,c3),c3)) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(404,plain,
inverse(divide(multiply(b3,c3),c3)) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(unit_resolution,[status(thm)],[403,45]) ).
tff(405,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(multiply(b3,c3),c3)) = divide(divide(c3,c3),divide(multiply(b3,c3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(406,plain,
inverse(divide(multiply(b3,c3),c3)) = divide(divide(c3,c3),divide(multiply(b3,c3),c3)),
inference(unit_resolution,[status(thm)],[405,45]) ).
tff(407,plain,
divide(divide(c3,c3),divide(multiply(b3,c3),c3)) = inverse(divide(multiply(b3,c3),c3)),
inference(symmetry,[status(thm)],[406]) ).
tff(408,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))) = divide(c3,c3),
inference(symmetry,[status(thm)],[373]) ).
tff(409,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[366]) ).
tff(410,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(c3,c3),
inference(transitivity,[status(thm)],[409,408]) ).
tff(411,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3)) = divide(divide(c3,c3),divide(multiply(b3,c3),c3)),
inference(monotonicity,[status(thm)],[410]) ).
tff(412,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3)) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(transitivity,[status(thm)],[411,407,404]) ).
tff(413,plain,
divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(monotonicity,[status(thm)],[412]) ).
tff(414,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),
inference(symmetry,[status(thm)],[413]) ).
tff(415,plain,
divide(multiply(b3,c3),c3) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),
inference(transitivity,[status(thm)],[399,359,414]) ).
tff(416,plain,
divide(divide(multiply(b3,c3),c3),divide(b3,b3)) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[415,402]) ).
tff(417,plain,
divide(divide(multiply(b3,c3),c3),divide(b3,b3)) = divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(transitivity,[status(thm)],[416,401,399,359,357,354]) ).
tff(418,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(multiply(b3,c3),c3),divide(b3,b3))) = divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(monotonicity,[status(thm)],[417]) ).
tff(419,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(multiply(b3,c3),c3),divide(b3,b3))),
inference(symmetry,[status(thm)],[418]) ).
tff(420,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[419,352,350,349,301,299]) ).
tff(421,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))))) = divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),a3))),divide(a3,divide(divide(b3,b3),b3))),
inference(monotonicity,[status(thm)],[420,258]) ).
tff(422,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3),
inference(transitivity,[status(thm)],[421,191,189]) ).
tff(423,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,a3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(424,plain,
divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[423,17]) ).
tff(425,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(divide(b3,b3),a3),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(symmetry,[status(thm)],[272]) ).
tff(426,plain,
divide(a3,a3) = divide(divide(divide(divide(b3,b3),a3),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[262]) ).
tff(427,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3))) = divide(a3,a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(428,plain,
divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3))) = divide(a3,a3),
inference(unit_resolution,[status(thm)],[427,17]) ).
tff(429,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[62]) ).
tff(430,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[429]) ).
tff(431,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(432,plain,
inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[431,45]) ).
tff(433,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(434,plain,
inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[433,45]) ).
tff(435,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[434]) ).
tff(436,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[435,432,430]) ).
tff(437,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[436,174]) ).
tff(438,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3)),
inference(symmetry,[status(thm)],[437]) ).
tff(439,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(a3,a3),multiply(b3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(440,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(a3,a3),multiply(b3,c3)),
inference(unit_resolution,[status(thm)],[439,17]) ).
tff(441,plain,
divide(divide(a3,a3),multiply(b3,c3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[440]) ).
tff(442,plain,
divide(divide(a3,a3),multiply(b3,c3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[441,438]) ).
tff(443,plain,
divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[436,242]) ).
tff(444,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(symmetry,[status(thm)],[443]) ).
tff(445,plain,
divide(divide(a3,a3),multiply(b3,c3)) = divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),
inference(transitivity,[status(thm)],[441,444]) ).
tff(446,plain,
divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[445,442]) ).
tff(447,plain,
divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[446,428,426,269,425,290,184,145,152,149]) ).
tff(448,plain,
divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[158,447]) ).
tff(449,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[448]) ).
tff(450,plain,
a3 = divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[200,197,449]) ).
tff(451,plain,
divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[450]) ).
tff(452,plain,
divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,a3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[451,424]) ).
tff(453,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[143,452]) ).
tff(454,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(symmetry,[status(thm)],[453]) ).
tff(455,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))))) = c3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(456,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))))) = c3,
inference(unit_resolution,[status(thm)],[455,17]) ).
tff(457,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(458,plain,
inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[457,45]) ).
tff(459,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = multiply(divide(divide(b3,b3),a3),divide(b3,divide(b3,a3))),
inference(symmetry,[status(thm)],[77]) ).
tff(460,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[459,79]) ).
tff(461,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3))))) = divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[460]) ).
tff(462,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3))))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[461,82,23,125,122,112,106,458]) ).
tff(463,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(c3) = divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(464,plain,
inverse(c3) = divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3),
inference(unit_resolution,[status(thm)],[463,45]) ).
tff(465,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[27]) ).
tff(466,plain,
divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3) = divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3),
inference(transitivity,[status(thm)],[465,392,464]) ).
tff(467,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3)) = divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),
inference(monotonicity,[status(thm)],[466]) ).
tff(468,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[467,462]) ).
tff(469,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))),c3)),divide(divide(b3,divide(b3,a3)),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),divide(b3,divide(b3,a3)))))),
inference(symmetry,[status(thm)],[468]) ).
tff(470,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(471,plain,
multiply(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[470,7]) ).
tff(472,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(473,plain,
multiply(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[472,7]) ).
