% ********************************************************************
% AIM:  aK1 + nil3 24 => nilpotency class 3
%
% From previous results, it suffices to prove the 9/32 nil3 clauses
% having 0 occurrences of K.
%
% Extra assumptions:
%
%    a(K(x,y),z,u) = 1 # label("aK1").
%    a(a(a(x,y,z),u,w),v5,v6) = 1 # label("nil3 24, aa1-Nl").
%
% The remaining 8/9 nil3 clauses having 0 occurrences of K.
%    
%    a(a(x,a(y,z,u),w),v5,v6) = 1 # label("nil3 25, aa2-Nl").
%    a(a(x,y,a(z,u,w)),v5,v6) = 1 # label("nil3 26, aa3-Nl").
%    a(x,a(a(y,z,u),w,v5),v6) = 1 # label("nil3 27, aa1-Nm").
%    a(x,a(y,a(z,u,w),v5),v6) = 1 # label("nil3 28, aa2-Nm").
%    a(x,a(y,z,a(u,w,v5)),v6) = 1 # label("nil3 29, aa3-Nm").
%    a(x,y,a(a(z,u,w),v5,v6)) = 1 # label("nil3 30, aa1-Nr").
%    a(x,y,a(z,a(u,w,v5),v6)) = 1 # label("nil3 31, aa2-Nr").
%    a(x,y,a(z,u,a(w,v5,v6))) = 1 # label("nil3 32, aa3-Nr").
% ********************************************************************

assign(order, kbo).
set(lex_order_vars).

clear(back_demod).
set(restrict_denials).

set(para_from_small).
clear(cac_redundancy).

assign(max_weight,5).

formulas(assumptions).

   % loop axioms
   1 * x = x.
   x * 1 = x.
   x \ (x * y) = y.
   x * (x \ y) = y.
   (x * y) / y = x.
   (x / y) * y = x.

   % associator (right associated * a = left associated)
   (x * (y * z)) \ ((x * y) * z) = a(x,y,z) # label("associator").

   % commutator ( (x * y) * K(y,x) = y * x )
   (x * y) \ (y * x) = K(y,x) # label("commutator").

   % inner mappings
   
   % L(u,x,y) = u L(x) L(y) L(yx)^{-1}
   (y * x) \ (y * (x * u)) = L(u,x,y).

   % R(u,x,y) = u R(x) R(y) R(xy)^{-1}
   ((u * x) * y) / (x * y) = R(u,x,y).

   % T(u,x) = u R(x) L(x)^{-1}
   x \ (u * x) = T(u,x).

   % abelian inner mapping group
   T(T(u,x),y) = T(T(u,y),x).
   T(L(u,x,y),z) = L(T(u,z),x,y).
   T(R(u,x,y),z) = R(T(u,z),x,y).
   L(R(u,x,y),z,w) = R(L(u,z,w),x,y).
   L(L(u,x,y),z,w) = L(L(u,z,w),x,y).
   R(R(u,x,y),z,w) = R(R(u,z,w),x,y).

   % extra assumptions for this special case
   a(K(x,y),z,u) = 1 # label("aK1").
   a(a(a(x,y,z),u,w),v5,v6) = 1 # label("nil3 24, aa1-Nl").

end_of_list.

formulas(goals).

   a(a(x,a(y,z,u),w),v5,v6) = 1 # label("nil3 25, aa2-Nl").
   a(a(x,y,a(z,u,w)),v5,v6) = 1 # label("nil3 26, aa3-Nl").
   a(x,a(a(y,z,u),w,v5),v6) = 1 # label("nil3 27, aa1-Nm").
   a(x,a(y,a(z,u,w),v5),v6) = 1 # label("nil3 28, aa2-Nm").
   a(x,a(y,z,a(u,w,v5)),v6) = 1 # label("nil3 29, aa3-Nm").
   a(x,y,a(a(z,u,w),v5,v6)) = 1 # label("nil3 30, aa1-Nr").
   a(x,y,a(z,a(u,w,v5),v6)) = 1 # label("nil3 31, aa2-Nr").
   a(x,y,a(z,u,a(w,v5,v6))) = 1 # label("nil3 32, aa3-Nr").

end_of_list.

% *********************
% AIM: Auxiliary Lemmas
% *********************

formulas(assumptions).

   % cancellation laws (long form)

   x * y != u | x * z != u | y = z # label("*-Cancellation 1").
   y * x != u | z * x != u | y = z # label("*-Cancellation 2").

   x / y != u | x / z != u | y = z # label("/-Cancellation 1").
   y / x != u | z / x != u | y = z # label("/-Cancellation 2").

   x \ y != u | x \ z != u | y = z # label("\-Cancellation 1").
   y \ x != u | z \ x != u | y = z # label("\-Cancellation 2").

   T(x,y) != u | T(z,y) != u | x = z # label("T-Cancellation 1").
   L(z,x,y) != u | L(w,x,y) != u | z = w # label("L-Cancellation 1").
   R(z,x,y) != u | R(w,x,y) != u | z = w # label("R-Cancellation 1").

   % cancellation laws (short form)

   x * y != x * z | y = z # label("*-Cancellation 3").
   y * x != z * x | y = z # label("*-Cancellation 4").

   x / y != x / z | y = z # label("/-Cancellation 3").
   y / x != z / x | y = z # label("/-Cancellation 4").

   x \ y != x \ z | y = z # label("\-Cancellation 3").
   y \ x != z \ x | y = z # label("\-Cancellation 4").

   T(x,y) != T(z,y) | x = z # label("T-Cancellation 2").
   L(z,x,y) != L(w,x,y) | z = w # label("L-Cancellation 2").
   R(z,x,y) != R(w,x,y) | z = w # label("R-Cancellation 2").

   % obvious compatibility
   a(x,y,z) = 1 -> L(z,y,x) = z.
   L(x,y,z) = x -> a(z,y,x) = 1.
   T(x,y) = x -> T(y,x) = y.
   T(x,y) = x -> K(x,y) = 1.
   K(x,y) = 1 -> T(x,y) = x.

   % sometimes helpful for demodulation-free proofs

   x != y | x * z = y * z # label("Aux 1").
   x != y | z * x = z * y # label("Aux 2").
   x != y | x / z = y / z # label("Aux 3").
   x != y | z / x = z / y # label("Aux 4").
   x != y | x \ z = y \ z # label("Aux 5").
   x != y | z \ x = z \ y # label("Aux 6").

   x != y | y != z | x = z # label("Transitivity =").

end_of_list.

%
% Hints extracted from previously found proofs.
%

formulas(hints).