tff(474,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = multiply(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[473]) ).
tff(475,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = c3,
inference(transitivity,[status(thm)],[474,471,469,456]) ).
tff(476,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = b3,
inference(transitivity,[status(thm)],[419,352]) ).
tff(477,plain,
multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = multiply(b3,c3),
inference(monotonicity,[status(thm)],[476,475]) ).
tff(478,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(479,plain,
multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = 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inference(unit_resolution,[status(thm)],[478,7]) ).
tff(480,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) = multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),
inference(symmetry,[status(thm)],[479]) ).
tff(481,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(482,plain,
divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[481,17]) ).
tff(483,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(484,plain,
multiply(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(unit_resolution,[status(thm)],[483,7]) ).
tff(485,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(486,plain,
multiply(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(unit_resolution,[status(thm)],[485,7]) ).
tff(487,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = multiply(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(symmetry,[status(thm)],[486]) ).
tff(488,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(transitivity,[status(thm)],[487,484]) ).
tff(489,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(490,plain,
divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[489,17]) ).
tff(491,plain,
divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[53]) ).
tff(492,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[491]) ).
tff(493,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[492]) ).
tff(494,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[493,490,425,290,184,145,143]) ).
tff(495,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[187,494]) ).
tff(496,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(symmetry,[status(thm)],[495]) ).
tff(497,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[186,185,291,272,496]) ).
tff(498,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(monotonicity,[status(thm)],[497]) ).
tff(499,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(symmetry,[status(thm)],[498]) ).
tff(500,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(501,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(unit_resolution,[status(thm)],[500,17]) ).
tff(502,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(symmetry,[status(thm)],[501]) ).
tff(503,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(504,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(unit_resolution,[status(thm)],[503,17]) ).
tff(505,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(506,plain,
multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(unit_resolution,[status(thm)],[505,7]) ).
tff(507,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(508,plain,
multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(a3,a3),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(unit_resolution,[status(thm)],[507,7]) ).
tff(509,plain,
divide(divide(a3,a3),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = multiply(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(symmetry,[status(thm)],[508]) ).
tff(510,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))) = divide(multiply(b3,c3),c3),
inference(symmetry,[status(thm)],[399]) ).
tff(511,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[359]) ).
tff(512,plain,
divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(symmetry,[status(thm)],[354]) ).
tff(513,plain,
divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(multiply(b3,c3),c3),
inference(transitivity,[status(thm)],[512,356,511,510]) ).
tff(514,plain,
divide(divide(a3,a3),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(monotonicity,[status(thm)],[513]) ).
tff(515,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),c3)) = divide(divide(a3,a3),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(symmetry,[status(thm)],[514]) ).
tff(516,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(517,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(unit_resolution,[status(thm)],[516,17]) ).
tff(518,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(c3,c3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(519,plain,
inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(c3,c3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(unit_resolution,[status(thm)],[518,45]) ).
tff(520,plain,
divide(divide(c3,c3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = inverse(divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(symmetry,[status(thm)],[519]) ).
tff(521,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(divide(c3,c3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(monotonicity,[status(thm)],[410]) ).
tff(522,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(multiply(b3,c3),c3),
inference(transitivity,[status(thm)],[521,520,356,511,510]) ).
tff(523,plain,
divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(monotonicity,[status(thm)],[522]) ).
tff(524,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),c3)) = divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(symmetry,[status(thm)],[523]) ).
tff(525,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[524,153]) ).
tff(526,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(transitivity,[status(thm)],[525,517,515,509,506]) ).
tff(527,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(528,plain,
multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[527,7]) ).
tff(529,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(530,plain,
multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[529,7]) ).
tff(531,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[530]) ).
tff(532,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = inverse(divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[432]) ).
tff(533,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[429,532,434]) ).
tff(534,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(535,plain,
divide(divide(a3,divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),
inference(unit_resolution,[status(thm)],[534,17]) ).
tff(536,plain,
divide(a3,divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[395]) ).
tff(537,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = divide(a3,divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(symmetry,[status(thm)],[536]) ).
tff(538,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(a3,divide(divide(divide(b3,b3),c3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(a3,divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[537]) ).
tff(539,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3))) = divide(multiply(b3,c3),c3),
inference(transitivity,[status(thm)],[538,535,511,510]) ).
tff(540,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(c3,c3),divide(multiply(b3,c3),c3)),
inference(monotonicity,[status(thm)],[410,539]) ).
tff(541,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(a3,a3),divide(multiply(b3,c3),c3)),
inference(transitivity,[status(thm)],[540,407,404]) ).
tff(542,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(monotonicity,[status(thm)],[541,533]) ).
tff(543,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[186,185,291,272]) ).
tff(544,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[543]) ).
tff(545,plain,
divide(divide(c3,c3),divide(multiply(b3,c3),c3)) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),
inference(symmetry,[status(thm)],[540]) ).
tff(546,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),c3)) = inverse(divide(multiply(b3,c3),c3)),
inference(symmetry,[status(thm)],[404]) ).
tff(547,plain,
divide(divide(a3,a3),divide(multiply(b3,c3),c3)) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),
inference(transitivity,[status(thm)],[546,406,545]) ).
tff(548,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(monotonicity,[status(thm)],[547,544]) ).
tff(549,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[548,542,531,528]) ).
tff(550,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(monotonicity,[status(thm)],[549,526]) ).
tff(551,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[550]) ).
tff(552,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(553,plain,
multiply(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(unit_resolution,[status(thm)],[552,7]) ).
tff(554,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(555,plain,
multiply(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),
inference(unit_resolution,[status(thm)],[554,7]) ).
tff(556,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = multiply(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(symmetry,[status(thm)],[555]) ).
tff(557,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[556,553,551,504,502,499]) ).
tff(558,plain,
divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[557,308]) ).
tff(559,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[558]) ).
tff(560,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(561,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(unit_resolution,[status(thm)],[560,17]) ).
tff(562,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[561]) ).
tff(563,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[556,553,551,504,562,559]) ).
tff(564,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = multiply(b3,c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(565,plain,
divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = multiply(b3,c3),
inference(unit_resolution,[status(thm)],[564,17]) ).
tff(566,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),a3) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(567,plain,
multiply(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),a3) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3)),
inference(unit_resolution,[status(thm)],[566,7]) ).
tff(568,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),a3) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(569,plain,
multiply(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),a3) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),
inference(unit_resolution,[status(thm)],[568,7]) ).
tff(570,plain,
divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = multiply(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),a3),
inference(symmetry,[status(thm)],[569]) ).
tff(571,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(572,plain,
multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[571,7]) ).
tff(573,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(574,plain,
multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[573,7]) ).
tff(575,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = multiply(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[574]) ).
tff(576,plain,
divide(multiply(b3,c3),multiply(b3,c3)) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(transitivity,[status(thm)],[57,60]) ).
tff(577,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[576]) ).
tff(578,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(579,plain,
inverse(divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[578,45]) ).
tff(580,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(581,plain,
inverse(divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[580,45]) ).
tff(582,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = inverse(divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(symmetry,[status(thm)],[581]) ).
tff(583,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(584,plain,
inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[583,45]) ).
tff(585,plain,
a3 = divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(transitivity,[status(thm)],[125,122,112,106,584]) ).
tff(586,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(divide(divide(multiply(b3,c3),divide(a3,a3)),divide(multiply(b3,c3),divide(a3,a3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(monotonicity,[status(thm)],[585]) ).
tff(587,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(transitivity,[status(thm)],[586,582,579,577,575,572,285,172,182,181,113,92]) ).
tff(588,plain,
divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(monotonicity,[status(thm)],[587]) ).
tff(589,plain,
divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),
inference(symmetry,[status(thm)],[588]) ).
tff(590,plain,
( ~ ! [B: $i,A: $i] : ( inverse(A) = divide(divide(B,B),A) )
| ( inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(591,plain,
inverse(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))),
inference(unit_resolution,[status(thm)],[590,45]) ).
tff(592,plain,
divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[159,196,199,125,122,112,106,591,589,570,567]) ).
tff(593,plain,
divide(divide(b3,b3),multiply(b3,c3)) = inverse(multiply(b3,c3)),
inference(symmetry,[status(thm)],[47]) ).
tff(594,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3)) = divide(divide(b3,b3),multiply(b3,c3)),
inference(monotonicity,[status(thm)],[187]) ).
tff(595,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3)) = divide(divide(a3,a3),multiply(b3,c3)),
inference(transitivity,[status(thm)],[594,593,49]) ).
tff(596,plain,
divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))) = divide(a3,divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[595]) ).
tff(597,plain,
divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[596,592]) ).
tff(598,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))) = divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[597]) ).
tff(599,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))) = multiply(b3,c3),
inference(transitivity,[status(thm)],[598,565]) ).
tff(600,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3)) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)),
inference(monotonicity,[status(thm)],[599]) ).
tff(601,plain,
divide(multiply(b3,c3),divide(divide(b3,b3),c3)) = divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3)),
inference(symmetry,[status(thm)],[600]) ).
tff(602,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))))) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(603,plain,
divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))))) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)),
inference(unit_resolution,[status(thm)],[602,17]) ).
tff(604,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(b3,b3),
inference(monotonicity,[status(thm)],[476,476]) ).
tff(605,plain,
divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[604,143]) ).
tff(606,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[605]) ).
tff(607,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3)))) = divide(multiply(b3,c3),multiply(b3,c3)),
inference(monotonicity,[status(thm)],[599,599]) ).
tff(608,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3)))) = divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[607,57,60,606]) ).
tff(609,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(610,plain,
divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[609,17]) ).
tff(611,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[246,216,426,269,307]) ).
tff(612,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))),
inference(monotonicity,[status(thm)],[143,595]) ).
tff(613,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),
inference(symmetry,[status(thm)],[612]) ).
tff(614,plain,
multiply(b3,c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),
inference(transitivity,[status(thm)],[34,613]) ).
tff(615,plain,
divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[614,611]) ).
tff(616,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[615]) ).
tff(617,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = multiply(b3,c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(618,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = multiply(b3,c3),
inference(unit_resolution,[status(thm)],[617,17]) ).
tff(619,plain,
multiply(b3,c3) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),multiply(b3,c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[618]) ).
tff(620,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))) = divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),
inference(transitivity,[status(thm)],[598,565,619,616]) ).
tff(621,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[620]) ).
tff(622,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3),
inference(transitivity,[status(thm)],[621,610]) ).
tff(623,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3)))) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)),
inference(monotonicity,[status(thm)],[599,622]) ).
tff(624,plain,
divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))))) = divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[623,608]) ).
tff(625,plain,
divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(multiply(b3,c3),divide(divide(b3,b3),c3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))))),
inference(symmetry,[status(thm)],[624]) ).
tff(626,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(627,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(unit_resolution,[status(thm)],[626,17]) ).
tff(628,plain,
divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3))) = divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),
inference(symmetry,[status(thm)],[446]) ).