a(x,a(a(y,z,u),w,v5),v6) = 1.
a(K(x,y),z,u) = 1.
a(a(a(x,y,z),u,w),v5,v6) = 1.
1 * x = x.
x * 1 = x.
x \ (x * y) = y.
x * (x \ y) = y.
(x * y) / y = x.
(x / y) * y = x.
(x * (y * z)) \ ((x * y) * z) = a(x,y,z).
(x * y) \ (y * x) = K(y,x).
(x * y) \ (x * (y * z)) = L(z,y,x).
((x * y) * z) / (y * z) = R(x,y,z).
x \ (y * x) = T(y,x).
T(T(x,y),z) = T(T(x,z),y).
T(L(x,y,z),u) = L(T(x,u),y,z).
T(R(x,y,z),u) = R(T(x,u),y,z).
L(R(x,y,z),u,w) = R(L(x,u,w),y,z).
R(L(x,y,z),u,w) = L(R(x,u,w),y,z).
L(L(x,y,z),u,w) = L(L(x,u,w),y,z).
R(R(x,y,z),u,w) = R(R(x,u,w),y,z).
x * y != z | x * u != z | y = u.
x * y != z | u * y != z | x = u.
x / y != z | x / u != z | y = u.
x / y != z | u / y != z | x = u.
x \ y != z | x \ u != z | y = u.
x \ y != z | u \ y != z | x = u.
T(x,y) != z | T(u,y) != z | x = u.
L(x,y,z) != u | L(w,y,z) != u | x = w.
R(x,y,z) != u | R(w,y,z) != u | x = w.
x * y != x * z | y = z.
x * y != z * y | x = z.
x / y != x / z | y = z.
x / y != z / y | x = z.
x \ y != x \ z | y = z.
x \ y != z \ y | x = z.
T(x,y) != T(z,y) | x = z.
L(x,y,z) != L(u,y,z) | x = u.
R(x,y,z) != R(u,y,z) | x = u.
a(x,y,z) != 1 | L(z,y,x) = z.
L(x,y,z) != x | a(z,y,x) = 1.
T(x,y) != x | T(y,x) = y.
T(x,y) != x | K(x,y) = 1.
K(x,y) != 1 | T(x,y) = x.
x != y | x * z = y * z.
x != y | z * x = z * y.
x != y | x / z = y / z.
x != y | z / x = z / y.
x != y | z \ x = z \ y.
x != y | y != z | x = z.
a(c15,a(a(c16,c17,c18),c19,c20),c21) != 1.
1 \ x = x.
x \ x = 1.
x \ (y \ (y * (x * z))) = z.
x \ (x * (y \ (y * z))) = z.
(x * (x \ 1)) * y = y.
x * (y * (y \ 1)) = x.
x \ (y * (y \ (x * z))) = z.
x * (y \ (y * (x \ z))) = z.
x / x = 1.
((x * 1) * y) / y = x.
x / 1 = x.
x * (((x \ y) * z) / z) = y.
x / (y \ x) = y.
x * ((1 / y) * y) = x.
(x / y) \ x = y.
x \ (((x * y) / z) * z) = y.
(x \ (x * (y / z))) * z = y.
(((x * y) / z) * z) / y = x.
(((x / y) / z) * z) * y = x.
(x * (y * z)) * a(x,y,z) = (x * y) * z.
(x * y) \ ((x * (y / z)) * z) = a(x,y / z,z).
(x * y) * K(y,x) = y * x.
x \ ((y \ x) * y) = K(y \ x,y).
((x \ y) * x) \ y = K(x,x \ y).
x \ (y * (x / y)) = K(y,x / y).
(x * 1) \ (x * y) = L(y,1,x).
(x * y) \ (x * y) = L(1,y,x).
(x * y) * L(z,y,x) = x * (y * z).
x \ (y * ((y \ x) * z)) = L(z,y \ x,y).
(x * y) \ (x * z) = L(y \ z,y,x).
L(x \ y,x,z) = (z * x) \ (z * y).
(x * (y / z)) \ (x * y) = L(z,y / z,x).
L(x,y / x,z) = (z * (y / x)) \ (z * y).
((x * 1) * y) / y = R(x,1,y).
(x * y) / (y * 1) = R(x,y,1).
R(x,y,z) * (y * z) = (x * y) * z.
(x * y) / (z * y) = R(x / z,z,y).
R(x / y,y,z) = (x * z) / (y * z).
x \ x = T(1,x).
T(1,x) = x \ x.
T(x,x) = x.
x * T(y,x) = y * x.
(x \ y) \ y = T(x,x \ y).
T(x,x \ y) = (x \ y) \ y.
x \ y = T(y / x,x).
T(x / y,y) = y \ x.
x != y * z | y \ x = z.
x * y != z | x \ z = y.
x * (x \ (y * z)) != y * u | z = u.
x * y != ((x * z) / u) * u | y = z.
((x * y) / z) * z != x * u | u = y.
x * 1 != y | x = y.
x * (y \ z) != z | x = y.
x != y * z | x / z = y.
x * y != z | z / y = x.
x != (x * y) / z | y = z.
(x * y) / z != x | y = z.
x != y / z | x * z = y.
x / y != z | z * y = x.
x != y \ z | y * x = z.
x \ y != z | x * z = y.
T(x,y) != y \ z | x * y = z.
x != y \ (z * x) | z = y.
x \ (y * z) != z | y = x.
x \ (x * T(y,z)) != T(u,z) | y = u.
T(x,y) != z \ (z * T(u,y)) | u = x.
T(T(x,y),z) != T(u,y) | T(x,z) = u.
T(L(x,y,z),u) != L(w,y,z) | T(x,u) = w.
L(x,y,z) != T(L(u,y,z),w) | T(u,w) = x.
L(x,y,a(a(z,u,w),v5,v6)) = x.
L(x,y,K(z,u)) = x.
((x / y) * y) * z = x * z.
(x * (x \ y)) * z = y * z.
x * L(L(y,z,u),w,v5) = x * L(L(y,w,v5),z,u).
x * (y * (y \ z)) = x * z.
x * (y \ (y * z)) = x * z.
((x / y) * y) / z = x / z.
(x * (x \ y)) / z = y / z.
x \ (y * 1) = x \ y.
x != y | (x / z) * z = y.
(x / y) * y = (x * z) / z.
(x * y) / y = (x / z) * z.
(x / y) * y = z * (z \ x).
(x / y) * y = x * 1.
(x / y) * y = 1 * x.
x != y | z * (z \ x) = y.
x * (x \ y) = z \ (z * y).
x \ (x * y) = z * (z \ y).
x * (x \ y) = y * 1.
x * (x \ y) = 1 * y.
1 * x != y * z | x / z = y.
x / (y * z) = R((x / z) / y,y,z).
R((x / y) / z,z,y) = x / (z * y).
x * y != ((((z * y) / u) / w) * w) * u | x = z.
((((x * y) / z) / u) * u) * z != w * y | w = x.
((x / y) * y) * z = ((x * z) / u) * u.
((x * y) / z) * z = ((x / u) * u) * y.
((x / y) * y) * z != u * w | u = (x * z) / w.
((x / y) * y) * z != u * w | (x * z) / w = u.
x * y != z * (z \ (x * u)) | u = y.
x = y \ (1 \ (y * x)).
x \ (1 \ (x * y)) = y.
1 * x != y * z | y \ x = z.
(x / y) * y != z * u | z \ x = u.
x * 1 != y * z | y \ x = z.
x * (y * (y \ 1)) != z * u | z \ x = u.
x \ (x * y) != z * u | z \ y = u.
(x / y) \ (z * (z \ x)) = y.
x \ (y * z) != T(y,z) | z = x.
x \ y = y / T(x,x \ y).
x / T(y,y \ x) = y \ x.
(x \ y) * T(x,x \ y) = y.
x / L(T(y,L(y,z,u) \ x),z,u) = L(y,z,u) \ x.
(x / y) * y != z | x = z.
x = (x / (y * (y \ z))) * z.
(x / (y * (y \ z))) * z = x.
x * y != z | x * (u * (u \ y)) = z.
x * (y * (y \ z)) = u * (u \ (x * z)).
x * (x \ (y * z)) = y * (u * (u \ z)).
x * (y * T(z,y)) = x * (z * y).
(x * y) \ (x * (z * y)) = L(T(z,y),y,x).
x \ (y * x) != z | T(y,x) = z.
T(x,x * y) = L(T(x,y),y,x).
L(T(x,y),y,x) = T(x,x * y).
(x * (y \ z)) \ (x * z) = L(T(y,y \ z),y \ z,x).
L(T(x,x \ y),x \ y,z) = (z * (x \ y)) \ (z * y).
x \ ((x / y) * (z * y)) = L(T(z,y),y,x / y).
L(T(x,y),y,z / y) = z \ ((z / y) * (x * y)).
L(T(x,y),z,u) != w | T(L(x,z,u),y) = w.
T(L(x,y,x),y) = T(x,x * y).
R(T(x,x * y),z,u) = L(R(T(x,y),z,u),y,x).
L(R(T(x,y),z,u),y,x) = R(T(x,x * y),z,u).
x * (y * (y \ z)) != u * w | u \ (x * z) = w.
x / (y * (y \ 1)) = x.
R(x,y,y \ z) * z = (x * y) * (y \ z).
((x * y) * z) / (y * z) != u | R(x,y,z) = u.
R(x,y,y \ 1) = (x * y) * (y \ 1).
(x * y) * (y \ 1) = R(x,y,y \ 1).
(x * (y \ z)) / z = R(x / y,y,y \ z).
R(x / y,y,y \ z) = (x * (y \ z)) / z.
L(R(x,y,y \ z),u,w) * z = (L(x,u,w) * y) * (y \ z).
R(R(x,y,y \ z),u,w) * z = (R(x,u,w) * y) * (y \ z).
(x * T(y,x)) * z = (y * x) * z.
((x * y) * z) / (T(x,y) * z) = R(y,T(x,y),z).
x * y != 1 * z | x \ z = y.
((1 / x) * x) \ y = y.
x * y != (z * u) * y | u * T(z,u) = x.
x * T(y / x,x) = y.
(x * y) \ (x * (z * y)) != u | L(T(z,y),y,x) = u.
L(T(x,y),y,1 / y) = (1 / y) * (x * y).
(x * y) \ (x * (y * z)) != u | L(z,y,x) = u.
L(x,y,1 / y) = (1 / y) * (y * x).
(1 / x) * (x * y) = L(y,x,1 / x).
(x * y) \ (y * x) != z | K(y,x) = z.
K(x,1 / x) = x * (1 / x).
x * (1 / x) = K(x,1 / x).
T((x * y) / x,x) = y.
(x / y) * z != x | y = z.
x = T(y / (y / x),y / x).
T(x / (x / y),x / y) = y.
T(x,y) != y \ z | z / y = x.
(x * T(y,x)) / x = y.
T(x,y) != z | (y * z) / y = x.
(x * T(y,y * x)) / x = L(y,x,y).
L(x,y,x) * y = y * T(x,x * y).