tff(629,plain,
divide(a3,a3) = divide(divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(divide(b3,b3),a3),divide(a3,a3))),divide(divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[428]) ).
tff(630,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[186,185,291,272,270,262,629,628]) ).
tff(631,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(monotonicity,[status(thm)],[630]) ).
tff(632,plain,
divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(symmetry,[status(thm)],[631]) ).
tff(633,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(634,plain,
divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[633,17]) ).
tff(635,plain,
divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)),
inference(transitivity,[status(thm)],[625,603]) ).
tff(636,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(637,plain,
divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[636,17]) ).
tff(638,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[143]) ).
tff(639,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[638]) ).
tff(640,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3)) = multiply(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),c3),
inference(symmetry,[status(thm)],[361]) ).
tff(641,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3)) = c3,
inference(transitivity,[status(thm)],[640,363,378,381]) ).
tff(642,plain,
divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[641]) ).
tff(643,plain,
divide(divide(b3,b3),c3) = divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[642]) ).
tff(644,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[643,639]) ).
tff(645,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(b3,b3),c3),
inference(transitivity,[status(thm)],[644,637]) ).
tff(646,plain,
divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(multiply(b3,c3),divide(divide(b3,b3),c3)),
inference(monotonicity,[status(thm)],[645]) ).
tff(647,plain,
divide(multiply(b3,c3),divide(divide(b3,b3),c3)) = divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[646]) ).
tff(648,plain,
divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[625,603,647]) ).
tff(649,plain,
divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(multiply(b3,c3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(b3,c3),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[648,635]) ).
tff(650,plain,
divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[649,634,425,290,184,145,143]) ).
tff(651,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[187,650]) ).
tff(652,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(symmetry,[status(thm)],[651]) ).
tff(653,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(transitivity,[status(thm)],[186,185,291,272,652]) ).
tff(654,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(monotonicity,[status(thm)],[653,632]) ).
tff(655,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3)),
inference(transitivity,[status(thm)],[654,627,625,603,601]) ).
tff(656,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3))) = divide(divide(b3,b3),a3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(657,plain,
divide(divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3))) = divide(divide(b3,b3),a3),
inference(unit_resolution,[status(thm)],[656,17]) ).
tff(658,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(a3,c3),divide(b3,divide(b3,a3)))),divide(a3,divide(a3,c3))) = divide(b3,divide(b3,a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(659,plain,
divide(divide(a3,divide(divide(a3,c3),divide(b3,divide(b3,a3)))),divide(a3,divide(a3,c3))) = divide(b3,divide(b3,a3)),
inference(unit_resolution,[status(thm)],[658,17]) ).
tff(660,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(661,plain,
divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[660,17]) ).
tff(662,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[159]) ).
tff(663,plain,
divide(b3,divide(b3,a3)) = divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[254,662]) ).
tff(664,plain,
divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))) = divide(a3,c3),
inference(monotonicity,[status(thm)],[641]) ).
tff(665,plain,
divide(a3,c3) = divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[664]) ).
tff(666,plain,
divide(divide(a3,c3),divide(b3,divide(b3,a3))) = divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[665,663]) ).
tff(667,plain,
divide(divide(a3,c3),divide(b3,divide(b3,a3))) = divide(divide(b3,b3),c3),
inference(transitivity,[status(thm)],[666,661]) ).
tff(668,plain,
divide(a3,divide(divide(a3,c3),divide(b3,divide(b3,a3)))) = divide(a3,divide(divide(b3,b3),c3)),
inference(monotonicity,[status(thm)],[667]) ).
tff(669,plain,
divide(a3,divide(divide(b3,b3),c3)) = divide(a3,divide(divide(a3,c3),divide(b3,divide(b3,a3)))),
inference(symmetry,[status(thm)],[668]) ).
tff(670,plain,
divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3))) = divide(divide(a3,divide(divide(a3,c3),divide(b3,divide(b3,a3)))),divide(a3,divide(a3,c3))),
inference(monotonicity,[status(thm)],[669]) ).
tff(671,plain,
divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3))) = divide(b3,divide(b3,a3)),
inference(transitivity,[status(thm)],[670,659]) ).
tff(672,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))) = divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),
inference(monotonicity,[status(thm)],[62,671]) ).
tff(673,plain,
divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),
inference(symmetry,[status(thm)],[672]) ).
tff(674,plain,
divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3)))),
inference(monotonicity,[status(thm)],[673,224]) ).
tff(675,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))),
inference(symmetry,[status(thm)],[674]) ).
tff(676,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3)))) = divide(a3,divide(a3,c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(677,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3)))) = divide(a3,divide(a3,c3)),
inference(unit_resolution,[status(thm)],[676,17]) ).
tff(678,plain,
divide(a3,divide(a3,c3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(b3,b3),c3)),divide(a3,divide(a3,c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3)))),
inference(symmetry,[status(thm)],[677]) ).
tff(679,plain,
divide(a3,divide(a3,c3)) = divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))),
inference(transitivity,[status(thm)],[678,675]) ).
tff(680,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),
inference(monotonicity,[status(thm)],[679]) ).
tff(681,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),
inference(symmetry,[status(thm)],[680]) ).
tff(682,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(683,plain,
divide(divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[682,17]) ).
tff(684,plain,
divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(a3,c3),
inference(monotonicity,[status(thm)],[475]) ).
tff(685,plain,
divide(a3,c3) = divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),
inference(symmetry,[status(thm)],[684]) ).
tff(686,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3))),
inference(transitivity,[status(thm)],[474,471,469,456,369]) ).
tff(687,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[474,471,469,456,369,371]) ).
tff(688,plain,
divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(a3,a3),multiply(b3,c3)))),
inference(monotonicity,[status(thm)],[687,686]) ).
tff(689,plain,
divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[688,366,425,290,184,145,152,149]) ).
tff(690,plain,
divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[158,689]) ).
tff(691,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),
inference(symmetry,[status(thm)],[690]) ).
tff(692,plain,
a3 = divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),
inference(transitivity,[status(thm)],[200,197,691]) ).
tff(693,plain,
divide(a3,divide(a3,c3)) = divide(divide(a3,divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),
inference(monotonicity,[status(thm)],[692,685]) ).
tff(694,plain,
divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))) = c3,
inference(transitivity,[status(thm)],[674,677,693,683,474,471,469,456]) ).
tff(695,plain,
divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) = divide(b3,b3),
inference(transitivity,[status(thm)],[425,290,21]) ).
tff(696,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[695,694]) ).
tff(697,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),
inference(symmetry,[status(thm)],[696]) ).
tff(698,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),
inference(transitivity,[status(thm)],[697,681]) ).
tff(699,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(monotonicity,[status(thm)],[698,174]) ).
tff(700,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3)),
inference(symmetry,[status(thm)],[699]) ).
tff(701,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3) = divide(divide(b3,b3),a3),
inference(transitivity,[status(thm)],[169,172]) ).
tff(702,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(b3,b3),a3)),
inference(monotonicity,[status(thm)],[701]) ).
tff(703,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(b3,b3),a3)) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),a3)),
inference(symmetry,[status(thm)],[702]) ).
tff(704,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),a3) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(b3,b3),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(705,plain,
multiply(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),a3) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(b3,b3),a3)),
inference(unit_resolution,[status(thm)],[704,7]) ).
tff(706,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),a3) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(707,plain,
multiply(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),a3) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),
inference(unit_resolution,[status(thm)],[706,7]) ).
tff(708,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = multiply(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),a3),
inference(symmetry,[status(thm)],[707]) ).
tff(709,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3)),
inference(transitivity,[status(thm)],[708,705,703,700]) ).
tff(710,plain,
divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3)) = divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[264,291,272,639]) ).
tff(711,plain,
divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))) = divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[643,710]) ).
tff(712,plain,
divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),
inference(symmetry,[status(thm)],[711]) ).
tff(713,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(b3,b3),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(b3,b3),c3))),divide(divide(b3,b3),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[637]) ).
tff(714,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),
inference(transitivity,[status(thm)],[713,712]) ).
tff(715,plain,
divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3))) = divide(divide(divide(divide(b3,b3),c3),divide(divide(divide(b3,b3),a3),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),a3))),
inference(monotonicity,[status(thm)],[714,709]) ).
tff(716,plain,
divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3),
inference(transitivity,[status(thm)],[715,657,189]) ).
tff(717,plain,
divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[598,565,34,454]) ).
tff(718,plain,
divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)),
inference(monotonicity,[status(thm)],[717,716]) ).
tff(719,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)) = divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),
inference(symmetry,[status(thm)],[718]) ).
tff(720,plain,
divide(a3,divide(divide(a3,a3),multiply(b3,c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)),
inference(symmetry,[status(thm)],[19]) ).
tff(721,plain,
divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),
inference(transitivity,[status(thm)],[556,553,551,504,720,719]) ).
tff(722,plain,
divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[721,655]) ).
tff(723,plain,
divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3))) = divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),
inference(symmetry,[status(thm)],[722]) ).
tff(724,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(725,plain,
divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),
inference(unit_resolution,[status(thm)],[724,17]) ).
tff(726,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = divide(divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(divide(b3,b3),c3),divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)))),divide(divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(divide(divide(a3,divide(a3,divide(divide(b3,b3),c3))),divide(a3,divide(a3,divide(divide(b3,b3),c3)))),divide(divide(b3,b3),a3))),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[725]) ).
tff(727,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)) = divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),
inference(transitivity,[status(thm)],[726,723]) ).
tff(728,plain,
divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[727,563]) ).
tff(729,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),
inference(symmetry,[status(thm)],[728]) ).
tff(730,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(731,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(unit_resolution,[status(thm)],[730,17]) ).
tff(732,plain,
divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[731]) ).
tff(733,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(734,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(unit_resolution,[status(thm)],[733,17]) ).
tff(735,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[654,627]) ).
tff(736,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(monotonicity,[status(thm)],[630,735]) ).
tff(737,plain,
divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),
inference(symmetry,[status(thm)],[736]) ).
tff(738,plain,
divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[737,308]) ).
tff(739,plain,
divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),
inference(transitivity,[status(thm)],[738,734,732,729]) ).
tff(740,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))))),
inference(monotonicity,[status(thm)],[739]) ).
tff(741,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[740]) ).
tff(742,plain,
divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))) = divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),
inference(transitivity,[status(thm)],[728,731]) ).
tff(743,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),
inference(monotonicity,[status(thm)],[742]) ).
tff(744,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(a3,c3))),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),a3)),divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))))),
inference(symmetry,[status(thm)],[743]) ).
tff(745,plain,
divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))) = divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[487,484,744,741]) ).
tff(746,plain,
divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(a3,a3),multiply(b3,c3)),divide(divide(a3,a3),multiply(b3,c3))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),
inference(monotonicity,[status(thm)],[745,488]) ).
tff(747,plain,
divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))) = divide(b3,b3),
inference(transitivity,[status(thm)],[746,482,186,185,21]) ).
tff(748,plain,
divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[747,475]) ).