x * T(y,y * x) = L(y,x,y) * x.
T(x,y) = T(T((z * x) / z,y),z).
T(T((x * y) / x,z),x) = T(y,z).
(x * T(y,z)) / x = T((x * y) / x,z).
T(x,y) != T(z,z * y) | L(z,y,z) = x.
L(x,y,x) = T((y * x) / y,x * y).
T((x * y) / x,y * x) = L(y,x,y).
T(T(x / y,z),y) = T(y \ x,z).
T((x * y) / x,z) * x = x * T(y,z).
(x * T(x \ y,z)) / x = T(y / x,z).
T(x / y,z) * y = y * T(y \ x,z).
T(x,y) * z = z * T(T(x,z),y).
x * T(T(y,x),z) = T(y,z) * x.
T(x,y) * z = z * T(z \ (x * z),y).
x * T(x \ (y * x),z) = T(y,z) * x.
x != y | L(x,z,K(u,w)) = y.
L(x,y,K(z,u)) = w \ (w * x).
L(x,y,K(z,u)) != w | x = w.
(x * y) \ z != L(u,y,x) | x * (y * u) = z.
K(x,y) * (z * u) = (K(x,y) * z) * u.
(K(x,y) * z) * u = K(x,y) * (z * u).
x \ (x * y) != z | y = z.
x \ x != y | 1 = y.
x * (x \ y) != z | y = z.
x \ y != z | T(y / x,x) = z.
(x * y) * L(z,y,x) != u | x * (y * z) = u.
x * (y * (y \ z)) != u | x * z = u.
x * (T(y,x) * z) = (y * x) * L(z,T(y,x),x).
(x * y) * L(z,T(x,y),y) = y * (T(x,y) * z).
x * (y * L(z,u,w)) = (x * y) * L(L(z,y,x),u,w).
(x * y) * L(L(z,y,x),u,w) = x * (y * L(z,u,w)).
x * ((x \ y) * z) = y * L(z,x \ y,x).
x * L(y,z \ x,z) = z * ((z \ x) * y).
(x / y) * (y * z) = x * L(z,y,x / y).
x * L(y,z,x / z) = (x / z) * (z * y).
(x * y) * L(L(z,y,x),u,w) != v5 | x * (y * L(z,u,w)) = v5.
(K(x,y) * z) * u != w | K(x,y) * (z * u) = w.
x \ L(y,x \ 1,x) = (x \ 1) * y.
1 * x != y | x = y.
L(x,y \ 1,y) = y * ((y \ 1) * x).
x * ((x \ 1) * y) = L(y,x \ 1,x).
x * y != z * (u * (u \ w)) | x \ (z * w) = y.
x \ (y * z) = L((y \ x) \ z,y \ x,y).
L((x \ y) \ z,x \ y,x) = y \ (x * z).
x \ y != z * (z \ u) | x * u = y.
x * y = L((x \ 1) \ y,x \ 1,x).
L((x \ 1) \ y,x \ 1,x) = x * y.
T(x * y,z) = L(T((x \ 1) \ y,z),x \ 1,x).
L(T((x \ 1) \ y,z),x \ 1,x) = T(x * y,z).
x \ T(x * y,z) = (x \ 1) * T((x \ 1) \ y,z).
(x \ 1) * T((x \ 1) \ y,z) = x \ T(x * y,z).
(x \ 1) * T((x \ 1) \ 1,y) = x \ T(x,y).
T(x \ (y * z),u) = L(T((y \ x) \ z,u),y \ x,y).
L(T((x \ y) \ z,u),x \ y,x) = T(y \ (x * z),u).
R(x \ (y * z),u,w) = L(R((y \ x) \ z,u,w),y \ x,y).
L(R((x \ y) \ z,u,w),x \ y,x) = R(y \ (x * z),u,w).
L(x \ (y * z),u,w) = L(L((y \ x) \ z,u,w),y \ x,y).
L(L((x \ y) \ z,u,w),x \ y,x) = L(y \ (x * z),u,w).
x * L(x \ (y * z),u,w) = y * ((y \ x) * L((y \ x) \ z,u,w)).
x * ((x \ y) * L((x \ y) \ z,u,w)) = y * L(y \ (x * z),u,w).
x * ((x \ y) * L((x \ y) \ y,z,u)) = y * L(T(x,y),z,u).
x * R(x \ (y * z),u,w) = y * ((y \ x) * R((y \ x) \ z,u,w)).
x * ((x \ y) * R((x \ y) \ z,u,w)) = y * R(y \ (x * z),u,w).
x \ R(1 \ (x * y),z,u) = (x \ 1) * R((x \ 1) \ y,z,u).
(x \ 1) * R((x \ 1) \ y,z,u) = x \ R(1 \ (x * y),z,u).
x \ (y * R(y \ (x * z),u,w)) = (x \ y) * R((x \ y) \ z,u,w).
x \ (y * R(T(x,y),z,u)) = (x \ y) * R((x \ y) \ y,z,u).
(x \ y) * R((x \ y) \ y,z,u) = x \ (y * R(T(x,y),z,u)).
x * T(x \ (y * z),u) = y * ((y \ x) * T((y \ x) \ z,u)).
x * ((x \ y) * T((x \ y) \ z,u)) = y * T(y \ (x * z),u).
x \ (y * T(y \ (x * z),u)) = (x \ y) * T((x \ y) \ z,u).
x * ((x \ y) * T((x \ y) \ 1,z)) = y * T(y \ x,z).
(x * y) \ (y * z) = L(T(x,y) \ z,T(x,y),y).
L(T(x,y) \ z,T(x,y),y) = (x * y) \ (y * z).
(x * T(y,x)) * L((y * x) \ (x * z),u,w) = x * (T(y,x) * L(T(y,x) \ z,u,w)).
(x * T(y,x)) * z != u | (y * x) * z = u.
(x * y) * L((x * y) \ (y * z),u,w) = y * (T(x,y) * L(T(x,y) \ z,u,w)).
(x * y) * L((x * y) \ y,z,u) = y * (T(x,y) * L(T(x,y) \ 1,z,u)).
x * (T(y,x) * L(T(y,x) \ 1,z,u)) = (y * x) * L((y * x) \ x,z,u).
x * (y * T(z,y)) != u | x * (z * y) = u.
x * (y \ (y * z)) != u | x * z = u.
(1 / x) \ L(y,x,1 / x) = x * y.
L(x,y,1 / y) / (y * x) = 1 / y.
x \ (x / y) = L(y \ 1,y,x / y).
L(x \ 1,x,y / x) = y \ (y / x).
(1 / x) * y = L(x \ y,x,1 / x).
L(x \ y,x,1 / x) = (1 / x) * y.
T((1 / x) * y,z) = L(T(x \ y,z),x,1 / x).
L(T(x \ y,z),x,1 / x) = T((1 / x) * y,z).
R((1 / x) * y,z,u) = L(R(x \ y,z,u),x,1 / x).
L(R(x \ y,z,u),x,1 / x) = R((1 / x) * y,z,u).
L((1 / x) * y,z,u) = L(L(x \ y,z,u),x,1 / x).
L(L(x \ y,z,u),x,1 / x) = L((1 / x) * y,z,u).
(1 / x) \ T((1 / x) * y,z) = x * T(x \ y,z).
(1 / x) \ T(1 / x,y) = x * T(x \ 1,y).
(1 / x) \ T(y,z) = x * T(x \ ((1 / x) \ y),z).
x * T(x \ ((1 / x) \ y),z) = (1 / x) \ T(y,z).
T(x \ (x / y),z) = L(T(y \ 1,z),y,x / y).
L(T(x \ 1,y),x,z / x) = T(z \ (z / x),y).
K(x,y) * (z * u) != w | (K(x,y) * z) * u = w.
(K(x,y) * z) * (z \ u) = K(x,y) * u.
(K(x,y) * (z * u)) / u = K(x,y) * z.
(K(x,y) * z) \ (K(x,y) * u) = z \ u.
(K(x,y) * z) \ K(x,y) = z \ 1.
(x * (K(y,z) * (u * w))) \ ((x * (K(y,z) * u)) * w) = a(x,K(y,z) * u,w).
(K(x,y) * (z * u)) \ (u * (K(x,y) * z)) = K(u,K(x,y) * z).
((K(x,y) * (z * u)) * w) / (u * w) = R(K(x,y) * z,u,w).
x \ (K(y,z) * (u * x)) = T(K(y,z) * u,x).
(K(x,y) * z) * u != K(x,y) * w | z * u = w.
K(x,y) * z != (K(x,y) * u) * w | u * w = z.
(K(x,y) * ((z * u) * w)) / (u * w) = R(K(x,y) * z,u,w).
x / y != z | y * T(z,y) = x.
x * T(K(y,z) * u,x) = K(y,z) * (u * x).
(K(x,y) * z) / u = K(x,y) * (z / u).
T(K(x,y) * z,K(x,y)) = z * K(x,y).
T(x,K(y,z)) = (K(y,z) \ x) * K(y,z).
(K(x,y) \ z) * K(x,y) = T(z,K(x,y)).
x * T(K(y,z) * u,K(y,z) * x) = u * (K(y,z) * x).
(K(x,y) * ((z * u) * w)) / (u * w) != v5 | R(K(x,y) * z,u,w) = v5.
R(K(x,y) * z,u,w) = K(x,y) * (((z * u) * w) / (u * w)).
K(x,y) * (((z * u) * w) / (u * w)) = R(K(x,y) * z,u,w).
K(x,y) / z = K(x,y) * (1 / z).
K(x,y) * (1 / z) = K(x,y) / z.
K(x,y) \ (K(x,y) / z) = 1 / z.
K(x,y) * R(z,u,w) = R(K(x,y) * z,u,w).
R(K(x,y) * z,u,w) * v5 = K(x,y) * (R(z,u,w) * v5).
R(x,y,z) * (y * z) != u | (x * y) * z = u.
((x / y) * y) * z != u | x * z = u.
(x * y) / y != z | x = z.
(x * (x \ y)) * z != u | y * z = u.
x / (y \ x) != z | y = z.
x = y / (x \ ((y / z) * z)).
x / (y \ ((x / z) * z)) = y.
(x * y) * T(z,y) = R(x,y,T(z,y)) * (z * y).
R(x,y,T(z,y)) * (z * y) = (x * y) * T(z,y).
R(x,y,y \ z) * z != u | (x * y) * (y \ z) = u.
x * y != y * T(z,u) | T((y * z) / y,u) = x.
T(((x * y) * x) / (x * y),y) = R(x,y,T(x,y)).
(x * T(y,z)) / (y * z) = R(x / z,z,T(y,z)).
R(x / y,y,T(z,y)) = (x * T(z,y)) / (z * y).
L((x \ 1) \ y,x \ 1,x) != z | x * y = z.
a(a(x,y,z),u,w) * v5 = (a(a(x,y,z),u,w) \ 1) \ v5.
(a(a(x,y,z),u,w) \ 1) \ v5 = a(a(x,y,z),u,w) * v5.
L(x,y,a(a(z,u,w),v5,v6)) != v7 | x = v7.
x * y = a(a(z,u,w),v5,v6) * ((a(a(z,u,w),v5,v6) \ x) * y).
a(a(x,y,z),u,w) * ((a(a(x,y,z),u,w) \ v5) * v6) = v5 * v6.
a(a(x,y,z),u,w) \ (v5 * v6) = (a(a(x,y,z),u,w) \ v5) * v6.
x * y != (z / u) * u | x \ z = y.
a(a(x,y,z),u,w) \ v5 = (a(a(x,y,z),u,w) \ (v5 / v6)) * v6.
(a(a(x,y,z),u,w) \ (v5 / v6)) * v6 = a(a(x,y,z),u,w) \ v5.
a(a(x,y,z),u,w) * (v5 * v6) = (a(a(x,y,z),u,w) * v5) * v6.