tff(749,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),
inference(symmetry,[status(thm)],[748]) ).
tff(750,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(751,plain,
divide(divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),c3),
inference(unit_resolution,[status(thm)],[750,17]) ).
tff(752,plain,
divide(divide(b3,b3),c3) = divide(divide(a3,a3),c3),
inference(transitivity,[status(thm)],[392,389]) ).
tff(753,plain,
multiply(a3,b3) = multiply(divide(b3,divide(b3,a3)),b3),
inference(monotonicity,[status(thm)],[201]) ).
tff(754,plain,
multiply(divide(b3,divide(b3,a3)),b3) = multiply(a3,b3),
inference(symmetry,[status(thm)],[753]) ).
tff(755,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(b3,divide(b3,a3)),b3) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(756,plain,
multiply(divide(b3,divide(b3,a3)),b3) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),
inference(unit_resolution,[status(thm)],[755,7]) ).
tff(757,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) = multiply(divide(b3,divide(b3,a3)),b3),
inference(symmetry,[status(thm)],[756]) ).
tff(758,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = multiply(a3,b3),
inference(transitivity,[status(thm)],[257,757,754]) ).
tff(759,plain,
divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3)) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(monotonicity,[status(thm)],[758,752]) ).
tff(760,plain,
divide(multiply(a3,b3),divide(divide(a3,a3),c3)) = divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3)),
inference(symmetry,[status(thm)],[759]) ).
tff(761,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(762,plain,
divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(unit_resolution,[status(thm)],[761,17]) ).
tff(763,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = multiply(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))),
inference(symmetry,[status(thm)],[528]) ).
tff(764,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[763,530]) ).
tff(765,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(766,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(unit_resolution,[status(thm)],[765,17]) ).
tff(767,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[414,153]) ).
tff(768,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[767]) ).
tff(769,plain,
divide(multiply(b3,c3),c3) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[401]) ).
tff(770,plain,
divide(multiply(b3,c3),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[769,768]) ).
tff(771,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[306,425,290,184,145,152,149]) ).
tff(772,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[414,771]) ).
tff(773,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(symmetry,[status(thm)],[772]) ).
tff(774,plain,
divide(multiply(b3,c3),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(transitivity,[status(thm)],[769,773]) ).
tff(775,plain,
divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[774,770]) ).
tff(776,plain,
divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))) = divide(multiply(b3,c3),c3),
inference(transitivity,[status(thm)],[511,510]) ).
tff(777,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),
inference(monotonicity,[status(thm)],[776,776]) ).
tff(778,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[777,775,766]) ).
tff(779,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[778,764]) ).
tff(780,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[779]) ).
tff(781,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(a3,divide(divide(b3,b3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(782,plain,
divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(a3,divide(divide(b3,b3),c3)),
inference(unit_resolution,[status(thm)],[781,17]) ).
tff(783,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(divide(a3,divide(divide(a3,a3),multiply(b3,c3))),divide(a3,divide(divide(b3,b3),c3)))),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(symmetry,[status(thm)],[542]) ).
tff(784,plain,
divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))) = divide(a3,divide(divide(b3,b3),c3)),
inference(transitivity,[status(thm)],[783,782]) ).
tff(785,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[543,784]) ).
tff(786,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[785]) ).
tff(787,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,b3),c3))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(788,plain,
divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,b3),c3))) = divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))),
inference(unit_resolution,[status(thm)],[787,17]) ).
tff(789,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) = multiply(a3,b3),
inference(transitivity,[status(thm)],[757,754]) ).
tff(790,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,b3),c3)) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(monotonicity,[status(thm)],[789,752]) ).
tff(791,plain,
divide(multiply(a3,b3),divide(divide(a3,a3),c3)) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,b3),c3)),
inference(symmetry,[status(thm)],[790]) ).
tff(792,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(b3,b3),c3)),a3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3)))) = a3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(793,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(b3,b3),c3)),a3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3)))) = a3,
inference(unit_resolution,[status(thm)],[792,17]) ).
tff(794,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[543]) ).
tff(795,plain,
divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[794]) ).
tff(796,plain,
divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3))),
inference(transitivity,[status(thm)],[223,220,218,795]) ).
tff(797,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(798,plain,
divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[797,17]) ).
tff(799,plain,
a3 = divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[200,197,662]) ).
tff(800,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[187,475]) ).
tff(801,plain,
divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))) = divide(a3,divide(divide(b3,b3),c3)),
inference(monotonicity,[status(thm)],[800]) ).
tff(802,plain,
divide(a3,divide(divide(b3,b3),c3)) = divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),
inference(symmetry,[status(thm)],[801]) ).
tff(803,plain,
divide(divide(a3,divide(divide(b3,b3),c3)),a3) = divide(divide(a3,divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[802,799]) ).
tff(804,plain,
divide(divide(a3,divide(divide(b3,b3),c3)),a3) = c3,
inference(transitivity,[status(thm)],[803,798,474,471,469,456]) ).
tff(805,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(b3,b3),c3)),a3)) = divide(divide(b3,b3),c3),
inference(monotonicity,[status(thm)],[187,804]) ).
tff(806,plain,
divide(divide(b3,b3),c3) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(b3,b3),c3)),a3)),
inference(symmetry,[status(thm)],[805]) ).
tff(807,plain,
divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,divide(divide(b3,b3),c3)),a3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(divide(b3,b3),c3)))),
inference(monotonicity,[status(thm)],[806,796]) ).