(a(a(x,y,z),u,w) * v5) * v6 = a(a(x,y,z),u,w) * (v5 * v6).
a(a(x,y,z),u,w) \ (v5 * v6) != v7 | (a(a(x,y,z),u,w) \ v5) * v6 = v7.
x / (a(a(y,z,u),w,v5) * x) != v6 | a(a(y,z,u),w,v5) \ 1 = v6.
a(a(x,y,z),u,w) \ 1 = v5 / (a(a(x,y,z),u,w) * v5).
x / (a(a(y,z,u),w,v5) * x) = a(a(y,z,u),w,v5) \ 1.
a(a(x,y,z),u,w) \ v5 = (a(a(x,y,z),u,w) \ v6) * (v6 \ v5).
(a(a(x,y,z),u,w) \ v5) * (v5 \ v6) = a(a(x,y,z),u,w) \ v6.
T(x,a(a(y,z,u),w,v5)) * ((x * a(a(y,z,u),w,v5)) \ v6) = a(a(y,z,u),w,v5) \ v6.
(a(a(x,y,z),u,w) \ v5) / v6 = a(a(x,y,z),u,w) \ (v5 / v6).
a(a(x,y,z),u,w) * ((a(a(x,y,z),u,w) \ v5) / v6) = v5 / v6.
a(a(x,y,z),u,w) * (v5 / v6) = (a(a(x,y,z),u,w) * v5) / v6.
(a(a(x,y,z),u,w) * v5) / v6 = a(a(x,y,z),u,w) * (v5 / v6).
x \ y != z | y / z = x.
(x * (y * z)) / L(T(y,z),z,x) = x * z.
(x * (y * z)) / L(z,y,x) = x * y.
(x * y) / K(x,y) = y * x.
(x * y) / L(z \ y,z,x) = x * z.
R((x * y) / z,z,L(u,y,x)) = (x * (y * u)) / (z * L(u,y,x)).
x / L(y \ 1,y,x) = x * y.
x / y != z | z \ x = y.
(x * y) \ x = L(y \ 1,y,x).
L(x \ 1,x,y) = (y * x) \ y.
x \ (y * T(x,y)) = y.
R(x,T(y,x),z) \ ((y * x) * z) = T(y,x) * z.
R(x,y,z) \ ((x * y) * z) = y * z.
x * y != y * z | T(x,y) = z.
x * y != z * x | T(z,x) = y.
(x * T(y,x)) / x != z | y = z.
T((x * y) / x,x * y) = L(y,x,(x * y) / x).
R(x,x \ y,z) \ (y * z) = (x \ y) * z.
R(x / y,y,z) \ (x * z) = y * z.
(x * y) / (z * y) != u | R(x / z,z,y) = u.
R(x / y,y,y \ 1) = x * (y \ 1).
R(1 / x,x,y) \ y = x * y.
R(x / y,y,x \ z) \ z = y * (x \ z).
R(x * y,L(z,y,x),u) \ ((x * (y * z)) * u) = L(z,y,x) * u.
x / (y * x) = R(1 / y,y,x).
R(1 / x,x,y) = y / (x * y).
x / (y * x) != z | R(1 / y,y,x) = z.
R(1 / x,x,x \ 1) = x \ 1.
x * R(1 / y,y,z) = x * (z / (y * z)).
R(1 / x,x,x \ y) = (x \ y) / y.
T(x / (y * x),z) = R(T(1 / y,z),y,x).
R(T(1 / x,y),x,z) = T(z / (x * z),y).
R(x / (y * x),z,u) = R(R(1 / y,z,u),y,x).
R(R(1 / x,y,z),x,u) = R(u / (x * u),y,z).
R(x,x \ 1,y) \ y = (x \ 1) * y.
R(x,x \ (y / z),z) \ y = (x \ (y / z)) * z.
(x * (y \ z)) / x = T((x * (z / y)) / x,y).
T((x * (y / z)) / x,z) = (x * (z \ y)) / x.
T(K(x,y) * (z / u),u) = u \ (K(x,y) * z).
x / T(y,y \ z) = x / ((y \ z) \ z).
x * T(y,y \ z) = x * ((y \ z) \ z).
T(x,x \ y) * z = ((x \ y) \ y) * z.
(x \ y) * T((x \ y) \ y,z) = T(x,z) * (x \ y).
x * ((T(y,x) \ z) \ z) = T(y,T(y,x) \ z) * x.
T(x,T(x,y) \ z) * y = y * ((T(x,y) \ z) \ z).
(x * y) / L(T(z,z \ y),z \ y,x) = x * (z \ y).
x * (T(x,y) * (x \ z)) = z * T(z \ (x * z),y).
x * T(x \ (y * x),z) = y * (T(y,z) * (y \ x)).
(x * (y * T(z,x * y))) \ (z * (x * y)) = a(x,y,T(z,x * y)).
x * L(T(y,x),z,u) = L(y,z,u) * x.
x * R(T(y,x),z,u) = R(y,z,u) * x.
x * T(y,x) != z * x | y = z.
x * y != y * T(z,y) | x = z.
x * T(y,x) != z * x | z = y.
x \ ((y \ (x * z)) * y) = (x \ y) * T((x \ y) \ z,y).
(x \ y) * T((x \ y) \ z,y) = x \ ((y \ (x * z)) * y).
x * ((y * (x \ z)) / y) = ((y * (z / x)) / y) * x.
((x * (y / z)) / x) * z = z * ((x * (z \ y)) / x).
(x * y) * z != R(x,y,T(u,y)) * (u * y) | T(u,y) = z.
T(x,y) = R(T(x,x * y),y,T(x,y)).
R(T(x,x * y),y,T(x,y)) = T(x,y).
(x * y) * z = (y * z) * R(T(x,y * z),y,z).
(x * y) * R(T(z,x * y),x,y) = (z * x) * y.
x * R(y,z,u) = R((x * y) / x,z,u) * x.
R((x * y) / x,z,u) * x = x * R(y,z,u).
(x \ y) * R((x \ y) \ y,z,u) = x \ (R(x,z,u) * y).
x * R(x \ y,z,u) = R(y / x,z,u) * x.
R(x / y,z,u) * y = y * R(y \ x,z,u).
(x \ y) * R((x \ y) \ y,z,u) = R(x,z,u) * (x \ y).
(x \ 1) * R((x \ 1) \ 1,y,z) = x \ R(x,y,z).
(x \ y) * R((x \ y) \ y,z,u) != w | x \ (R(x,z,u) * y) = w.
x \ (R(x,y,z) * u) = R(x,y,z) * (x \ u).
x * (R(x,y,z) * (x \ u)) = R(x,y,z) * u.
x \ R(x,y,z) = R(x,y,z) * (x \ 1).
R(x,y,z) * (x \ 1) = x \ R(x,y,z).
x \ y = R(x,z,u) * (x \ (R(x,z,u) \ y)).
R(x,y,z) * (x \ (R(x,y,z) \ u)) = x \ u.
R(x,y,z) * (x \ (y * z)) = x \ ((x * y) * z).
x * (R(x,y,z) * u) = R(x,y,z) * (x * u).
R(x,y,z) * (x * u) = x * (R(x,y,z) * u).
R(x,y,z) \ (x * (R(x,y,z) * u)) = x * u.
(x * R(y,z,u)) / x = R((x * y) / x,z,u).
(x * R(x \ y,z,u)) / x = R(y / x,z,u).
(x * (y / (z * y))) / x = R((x * (1 / z)) / x,z,y).
R((x * (1 / y)) / x,y,z) = (x * (z / (y * z))) / x.
L(x \ 1,x,R(y / x,z,u)) = (x * R(x \ y,z,u)) \ R(y / x,z,u).
(x * R(x \ y,z,u)) \ R(y / x,z,u) = L(x \ 1,x,R(y / x,z,u)).
(x / (y * x)) * y = y * R(y \ 1,y,x).
(x * y) \ ((z * x) * y) = R(T(z,x * y),x,y).
x * (y * T(z,x * y)) = L(z,y,x) * (x * y).
x * L(y,z,x / z) != u | (x / z) * (z * y) = u.
(x / y) * (y * T(z,x)) = L(z,y,x / y) * x.
x * L(R(T(y,x),z,u),w,v5) = L(R(y,z,u),w,v5) * x.
x * L(x \ y,z,u) = L(y / x,z,u) * x.
L(x / y,z,u) * y = y * L(y \ x,z,u).
(x \ y) * L((x \ y) \ y,z,u) = L(x,z,u) * (x \ y).
x \ (L(y,z,x) * (x * z)) = z * T(y,x * z).
x * (y * T(y \ 1,x * y)) = ((x * y) \ x) * (x * y).
((x * y) \ x) * (x * y) = x * (y * T(y \ 1,x * y)).
x * (L(x,y,z) * (x \ u)) = u * L(T(x,u),y,z).
x * L(T(y,x),z,u) = y * (L(y,z,u) * (y \ x)).
x * L(T(y,x),z,u) != w | L(y,z,u) * x = w.
L(x,y,z) * u = x * (L(x,y,z) * (x \ u)).
x * (L(x,y,z) * (x \ u)) = L(x,y,z) * u.
x * y != z * 1 | x \ z = y.
x \ L(x,y,z) = L(x,y,z) * (x \ 1).
L(x,y,z) * (x \ 1) = x \ L(x,y,z).
x * (L(x,y,z) * u) = L(x,y,z) * (x * u).
L(x,y,z) * (x * u) = x * (L(x,y,z) * u).
L(x,y,z) \ (x * u) = x * (L(x,y,z) \ u).
L(x,y,z) \ x = x * (L(x,y,z) \ 1).
x * (L(x,y,z) \ 1) = L(x,y,z) \ x.
x \ (L(x,y,z) \ x) = L(x,y,z) \ 1.
x \ y != z | y / T(x,x \ y) = z.
(x * y) / T(L(x,z,u),L(x,z,u) \ (x * y)) = x * (L(x,z,u) \ y).
(x * y) / T(L(x,z,u),x * (L(x,z,u) \ y)) = x * (L(x,z,u) \ y).
(x * y) / L(T(x,x * (L(x,z,u) \ y)),z,u) = x * (L(x,z,u) \ y).
L(x,y,z) * (x \ u) != w | (x \ u) * L((x \ u) \ u,y,z) = w.
(x \ 1) * L((x \ 1) \ 1,y,z) = x \ L(x,y,z).
(x * L(x \ y,z,u)) / x = L(y / x,z,u).
x * L(x \ y,z,u) != w | L(y / x,z,u) * x = w.
L(x / (y \ 1),z,u) * (y \ 1) = y \ L(L((y \ 1) \ x,z,u),y \ 1,y).
x \ L(L((x \ 1) \ y,z,u),x \ 1,x) = L(y / (x \ 1),z,u) * (x \ 1).
x \ L(1 \ (x * y),z,u) = L(y / (x \ 1),z,u) * (x \ 1).
L(x / (y \ 1),z,u) * (y \ 1) = y \ L(1 \ (y * x),z,u).
(x * L(y,z,u)) / x = L((x * y) / x,z,u).
L(x / y,z,u) * y != w | y * L(y \ x,z,u) = w.
(x * ((y * x) \ y)) / x = L(1 / x,x,y).
(x * (y \ (z * u))) / x = L((x * ((z \ y) \ u)) / x,z \ y,z).
L((x * ((y \ z) \ u)) / x,y \ z,y) = (x * (z \ (y * u))) / x.
(x * (y \ (y / z))) / x = L((x * (z \ 1)) / x,z,y / z).
L((x * (y \ 1)) / x,y,z / y) = (x * (z \ (z / y))) / x.
(x * ((y * z) \ y)) / x = L((x * (z \ 1)) / x,z,y).
L((x * (y \ 1)) / x,y,z) = (x * ((z * y) \ z)) / x.
x * ((y * (x \ (z * u))) / y) = z * ((z \ x) * ((y * ((z \ x) \ u)) / y)).
x * ((x \ y) * ((z * ((x \ y) \ u)) / z)) = y * ((z * (y \ (x * u))) / z).
x \ (y * ((z * (y \ (x * u))) / z)) = (x \ y) * ((z * ((x \ y) \ u)) / z).
x * ((y * (x \ (x / z))) / y) = (x / z) * (z * ((y * (z \ 1)) / y)).
(x / y) * (y * ((z * (y \ 1)) / z)) = x * ((z * (x \ (x / y))) / z).
(x / y) \ (x * ((z * (x \ (x / y))) / z)) = y * ((z * (y \ 1)) / z).
(x / y) \ (x * ((x / y) / x)) = y * ((x * (y \ 1)) / x).
x * R(T(y,y * x),z,u) = L(R(y,z,u),x,y) * x.
T(x,L(x,y,z)) = x.
1 = T(1,x).
T(1,x) = 1.
T(x,1) = x.
T(x,y * (y \ 1)) = x.
R(x / (y / z),y / z,z) = (x * z) / y.
R(R(x,y,z),y * z,u) = (((x * y) * z) * u) / ((y * z) * u).
(((x * y) * z) * u) / ((y * z) * u) = R(R(x,y,z),y * z,u).
T((x * y) / (z * y),u) = R(T(x / z,u),z,y).
R(T(x / y,z),y,u) = T((x * u) / (y * u),z).
((x * y) / (z * y)) * z = z * R(z \ x,z,y).
L(R(x / y,y,z),u,w) * (y * z) != v5 | (y * z) * L((y * z) \ (x * z),u,w) = v5.
T((x * y) / (z * y),z) = R(z \ x,z,y).
T(x / (y * x),y) = R(y \ 1,y,x).
T(((x * y) * z) / (x * z),x) = R(y,x,z).
T((x * (y \ z)) / z,y) = R(y \ x,y,y \ z).
R(x \ y,x,x \ z) = T((y * (x \ z)) / z,x).
T(x / (y * z),y) = R(y \ (x / z),y,z).
R(x \ (y / z),x,z) = T(y / (x * z),x).
T((x * y) / z,z / y) = R((z / y) \ x,z / y,y).
R((x / y) \ z,x / y,y) = T((z * y) / x,x / y).
T(R(x \ y,x,z),x * z) = T((x * z) \ (y * z),x).
T(R(x,y,z),y * z) = T((y * z) \ ((y * x) * z),y).
T((x * y) \ ((x * z) * y),x) = T(R(z,x,y),x * y).
T(R(x,y,z),y * z) != u | T((y * z) \ ((y * x) * z),y) = u.
T((x * y) \ ((x * z) * y),x) = R(T(z,x * y),x,y).
T(x,y) = R(T(x,y * x),y,x).
R(T(x,y * x),y,x) = T(x,y).
R(T(x,y),y / x,x) = T(x,y / x).
x * R(T(y,x * y),x,y) = y * x.
(x * y) * T(y,x) = (y * x) * y.
x * (y * z) != (K(u,w) * y) * z | K(u,w) = x.
K(x,y) = R(K(x,y),z,u).
R(K(x,y),z,u) = K(x,y).
R(x,y / z,z) * y = (x * (y / z)) * z.
((x * y) * z) \ ((R(x,y,z) * y) * z) = a(R(x,y,z),y,z).
T(R(x,y,z),u) * (y * z) = (T(x,u) * y) * z.
L(R(x,y,z),u,w) * (y * z) = (L(x,u,w) * y) * z.
R(R(x,y,z),u,w) * (y * z) = (R(x,u,w) * y) * z.
(x * y) * z != u * (y * z) | R(x,y,z) = u.
((x * (y / (z * y))) / x) * (z * y) = (((x * (1 / z)) / x) * z) * y.
R(x / R(y,z,u),R(y,z,u),z * u) = (x * (z * u)) / ((y * z) * u).
R(x,R(y,z,u),z * u) * ((y * z) * u) = (x * R(y,z,u)) * (z * u).
((x * (y / z)) / x) * z != u | z * ((x * (z \ y)) / x) = u.
(x * y) * ((z * ((x * y) \ y)) / z) = (((z * (1 / x)) / z) * x) * y.
(x * y) * ((z * ((x * y) \ y)) / z) = (x * ((z * (x \ 1)) / z)) * y.
R((x * y) / (z * y),u,w) * (z * y) = (R(x / z,u,w) * z) * y.
R(x / y,z,u) * y != w | y * R(y \ x,z,u) = w.
(x * y) * R((x * y) \ (z * y),u,w) = (R(z / x,u,w) * x) * y.
(x * y) * R((x * y) \ ((x * z) * y),u,w) = (x * R(z,u,w)) * y.
(x * y) * R((x * y) \ (z * y),u,w) = (x * R(x \ z,u,w)) * y.
(x * y) * R(y,z,u) = (x * R(y,z,u)) * y.
(x * R(y,z,u)) * y = (x * y) * R(y,z,u).
(x * R(y,z,u)) \ ((x * y) * R(y,z,u)) = y.
T(x,y) = R(T(x,y * R(x,z,u)),y,R(x,z,u)).
R(T(x,y * R(x,z,u)),y,R(x,z,u)) = T(x,y).
(x * R(y,z,u)) * T(y,x) = (y * x) * R(y,z,u).
(x * y) * L((x * y) \ (z * y),u,w) = (L(z / x,u,w) * x) * y.
x \ ((L(y,z,x) * x) * z) = z * T(R(y,x,z),x * z).
L((x * y) / (z * y),u,w) * (z * y) = (L(x / z,u,w) * z) * y.
x \ ((L(y,z,x) * x) * z) = z * R(T(y,x * z),x,z).
x \ (y \ ((L(z,x,y) * y) * x)) = R(T(z,y * x),y,x).
(x * y) * L((x * y) \ (z * y),u,w) = (x * L(x \ z,u,w)) * y.
(x * y) * L((x * y) \ y,z,u) = (x * L(x \ 1,z,u)) * y.
(x * y) * L(y,z,u) = (x * L(x \ (x * y),z,u)) * y.
(x * L(x \ (x * y),z,u)) * y = (x * y) * L(y,z,u).
(x * L(y,z,u)) * y = (x * y) * L(y,z,u).
x * y = ((x / L(y,z,u)) * y) * L(y,z,u).
((x / L(y,z,u)) * y) * L(y,z,u) = x * y.
(x * y) * L(y,z,u) != w | (x * L(y,z,u)) * y = w.
((x / y) * L(y,z,u)) * y = x * L(y,z,u).
(x * L(y,z,u)) / y = (x / y) * L(y,z,u).
((x / y) * y) / z != u | x / z = u.
x / y = ((x / L(y,z,u)) / y) * L(y,z,u).
((x / L(y,z,u)) / y) * L(y,z,u) = x / y.
L(x,y,z) / x = (1 / x) * L(x,y,z).
(1 / x) * L(x,y,z) = L(x,y,z) / x.
L(x,y,z) \ (L(x,y,z) / x) = T(1 / x,L(x,y,z)).
((x / L(y,z,u)) * y) \ (x * y) = L(y,z,u).
((x * y) * z) \ ((x * (y * z)) * z) = L(z,y,x).
(x * y) * L((x * y) \ y,z,u) != w | y * (T(x,y) * L(T(x,y) \ 1,z,u)) = w.
x * (T(y,x) * L(T(y,x) \ 1,z,u)) = (y * L(y \ 1,z,u)) * x.
T(x * L(x \ 1,y,z),u) = T(x,u) * L(T(x,u) \ 1,y,z).
T(x,y) * L(T(x,y) \ 1,z,u) = T(x * L(x \ 1,z,u),y).
T((x * y) / (z * y),u) * (z * y) = (T(x / z,u) * z) * y.
T(x / y,z) * y != u | y * T(y \ x,z) = u.
(x * y) * T((x * y) \ (z * y),u) = (T(z / x,u) * x) * y.
T((x * y) / x,z) * x != u | x * T(y,z) = u.
(x * y) * T(y,z) = (T((x * y) / x,z) * x) * y.
(T((x * y) / x,z) * x) * y = (x * y) * T(y,z).
(x * T(y,z)) * y = (x * y) * T(y,z).
(x * T(y,z)) / y = (x / y) * T(y,z).
(x * y) * T((x * y) \ (z * y),u) = (x * T(x \ z,u)) * y.
x \ ((y * T(y \ x,z)) * u) = (x \ (y * u)) * T((x \ (y * u)) \ u,z).
(x \ (y * z)) * T((x \ (y * z)) \ z,u) = x \ ((y * T(y \ x,u)) * z).
T(K(x,y),z) = R(T(K(x,y),z),u,w).
R(T(K(x,y),z),u,w) = T(K(x,y),z).
L(x \ (y \ z),x,y) = (y * x) \ z.
L(L(x,y,z),z * y,u) = (u * (z * y)) \ (u * (z * (y * x))).
(x * (y * z)) \ (x * (y * (z * u))) = L(L(u,z,y),y * z,x).
T((x * y) \ (x * z),u) = L(T(y \ z,u),y,x).
L(T(x \ y,z),x,u) = T((u * x) \ (u * y),z).
R((x * y) \ (x * z),u,w) = L(R(y \ z,u,w),y,x).
L(x \ T(y,z),x,z) = (z * x) \ (y * z).
L(L(x \ y,x,z),z * x,u) = (u * (z * x)) \ (u * (z * y)).
(x * y) \ (z * x) != u | L(y \ T(z,x),y,x) = u.
L(x \ T(x,y),x,y) = K(x,y).
T((x * y) \ (z * x),u) = L(T(y \ T(z,x),u),y,x).
L(T(x \ T(y,z),u),x,z) = T((z * x) \ (y * z),u).
(x * y) * L((x * y) \ z,u,w) = x * (y * L(y \ (x \ z),u,w)).
(a(a(x,y,z),u,w) * v5) \ v6 != v7 | v5 \ (a(a(x,y,z),u,w) \ v6) = v7.
(x * ((y * x) \ z)) / x = L((y \ z) / x,x,y).
L((x \ y) / z,z,x) = (z * ((x * z) \ y)) / z.
(x * y) * L((x * y) \ y,z,u) != w | (x * L(x \ 1,z,u)) * y = w.
(x * L(x \ 1,y,z)) * u = x * (u * L(u \ (x \ u),y,z)).
x * (y * L(y \ (x \ y),z,u)) = (x * L(x \ 1,z,u)) * y.
(x * y) * L((x * y) \ (z * y),u,w) != v5 | (x * L(x \ z,u,w)) * y = v5.
(x * L(x \ y,z,u)) * w = x * (w * L(w \ (x \ (y * w)),z,u)).
x * (y * L(y \ (x \ (z * y)),u,w)) = (x * L(x \ z,u,w)) * y.
(x * y) * L((x * y) \ (y * z),u,w) != v5 | y * (T(x,y) * L(T(x,y) \ z,u,w)) = v5.
x * (T(y,x) * L(T(y,x) \ z,u,w)) = y * (x * L(x \ (y \ (x * z)),u,w)).
T(x * L(x \ y,z,u),x) = x * L(x \ (x \ (y * x)),z,u).
x * L(x \ (x \ (y * x)),z,u) = T(x * L(x \ y,z,u),x).
x * (y * L(y \ (x \ z),u,w)) = (x * L(x \ (z / y),u,w)) * y.
(x * L(x \ (y / z),u,w)) * z = x * (z * L(z \ (x \ y),u,w)).
x \ (y * (x * L(x \ (y \ z),u,w))) = T(y * L(y \ (z / x),u,w),x).