tff(808,plain,
divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3)))) = divide(divide(b3,divide(b3,a3)),divide(b3,b3)),
inference(transitivity,[status(thm)],[807,793,84]) ).
tff(809,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),
inference(monotonicity,[status(thm)],[808]) ).
tff(810,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),
inference(symmetry,[status(thm)],[809]) ).
tff(811,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = b3 ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(812,plain,
divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))) = b3,
inference(unit_resolution,[status(thm)],[811,17]) ).
tff(813,plain,
b3 = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,divide(b3,a3)),divide(b3,b3))),
inference(symmetry,[status(thm)],[812]) ).
tff(814,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),
inference(transitivity,[status(thm)],[419,352,813,810]) ).
tff(815,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3))) = divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(divide(b3,b3),c3),divide(divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))),divide(a3,divide(divide(b3,b3),c3))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[814,791]) ).
tff(816,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[815,788,223,220,218,786,780]) ).
tff(817,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(818,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))) = divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(unit_resolution,[status(thm)],[817,17]) ).
tff(819,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(multiply(a3,b3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(a3,b3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(820,plain,
divide(divide(multiply(a3,b3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(a3,b3),divide(divide(b3,b3),c3))) = divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),
inference(unit_resolution,[status(thm)],[819,17]) ).
tff(821,plain,
divide(multiply(a3,b3),divide(divide(b3,b3),c3)) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(monotonicity,[status(thm)],[752]) ).
tff(822,plain,
divide(multiply(a3,b3),divide(divide(a3,a3),c3)) = divide(multiply(a3,b3),divide(divide(b3,b3),c3)),
inference(symmetry,[status(thm)],[821]) ).
tff(823,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))) = divide(divide(a3,a3),c3),
inference(transitivity,[status(thm)],[644,637,392,389]) ).
tff(824,plain,
divide(multiply(a3,b3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(monotonicity,[status(thm)],[823]) ).
tff(825,plain,
divide(multiply(a3,b3),divide(divide(a3,a3),c3)) = divide(multiply(a3,b3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[824]) ).
tff(826,plain,
divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))) = divide(divide(multiply(a3,b3),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(multiply(a3,b3),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[825,822]) ).
tff(827,plain,
divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(transitivity,[status(thm)],[826,820,307]) ).
tff(828,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(b3,b3),b3),
inference(monotonicity,[status(thm)],[187,476]) ).
tff(829,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3),
inference(transitivity,[status(thm)],[828,303]) ).
tff(830,plain,
divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)),
inference(monotonicity,[status(thm)],[315,829]) ).
tff(831,plain,
divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(b3,b3)),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),b3)) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),
inference(symmetry,[status(thm)],[830]) ).
tff(832,plain,
divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),
inference(transitivity,[status(thm)],[419,352,350,831]) ).
tff(833,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[832,827]) ).
tff(834,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))) = divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),
inference(transitivity,[status(thm)],[833,818]) ).
tff(835,plain,
divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))),
inference(monotonicity,[status(thm)],[834,816]) ).
tff(836,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) = divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),
inference(symmetry,[status(thm)],[835]) ).
tff(837,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(838,plain,
multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))),
inference(unit_resolution,[status(thm)],[837,7]) ).
tff(839,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(840,plain,
multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))),
inference(unit_resolution,[status(thm)],[839,7]) ).
tff(841,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) = multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[840]) ).
tff(842,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) = divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3)),
inference(transitivity,[status(thm)],[841,838,836,762,760]) ).
tff(843,plain,
divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)) = divide(a3,a3),
inference(transitivity,[status(thm)],[246,216]) ).
tff(844,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),b3))) = divide(divide(b3,b3),b3) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(845,plain,
divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),b3))) = divide(divide(b3,b3),b3),
inference(unit_resolution,[status(thm)],[844,17]) ).
tff(846,plain,
divide(divide(b3,b3),b3) = divide(divide(divide(b3,b3),divide(b3,a3)),a3),
inference(transitivity,[status(thm)],[339,336]) ).
tff(847,plain,
divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3)) = divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(a3,divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(divide(b3,b3),divide(b3,a3)),a3)),
inference(monotonicity,[status(thm)],[345,846]) ).
tff(848,plain,
divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3)) = divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[847,323,152,149]) ).
tff(849,plain,
divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))) = divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),
inference(monotonicity,[status(thm)],[158,848]) ).
tff(850,plain,
divide(divide(divide(a3,a3),divide(divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))),divide(b3,divide(b3,a3)))),divide(divide(a3,a3),divide(divide(b3,b3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))) = divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))),
inference(symmetry,[status(thm)],[849]) ).
tff(851,plain,
a3 = divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))),
inference(transitivity,[status(thm)],[200,197,850]) ).
tff(852,plain,
divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))))) = divide(divide(a3,divide(divide(divide(b3,b3),b3),divide(divide(b3,b3),b3))),divide(a3,divide(divide(b3,b3),b3))),
inference(monotonicity,[status(thm)],[851,258]) ).
tff(853,plain,
divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3)))))) = divide(divide(b3,b3),b3),
inference(transitivity,[status(thm)],[852,845]) ).
tff(854,plain,
divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))) = divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)),
inference(monotonicity,[status(thm)],[201,853]) ).
tff(855,plain,
divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),b3)) = divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),
inference(symmetry,[status(thm)],[854]) ).
tff(856,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),
inference(transitivity,[status(thm)],[257,855]) ).
tff(857,plain,
divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))) = divide(divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),divide(a3,a3)),
inference(monotonicity,[status(thm)],[856,843]) ).
tff(858,plain,
divide(divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),divide(a3,a3)) = divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),
inference(symmetry,[status(thm)],[857]) ).