x \ (y * (x * L(x \ (y \ (x * z)),u,w))) != v5 | T(y,x) * L(T(y,x) \ z,u,w) = v5.
T(x,y) * L(T(x,y) \ z,u,w) = T(x * L(x \ ((y * z) / y),u,w),y).
T(x * L(x \ ((y * z) / y),u,w),y) = T(x,y) * L(T(x,y) \ z,u,w).
T(x * L(x \ y,z,u),w) = T(x,w) * L(T(x,w) \ T(y,w),z,u).
T(x,y) * L(T(x,y) \ T(z,y),u,w) = T(x * L(x \ z,u,w),y).
T(x \ y,z) * L(T(x \ y,z) \ T(u,z),x \ y,x) = T((x \ y) * (y \ (x * u)),z).
(x * (y * z)) \ ((x * y) * (L(z,y,x) * u)) = L(u,L(z,y,x),x * y).
(x * (y * z)) / (y * L(z,y,x)) = R(x,y,L(z,y,x)).
(x * y) * T(L(z,y,x),u) = x * (y * T(z,u)).
x * (y * z) != (x * y) * u | L(z,y,x) = u.
(x * y) * z != x * (y * u) | L(u,y,x) = z.
((x * y) * T(L(z,y,x),u)) / (x * y) = T((x * (y * z)) / (x * y),u).
(x * (y * z)) / (x * y) = L(((x * y) * z) / (x * y),y,x).
L(((x * y) * z) / (x * y),y,x) = (x * (y * z)) / (x * y).
(x * y) * ((z * L(u,y,x)) / z) = x * (y * ((z * u) / z)).
(x * y) * ((z * ((x * y) \ x)) / z) = x * (y * ((z * (y \ 1)) / z)).
(x * (y * z)) / z = ((x * y) / z) * L(z,y,x).
((x * y) / z) * L(z,y,x) = (x * (y * z)) / z.
L(L(x,y,z) \ u,L(x,y,z),z * y) = (z * (y * x)) \ ((z * y) * u).
((x * y) / z) \ ((x * (y * z)) / z) = L(z,y,x).
(x * (y * z)) * ((u * (((x * y) * L(z,y,x)) \ (x * y))) / u) = (x * y) * (L(z,y,x) * ((u * (L(z,y,x) \ 1)) / u)).
(x * (y * z)) * ((u * ((x * (y * z)) \ (x * y))) / u) = (x * y) * (L(z,y,x) * ((u * (L(z,y,x) \ 1)) / u)).
(x * y) * ((z * ((x * y) \ (x * u))) / z) = x * (y * ((z * (y \ u)) / z)).
(x * (y * z)) * ((u * ((x * (y * z)) \ (x * y))) / u) != w | (x * y) * (L(z,y,x) * ((u * (L(z,y,x) \ 1)) / u)) = w.
(x * y) * (L(z,y,x) * ((u * (L(z,y,x) \ 1)) / u)) = x * ((y * z) * ((u * ((y * z) \ y)) / u)).
(x * y) * (L(z,y,x) * ((u * (L(z,y,x) \ 1)) / u)) = x * (y * (z * ((u * (z \ 1)) / u))).
L(x * ((y * (x \ 1)) / y),z,u) = L(x,z,u) * ((y * (L(x,z,u) \ 1)) / y).
L(x,y,z) * ((u * (L(x,y,z) \ 1)) / u) = L(x * ((u * (x \ 1)) / u),y,z).
L(((x * y) * z) / (x * y),y,x) != u / (x * y) | x * (y * z) = u.
L(((x * y) * T(z,y)) / (x * y),y,x) = (x * (z * y)) / (x * y).
L(T(((x * y) * z) / (x * y),y),y,x) = (x * (z * y)) / (x * y).
(x * y) \ (x * z) != u | L(y \ z,y,x) = u.
(x * (K(y,z) * u)) \ (x * (K(y,z) * (u * w))) != v5 | L(w,K(y,z) * u,x) = v5.
(x * y) * T((x * y) \ x,z) = x * (y * T(y \ 1,z)).
(x * y) * T((x * y) \ (x * z),u) = x * (y * T(y \ z,u)).
(x * y) * T((x * y) \ z,u) = x * (y * T(y \ (x \ z),u)).
(x * y) * T((x * y) \ (z * y),u) != w | (x * T(x \ z,u)) * y = w.
(x * T(x \ y,z)) * u = x * (u * T(u \ (x \ (y * u)),z)).
x * (y * T(y \ (x \ (z * y)),u)) = (x * T(x \ z,u)) * y.
1 = L(1,x,y).
L(1,x,y) = 1.
x * K(y,x / y) = y * (x / y).
(x / y) \ (x * ((x / y) / x)) != z | y * ((x * (y \ 1)) / x) = z.
x * ((y * (x \ 1)) / y) = K(y,(y / x) / y).
K(x,(x / y) / x) = y * ((x * (y \ 1)) / x).
x * K(y,(y / (x \ z)) / y) = z * ((y * (z \ (x * 1))) / y).
x * K(y,(y / (x \ z)) / y) = z * ((y * (z \ x)) / y).
x * K(y,(y / T(z,x)) / y) = (z * x) * ((y * ((z * x) \ x)) / y).
(x * y) * ((z * ((x * y) \ y)) / z) = y * K(z,(z / T(x,y)) / z).
(x * y) * ((z * ((x * y) \ y)) / z) != u | (x * ((z * (x \ 1)) / z)) * y = u.
(x * ((y * (x \ 1)) / y)) * z = z * K(y,(y / T(x,z)) / y).
T(x * ((y * (x \ 1)) / y),z) = K(y,(y / T(x,z)) / y).
K(x,(x / T(y,z)) / x) = T(y * ((x * (y \ 1)) / x),z).
K(x,(x / y) / x) != z | y * ((x * (y \ 1)) / x) = z.
T(x,y) * ((z * (T(x,y) \ 1)) / z) = T(x * ((z * (x \ 1)) / z),y).
x * K(y \ x,y) = (y \ x) * y.
(x * y) / (x * K(x,y)) = R(y,x,K(x,y)).
((x * (y * z)) * K(z,y)) / (z * y) = R(x,y * z,K(z,y)).
K(x,y) \ (x * y) = T(y * x,K(x,y)).
R(x * y,K(y,x),z) \ ((y * x) * z) = K(y,x) * z.
R(x,y,K(y,x)) \ (y * x) = y * K(y,x).
(x * (y * z)) * K(z,y) != u * (z * y) | R(x,y * z,K(z,y)) = u.
(x * y) * K(K(x,y),y * x) = K(x,y) * (y * x).
(((x * y) * T(z,y)) * K(y,z)) / (y * z) = R(R(x,y,T(z,y)),z * y,K(y,z)).
(x \ 1) \ K(x \ 1,x) = x.
K(x \ 1,x) / x = x \ 1.
K(x \ 1,x) = (x \ 1) * x.
(x \ 1) * x = K(x \ 1,x).
(x / y) * K(x \ (x / y),x) = L(y \ 1,y,x / y) * x.
L(x \ 1,x,y / x) * y = (y / x) * K(y \ (y / x),y).
R((x \ 1) / y,y,x) = K(x \ 1,x) / (y * x).
R(x,y \ 1,y) * K(y \ 1,y) = (x * (y \ 1)) * y.
R(R(x,y \ 1,y),z,u) * K(y \ 1,y) = (R(x,z,u) * (y \ 1)) * y.
K(x \ 1,x) * T(((x \ 1) * x) \ y,z) = (x \ 1) * (x * T(x \ ((x \ 1) \ y),z)).
(x * (y * z)) \ ((x * y) * z) != u | a(x,y,z) = u.
R(x,y * z,a(x,y,z)) \ ((x * y) * z) = (y * z) * a(x,y,z).
R(x * y,L(z,y,x),a(x,y,z)) \ ((x * y) * z) = L(z,y,x) * a(x,y,z).
((x * y) * z) / T(R(x * y,L(z,y,x),a(x,y,z)),R(x * y,L(z,y,x),a(x,y,z)) \ ((x * y) * z)) = L(z,y,x) * a(x,y,z).
((x * y) * z) / T(R(x * y,L(z,y,x),a(x,y,z)),L(z,y,x) * a(x,y,z)) = L(z,y,x) * a(x,y,z).
((x * y) * z) / R(T(x * y,L(z,y,x) * a(x,y,z)),L(z,y,x),a(x,y,z)) = L(z,y,x) * a(x,y,z).
L(L(x,y,z) \ x,L(x,y,z),z * y) != u | a(z,y,x) = u.
((x / y) \ x) * z = y * z.
((x / (y / z)) \ x) \ y = z.
x = y * (((z / y) \ z) \ x).
x * (((y / x) \ y) \ z) = z.
((x / y) \ x) * z != u | y * z = u.
(x * (1 / y)) * y = R(x,1 / y,y).
x * y = R(x / (1 / y),1 / y,y).
R(x / (1 / y),1 / y,y) = x * y.
R(x,1 / y,y) / y = x * (1 / y).
T(x * y,z) = R(T(x / (1 / y),z),1 / y,y).
R(T(x / (1 / y),z),1 / y,y) = T(x * y,z).
(x * (y * z)) / x = R((x * (y / (1 / z))) / x,1 / z,z).
R((x * (y / (1 / z))) / x,1 / z,z) = (x * (y * z)) / x.
R(x,1 / y,y) = T(((1 / y) * x) * y,1 / y).
T(((1 / x) * y) * x,1 / x) = R(y,1 / x,x).
L(R(x,1 / y,y),z,u) / y = L(x,z,u) * (1 / y).
R(R(x,1 / y,y),z,u) / y = R(x,z,u) * (1 / y).
((x * (y * z)) / x) / z = ((x * (y / (1 / z))) / x) * (1 / z).
((x * (y / (1 / z))) / x) * (1 / z) = ((x * (y * z)) / x) / z.
T(x * y,z) / y = T(x / (1 / y),z) * (1 / y).
T(x / (1 / y),z) * (1 / y) = T(x * y,z) / y.
(1 / x) * T((1 / x) \ y,z) = T(y * x,z) / x.
(1 / x) * T((1 / x) \ 1,y) = T(x,y) / x.
((x * (1 / (1 / y))) / x) * (1 / y) = ((x * y) / x) / y.
(1 / x) * ((y * ((1 / x) \ 1)) / y) = ((y * x) / y) / x.
(1 / x) * ((y * x) / y) = ((y * x) / y) / x.
R(x * y,z,u) / y = R(x / (1 / y),z,u) * (1 / y).
R(x / (1 / y),z,u) * (1 / y) = R(x * y,z,u) / y.
(1 / x) * R((1 / x) \ y,z,u) = R(y * x,z,u) / x.
(1 / x) * R((1 / x) \ 1,y,z) = R(x,y,z) / x.
(x / (y \ x)) * z = y * z.
x / (y / ((z \ x) \ y)) = z.
R(x,x \ 1,y) = y / ((x \ 1) * y).
x * ((y * (x \ 1)) / y) = ((y * (x \ 1)) / y) / (x \ 1).
((x * (y \ 1)) / x) / (y \ 1) = y * ((x * (y \ 1)) / x).
x \ ((x * y) * (y \ 1)) = a(x,y,y \ 1).
(x * y) * R((x * y) \ y,z,u) = (x * R(x \ 1,z,u)) * y.
x * (y \ y) = x.
L(x / (y \ 1),z,u) * (y \ 1) = y \ L(y * x,z,u).
(x \ 1) * L((x \ 1) \ y,z,u) = x \ L(x * y,z,u).