tff(859,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),divide(a3,a3)) = divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(860,plain,
divide(divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),divide(a3,a3)) = divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),
inference(unit_resolution,[status(thm)],[859,17]) ).
tff(861,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(divide(a3,divide(a3,divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),divide(a3,a3)),
inference(symmetry,[status(thm)],[860]) ).
tff(862,plain,
divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))) = divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),
inference(transitivity,[status(thm)],[861,858]) ).
tff(863,plain,
divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))))) = divide(divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(b3,b3),c3))),
inference(monotonicity,[status(thm)],[862,842]) ).
tff(864,plain,
divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))))) = divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),
inference(transitivity,[status(thm)],[863,751,749]) ).
tff(865,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))))),divide(divide(divide(divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(b3,b3),c3))),divide(divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))))),divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))),divide(divide(multiply(b3,c3),divide(divide(b3,b3),c3)),divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))))))),divide(divide(divide(b3,divide(b3,a3)),divide(divide(divide(multiply(b3,c3),c3),divide(multiply(b3,c3),c3)),c3)),divide(divide(divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3)),divide(divide(divide(b3,b3),c3),divide(divide(b3,b3),c3))),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))))),
inference(monotonicity,[status(thm)],[864]) ).
tff(866,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))) = divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),
inference(transitivity,[status(thm)],[865,480,477,34,454]) ).
tff(867,plain,
divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))) = divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(a3,divide(a3,divide(divide(a3,a3),multiply(b3,c3))))),divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),a3)),
inference(monotonicity,[status(thm)],[866,422]) ).
tff(868,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( divide(divide(A,divide(B,C)),divide(A,B)) = C )
| ( divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(869,plain,
divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))) = divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))),
inference(unit_resolution,[status(thm)],[868,17]) ).
tff(870,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) = divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(b3,b3),divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(a3,divide(divide(divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3))))),divide(multiply(b3,c3),divide(divide(a3,a3),divide(divide(multiply(b3,c3),multiply(b3,c3)),divide(b3,divide(b3,a3)))))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(b3,a3))))))),
inference(symmetry,[status(thm)],[869]) ).
tff(871,plain,
divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3))),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3))))))) = multiply(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(divide(a3,a3),divide(multiply(b3,c3),c3)),divide(divide(divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3))))),divide(divide(a3,a3),divide(divide(a3,a3),divide(divide(a3,a3),divide(multiply(b3,c3),multiply(b3,c3)))))),divide(a3,divide(divide(a3,a3),multiply(b3,c3)))))),
inference(symmetry,[status(thm)],[838]) ).
tff(872,plain,
divide(multiply(a3,b3),divide(divide(a3,a3),c3)) = divide(divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(divide(multiply(a3,b3),divide(divide(a3,a3),c3)),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),divide(divide(divide(divide(multiply(b3,c3),c3),divide(divide(b3,b3),b3)),divide(divide(divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3))),divide(divide(b3,divide(b3,a3)),divide(divide(b3,b3),divide(multiply(b3,c3),c3)))),divide(divide(a3,a3),divide(multiply(b3,c3),c3)))),divide(multiply(a3,b3),divide(divide(a3,a3),c3)))),
inference(symmetry,[status(thm)],[762]) ).
tff(873,plain,
( ~ ! [B: $i,A: $i,C: $i] : ( multiply(A,B) = divide(A,divide(divide(C,C),B)) )
| ( multiply(multiply(a3,b3),c3) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)) ) ),
inference(quant_inst,[status(thm)],[]) ).
tff(874,plain,
multiply(multiply(a3,b3),c3) = divide(multiply(a3,b3),divide(divide(a3,a3),c3)),
inference(unit_resolution,[status(thm)],[873,7]) ).
tff(875,plain,
multiply(multiply(a3,b3),c3) = multiply(a3,multiply(b3,c3)),
inference(transitivity,[status(thm)],[874,872,835,871,840,870,867,19,10]) ).
tff(876,plain,
( ( multiply(multiply(a3,b3),c3) != multiply(a3,multiply(b3,c3)) )
<=> ( multiply(multiply(a3,b3),c3) != multiply(a3,multiply(b3,c3)) ) ),
inference(rewrite,[status(thm)],[]) ).
tff(877,axiom,
multiply(multiply(a3,b3),c3) != multiply(a3,multiply(b3,c3)),
file('/export/starexec/sandbox/benchmark/theBenchmark.p',prove_these_axioms_3) ).
tff(878,plain,
multiply(multiply(a3,b3),c3) != multiply(a3,multiply(b3,c3)),
inference(modus_ponens,[status(thm)],[877,876]) ).
tff(879,plain,
$false,
inference(unit_resolution,[status(thm)],[878,875]) ).
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.07/0.13 % Problem : GRP531-1 : TPTP v9.0.0. Released v2.6.0.
% 0.07/0.13 % Command : run_E %s %d THM
% 0.13/0.35 % Computer : n012.cluster.edu
% 0.13/0.35 % Model : x86_64 x86_64
% 0.13/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.35 % Memory : 8042.1875MB
% 0.13/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.35 % CPULimit : 300
% 0.13/0.35 % WCLimit : 300
% 0.13/0.35 % DateTime : Thu Jun 19 16:14:41 EDT 2025
% 0.13/0.35 % CPUTime :
% 42.99/43.15 % SZS status Unsatisfiable
% 42.99/43.15 % SZS output start Proof
% See solution above
% 43.31/43.51 % E exiting
%------------------------------------------------------------------------------