T(x \ L(x * ((y * z) / y),u,w),y) = T(x \ 1,y) * L(T(x \ 1,y) \ z,u,w).
T(x * L(x \ 1,y,z),u) / T(x,u) = L(1 / T(x,u),y,z).
(x / y) / L(y,z,u) = (x / L(y,z,u)) / y.
(x / L(y,z,u)) / y = (x / y) / L(y,z,u).
x \ (y * ((z * (y \ x)) / z)) = (x \ y) * ((z * ((x \ y) \ 1)) / z).
(x \ y) * ((z * ((x \ y) \ 1)) / z) = x \ (y * ((z * (y \ x)) / z)).
x * ((y \ (x \ (z * y))) * y) = (x * T(x \ z,y)) * y.
x * (y * T(y \ (x \ y),z)) = (x * T(x \ 1,z)) * y.
x * (y * T(y \ (x \ z),u)) = (x * T(x \ (z / y),u)) * y.
(x * T(x \ (y / z),u)) * z = x * (z * T(z \ (x \ y),u)).
(x * y) * (z * T(z \ L(y \ z,y,x),u)) = ((x * y) * T((x * y) \ x,u)) * z.
((x * y) * T((x * y) \ x,z)) * u = (x * y) * (u * T(u \ L(y \ u,y,x),z)).
x * ((y \ (x \ y)) * y) = (x * T(x \ 1,y)) * y.
(x * T(x \ 1,y)) * y = x * ((y \ (x \ y)) * y).
((x \ y) * T((x \ y) \ 1,y)) * y = (x \ y) * ((y \ T(x,x \ y)) * y).
(x \ y) * ((y \ T(x,x \ y)) * y) = ((x \ y) * T((x \ y) \ 1,y)) * y.
(x \ T(x * (y / z),u)) * z = (x \ 1) * (z * T(z \ ((x \ 1) \ y),u)).
(x \ 1) * (y * T(y \ ((x \ 1) \ z),u)) = (x \ T(x * (z / y),u)) * y.
(x / L(x,y,z)) / x = 1 / L(x,y,z).
x * (y \ z) != R(u,y,y \ z) * z | u * y = x.
x * y = R(x,y,y \ 1) / (y \ 1).
R(x,y,y \ 1) / (y \ 1) = x * y.
x \ K(x,1 / x) = 1 / x.
T(x,x * y) != z | T(L(x,y,x),y) = z.
T(L(x,x \ 1,x),x \ 1) = x.
R(x \ 1,x,x \ 1) = T(x \ 1,x).
K(x,1 / x) / (1 / x) = x.
x \ (y * K(y \ x,1 / (y \ x))) = L(1 / (y \ x),y \ x,y).
x * (y \ T(y * (x \ (y \ 1)),z)) = (x * T(x \ 1,z)) * (y \ 1).
x * (x * T(x \ 1,y)) = (x * T(x \ 1,y)) * x.
(x * T(x \ 1,y)) * x = x * (x * T(x \ 1,y)).
T(x,x * T(x \ 1,y)) = x.
T(x,(x \ 1) * x) = x.
x * L(x \ T(y,x),z,u) = T(x * L(x \ y,z,u),x).
x * ((1 / x) * T(y,x)) = T(x * L(x \ y,x,1 / x),x).
T(x * L(x \ y,x,1 / x),x) = x * ((1 / x) * T(y,x)).
T(x * ((1 / x) * y),x) = x * ((1 / x) * T(y,x)).
x * ((1 / x) * T(y,x)) = T(x * ((1 / x) * y),x).
K(x \ 1,x) * R(((x \ 1) * x) \ x,y,z) = ((x \ 1) * R((x \ 1) \ 1,y,z)) * x.
K(x \ 1,x) * R(K(x \ 1,x) \ x,y,z) = ((x \ 1) * R((x \ 1) \ 1,y,z)) * x.
x * ((1 / (1 / x)) \ T(y,x)) = T(x * ((1 / x) * ((1 / x) \ ((1 / (1 / x)) \ y))),x).
T(x * ((1 / x) * ((1 / x) \ ((1 / (1 / x)) \ y))),x) = x * ((1 / (1 / x)) \ T(y,x)).
x * (K(y,z) * u) != w | u * T(K(y,z) * x,K(y,z) * u) = w.
x * T(K(y,z) * R(u / (K(y,z) * x),w,v5),K(y,z) * x) = (K(y,z) * x) * R((K(y,z) * x) \ u,w,v5).
x * T(R(K(y,z) * (u / (K(y,z) * x)),w,v5),K(y,z) * x) = (K(y,z) * x) * R((K(y,z) * x) \ u,w,v5).
x * R(T(K(y,z) * (u / (K(y,z) * x)),K(y,z) * x),w,v5) = (K(y,z) * x) * R((K(y,z) * x) \ u,w,v5).
x / y = ((x / T(y,z)) / y) * T(y,z).
((x / T(y,z)) / y) * T(y,z) = x / y.
T(x,y) / x = (1 / x) * T(x,y).
(1 / x) * T(x,y) = T(x,y) / x.
(x * (y \ z)) / (z / y) = (x / (z / y)) * T(z / y,y).
(x / (y / z)) * T(y / z,z) = (x * (z \ y)) / (y / z).
(x * y) / x = (y / x) * T(x,y).
(x / y) * T(y,x) = (y * x) / y.
(x / (y / z)) * (z \ y) = (x * (z \ y)) / (y / z).
(x * (y \ z)) / (z / y) = (x / (z / y)) * (y \ z).
(x * y) / ((z * y) / z) = (x / ((z * y) / z)) * (z \ (z * y)).
(x / ((y * z) / y)) * (y \ (y * z)) = (x * z) / ((y * z) / y).
(x / ((y * z) / y)) * z = (x * z) / ((y * z) / y).
(x * y) / ((z * y) / z) = (x / ((z * y) / z)) * y.
(x * y) * T(L(y \ 1,y,x),x) = (L(y \ 1,y,x) * x) / L(y \ 1,y,x).
(L(x \ 1,x,y) * y) / L(x \ 1,x,y) = (y * x) * T(L(x \ 1,x,y),y).
(x * y) * T(L(y \ 1,y,x),x) != z | (L(y \ 1,y,x) * x) / L(y \ 1,y,x) = z.
(L(x \ 1,x,y) * y) / L(x \ 1,x,y) = y * (x * T(x \ 1,y)).
(x / y) / T(y,z) = (x / T(y,z)) / y.
(x / T(y,z)) / y = (x / y) / T(y,z).
(x / T(x,y)) / x = 1 / T(x,y).
(x / (y \ x)) * z != u | y * z = u.
x * T(x \ 1,y) = T(x \ 1,y) / (x \ 1).
T(x \ 1,y) / (x \ 1) = x * T(x \ 1,y).
T(x,y) \ (T(x,y) / x) = T(1 / x,T(x,y)).
x \ (x / y) != z | L(y \ 1,y,x / y) = z.
L(x \ 1,x,T(x,y) / x) = T(1 / x,T(x,y)).
(1 / x) * R(x,y,z) = R(x,y,z) / x.
(R(x,y,z) / x) / R(x,y,z) = 1 / x.
(x \ (y \ z)) \ (((y * x) \ z) \ (x \ (y \ z))) = L(x \ (y \ z),x,y) \ 1.
(x \ (y \ z)) \ (((y * x) \ z) \ (x \ (y \ z))) = ((y * x) \ z) \ 1.
(x * (y / (z * y))) / R(1 / z,z,y) = x.
x * (y / (z * y)) != u | x * R(1 / z,z,y) = u.
((x / (y * x)) \ 1) * R(1 / y,y,x) = K((x / (y * x)) \ 1,x / (y * x)).
K((x / (y * x)) \ 1,x / (y * x)) = ((x / (y * x)) \ 1) * R(1 / y,y,x).
x * T(y,x) != z | y * x = z.
x * T(y,y \ z) = ((y \ z) \ z) * T(x,T(y,y \ z)).
((x \ y) \ y) * T(z,T(x,x \ y)) = z * T(x,x \ y).
(x \ 1) * R((x \ 1) \ y,z,u) = x \ R(x * y,z,u).
R(x,(x * T(x \ 1,y)) / x,x) = T(x,(x * T(x \ 1,y)) / x).
L((x * y) / z,u,w) * ((z / y) * y) = (L(x / (z / y),u,w) * (z / y)) * y.
(L(x / (y / z),u,w) * (y / z)) * z = L((x * z) / y,u,w) * ((y / z) * z).
(L(x / (y / z),u,w) * (y / z)) * z = L((x * z) / y,u,w) * y.
((x / y) * L((x / y) \ z,u,w)) * y = L((z * y) / x,u,w) * x.
L((x * y) / z,u,w) * z != v5 | ((z / y) * L((z / y) \ x,u,w)) * y = v5.
((x / y) * L((x / y) \ z,u,w)) * y = x * L(x \ (z * y),u,w).
K(x \ 1,x) * T(K(x \ 1,x) \ y,z) = (x \ 1) * (x * T(x \ ((x \ 1) \ y),z)).
(x \ 1) * (x * T(x \ ((x \ 1) \ y),z)) != u | K(x \ 1,x) * T(K(x \ 1,x) \ y,z) = u.
K(x \ 1,x) * T(K(x \ 1,x) \ y,z) = (x \ T(x * (y / x),z)) * x.
(x \ y) * T((x \ y) \ 1,y) = x \ ((y \ x) * y).
(x \ y) * ((y \ T(x,x \ y)) * y) = (x \ ((y \ x) * y)) * y.
T((x * (y \ z)) / z,y) * z = ((y \ x) * y) * (y \ z).
x * T(x \ (y * (z \ x)),z) = ((z \ y) * z) * (z \ x).
((x \ y) * x) * (x \ z) = z * T(z \ (y * (x \ z)),x).
((x \ 1) * x) * (x \ y) = y * T(y \ (x \ y),x).
K(x \ 1,x) * (x \ y) = y * T(y \ (x \ y),x).
x * (K(x \ 1,x) * (x \ y)) = (x * T(x \ 1,x)) * y.
(x * T(x \ 1,x)) * y != z | x * (K(x \ 1,x) * (x \ y)) = z.
x * (K(x \ 1,x) * (x \ y)) = ((x \ 1) * x) * y.
x * (K(x \ 1,x) * (x \ y)) = K(x \ 1,x) * y.
x \ (K(x \ 1,x) * y) = K(x \ 1,x) * (x \ y).
R(T(x,y),x \ y,T(x,x \ y)) = T(x,x \ y).
(x * y) * T((y * T(x,y)) \ y,z) = y * (T(x,y) * T(T(x,y) \ 1,z)).
(x * (y * z)) * T(((x * y) * L(z,y,x)) \ (x * y),u) = (x * y) * (L(z,y,x) * T(L(z,y,x) \ 1,u)).
(x * (y * T(y \ 1,z))) * u = (x * y) * (u * T(u \ L(y \ u,y,x),z)).
(x * y) * (z * T(z \ L(y \ z,y,x),u)) = (x * (y * T(y \ 1,u))) * z.
(x * (y * z)) * T((x * (y * z)) \ (x * y),u) = (x * y) * (L(z,y,x) * T(L(z,y,x) \ 1,u)).
(x * y) * T((x * y) \ (x * z),u) != w | x * (y * T(y \ z,u)) = w.
x * ((y * z) * T((y * z) \ y,u)) = (x * y) * (L(z,y,x) * T(L(z,y,x) \ 1,u)).
(x * y) * (L(z,y,x) * T(L(z,y,x) \ 1,u)) = x * ((y * z) * T((y * z) \ y,u)).
(x * y) * (L(z,y,x) * T(L(z,y,x) \ 1,u)) = x * (y * (z * T(z \ 1,u))).
L(x * T(x \ 1,y),z,u) = L(x,z,u) * T(L(x,z,u) \ 1,y).
L(x,y,z) * T(L(x,y,z) \ 1,u) = L(x * T(x \ 1,u),y,z).
(L(x,y,z) \ 1) * L(x,y,z) = L(x * T(x \ 1,L(x,y,z)),y,z).
L(x * T(x \ 1,L(x,y,z)),y,z) = (L(x,y,z) \ 1) * L(x,y,z).
(L(x,y,z) \ 1) * L(x,y,z) != u | L(x * T(x \ 1,L(x,y,z)),y,z) = u.
L(x * T(x \ 1,L(x,y,z)),y,z) = K(L(x,y,z) \ 1,L(x,y,z)).
(x * y) * T((x * y) \ y,z) = y * (T(x,y) * T(T(x,y) \ 1,z)).
x * (T(y,x) * T(T(y,x) \ 1,z)) = (y * x) * T((y * x) \ x,z).
(x * y) * T((x * y) \ y,z) != u | y * (T(x,y) * T(T(x,y) \ 1,z)) = u.
x * (T(y,x) * T(T(y,x) \ 1,z)) = y * (x * T(x \ (y \ x),z)).
((x \ y) * (y \ x)) / (x \ y) = L(1 / (x \ y),x \ y,x).
R(L(x,y,z),T(1 / x,L(x,y,z)),x) \ L(x,y,z) = (L(x,y,z) \ (L(x,y,z) / x)) * x.
L(R(x,T(1 / x,L(x,y,z)),x),y,z) \ L(x,y,z) = (L(x,y,z) \ (L(x,y,z) / x)) * x.
(x * y) * T(K(y,x),z) = x * (y * T(y \ T(y,x),z)).
x * (y * T(y \ T(y,x),z)) = (x * y) * T(K(y,x),z).
(x / y) \ (L(z,y,x / y) * x) = y * T(z,x).
L(x,y,z / y) * z != (z / y) * u | y * T(x,z) = u.
T(L(x,y,(y * x) / y),y) = T(y \ (y * x),y * x).
T(L(x,y,z),u) != w | L(T(x,u),y,z) = w.
L(T(x,y),y,(y * x) / y) = T(y \ (y * x),y * x).
L(T(x,y),y,(y * x) / y) = T(x,y * x).
R(x,y * ((x * y) \ z),a(x,y,(x * y) \ z)) \ z = (y * ((x * y) \ z)) * a(x,y,(x * y) \ z).
x * R((K(y,z) * x) \ (K(y,z) * u),w,v5) = (K(y,z) * x) * R((K(y,z) * x) \ u,w,v5).
(K(x,y) * z) * R((K(x,y) * z) \ u,w,v5) = z * R((K(x,y) * z) \ (K(x,y) * u),w,v5).
(x * (y * T(z,u))) / (x * y) = T((x * (y * z)) / (x * y),u).
(x * (y * T(T(z,y),u))) / (x * y) = T((x * (z * y)) / (x * y),u).
(x * (T(y,z) * u)) / (x * u) = T((x * (y * u)) / (x * u),z).
L(x,y,z) * (1 / u) != w | L(R(x,1 / u,u),y,z) / u = w.
L(R(x / (1 / y),1 / y,y),z,u) / y = (1 / y) * L((1 / y) \ x,z,u).
L(x * y,z,u) / y = (1 / y) * L((1 / y) \ x,z,u).
(1 / x) * L((1 / x) \ y,z,u) = L(y * x,z,u) / x.
(1 / x) \ L((1 / x) * y,z,u) = x * L(x \ y,z,u).
L(K(x,y),x,1 / x) = L((1 / x) * T(x,y),x,y).
L((1 / x) * T(x,y),x,y) = L(K(x,y),x,1 / x).
L(T(x,y) / x,x,y) = L(K(x,y),x,1 / x).
L(K(x,y),x,1 / x) = L(T(x,y) / x,x,y).
x * T(x \ 1,y) = K(y \ (y / x),y).
K(x \ (x / y),x) = y * T(y \ 1,x).
x * T(x \ 1,y) != z | K(y \ (y / x),y) = z.
K(x \ (x / (1 / y)),x) = T(y,x) / y.
K(x \ (x / (y \ 1)),x) = y \ T(y,x).
x \ K(y \ (y / x),y) = T(x \ 1,y).
x * K(y \ (y / (x \ z)),y) = z * T(z \ x,y).
x * K(y \ (y / T(z,x)),y) = z * (x * T(x \ (z \ x),y)).
x * T(x \ y,z) != u | y * K(z \ (z / (y \ x)),z) = u.
x * K(y \ (y / (x \ (z \ x))),y) = T(z,y) * (z \ x).
T(x,y) * (x \ z) = z * K(y \ (y / (z \ (x \ z))),y).
x \ (y * K(z \ (z / (y \ x)),z)) = T(x \ y,z).
(x * y) * K(z \ (z / K(y,x)),z) = (y * x) * T((y * x) \ (x * y),z).
x * K(y \ (y / (x \ (x / z))),y) = (x / z) * T(z,y).
(x / y) * T(y,z) = x * K(z \ (z / (x \ (x / y))),z).
x * (y * T(y \ (x \ y),z)) != u | y * K(z \ (z / T(x,y)),z) = u.
x * K(y \ (y / T(z,x)),y) = (z * T(z \ 1,y)) * x.
(x * T(x \ 1,y)) * z = z * K(y \ (y / T(x,z)),y).
T(x * T(x \ 1,y),z) = K(y \ (y / T(x,z)),y).
K(x \ (x / T(y,z)),x) = T(y * T(y \ 1,x),z).
K(x \ (x / y),x) != z | y * T(y \ 1,x) = z.
T(x,y) * T(T(x,y) \ 1,z) = T(x * T(x \ 1,z),y).
K(x \ (x / T(y,z)),x) = T(K(x \ (x / y),x),z).
T(K(x \ (x / y),x),z) = K(x \ (x / T(y,z)),x).
T(K(x \ 1,x),y) = K(x \ (x / T(x,y)),x).
K(x \ (x / T(x,y)),x) = T(K(x \ 1,x),y).
K(x \ (x / (1 / (y / (x * y)))),x) = R(x \ 1,x,y) / (y / (x * y)).
x \ ((x / y) * T(y,z)) = K(z \ (z / (x \ (x / y))),z).
K(x \ (x / (y \ (y / z))),x) = y \ ((y / z) * T(z,x)).
(x / ((y \ z) \ z)) * T((y \ z) \ z,u) = x * K(u \ (u / (x \ (x / T(y,y \ z)))),u).
K(x \ (x / (x \ (x / y))),x) = x \ ((y * x) / y).
(x * y) * K(z \ (z / K(y,x)),z) = (y * x) * T(K(x,y),z).
(x * y) * (K(y,x) * T(K(y,x) \ 1,z)) = (y * x) * T(K(x,y),z).
(x * y) \ ((y * x) * T(K(x,y),z)) = K(y,x) * T(K(y,x) \ 1,z).
x \ (y * K((y \ x) \ 1,y \ x)) = T(x \ y,y \ x).
L(x,y,z \ T(z,u)) = x.
K(x \ (x / ((y / x) \ 1)),x) = (y / x) \ (x \ y).
K((x \ (y \ z)) \ ((x \ (y \ z)) / (((((y * x) \ z) \ (x \ (y \ z))) / (x \ (y \ z))) \ 1)),x \ (y \ z)) = ((((y * x) \ z) \ (x \ (y \ z))) / (x \ (y \ z))) \ (((y * x) \ z) \ 1).
L(x \ 1,x,y) \ K(y \ (y * x),y) = T(L(x \ 1,x,y) \ 1,y).
L(x \ 1,x,y) \ K(x,y) = T(L(x \ 1,x,y) \ 1,y).
T(L(x \ 1,x,y) \ 1,y) = L(x \ 1,x,y) \ K(x,y).
L(x \ 1,x,y) * T(L(x \ 1,x,y) \ 1,y) = K(x,y).
L(x \ 1,x,y) \ z != T(L(x \ 1,x,y) \ 1,y) | K(y \ (y * x),y) = z.
K(x \ (x * y),x) = K(y,x).
L(T(x,y),y,z / y) != u | z \ ((z / y) * (x * y)) = u.
x \ ((x / y) * ((y \ 1) * y)) = T(x \ (x / y),y).
x * T(x \ (x / y),z) = (x / y) * (y * T(y \ 1,z)).
(x / y) * (y * T(y \ 1,z)) = x * T(x \ (x / y),z).
x \ ((x / y) * K(y \ 1,y)) = T(x \ (x / y),y).
T(x * y,y \ 1) = (y \ 1) \ R(x,y,y \ 1).
(x \ 1) \ R(y,x,x \ 1) = T(y * x,x \ 1).
L(T(x \ y,z),x,1 / x) != u | T((1 / x) * y,z) = u.
T((1 / x) * y,x) = (1 / x) * ((x \ y) * x).
(1 / x) * ((x \ y) * x) = T((1 / x) * y,x).
T((1 / x) * y,x) != (1 / x) * z | (x \ y) * x = z.
L(R(x,y,K(y,L(x,z,u))),z,u) \ (y * L(x,z,u)) = y * K(y,L(x,z,u)).
R((x \ 1) * x,K(x,x \ 1),y) \ y = K(x,x \ 1) * y.
R(x,T(y,x),T(z,y * x)) \ (z * (y * x)) = T(y,x) * T(z,y * x).
(x * (y * (z \ 1))) / x = R((x * (y / z)) / x,z,z \ 1).
R((x * (y / z)) / x,z,z \ 1) = (x * (y * (z \ 1))) / x.
R(x / y,y,y \ 1) != z | x * (y \ 1) = z.
(x * (y / x)) * (x \ 1) = (x * (y * (x \ 1))) / x.
(x * (y * (x \ 1))) / x = (x * (y / x)) * (x \ 1).
T(R(x / y,y,T(z,y)),z * y) = (z * y) \ (x * T(z,y)).
R((x * y) / x,x,T(y,x)) = ((y * x) * y) / (y * x).
T(R(x,y,z),u) != w | R(T(x,u),y,z) = w.
R(T(x / y,z * y),y,T(z,y)) = (z * y) \ (x * T(z,y)).
R(T((x * y) / x,y * x),x,T(y,x)) = (y * x) \ ((y * x) * y).
R(L(x,y,x),y,T(x,y)) = (x * y) \ ((x * y) * x).
R(L(x,y,z),u,w) != v5 | L(R(x,u,w),y,z) = v5.
L(R(x,y,T(x,y)),y,x) = (x * y) \ ((x * y) * x).
(x * y) \ ((x * y) * x) != z | R(L(x,y,x),y,T(x,y)) = z.
R(L(x,y,x),y,T(x,y)) = x.
(x * y) \ ((x * y) * x) != z | L(R(x,y,T(x,y)),y,x) = z.
L(R(x,y,T(x,y)),y,x) = x.
L(x,y,z) != (z * y) \ (u * z) | y \ T(u,z) = x.
x \ T(y * x,y) = R(y,x,T(y,x)).
T(T(x * y,x) / y,y) = R(x,y,T(x,y)).
T(x,y) != R(z,y,T(z,y)) | ((z * y) * z) / (z * y) = x.
((x * y) * x) / (x * y) = T(x * y,x) / y.
((x * y) * x) / (x * y) != z | R((y * x) / y,y,T(x,y)) = z.
R((x * y) / x,x,T(y,x)) = T(y * x,y) / x.
(x * y) / x = L((x * R(y,z,T(y,z))) / x,z,y).
L((x * R(y,z,T(y,z))) / x,z,y) = (x * y) / x.
L(R((x * y) / x,z,T(y,z)),z,y) = (x * y) / x.
R(T(x / (y / z),u),y / z,z) = T((x * z) / y,u).
R(L(x,y,(y * x) / y),y,z) = T(((y * x) * z) / (y * z),y * x).
L(R(x,y,z),y,(y * x) / y) = T(((y * x) * z) / (y * z),y * x).
T(((x * y) * z) / (x * z),x * y) != u | R(L(y,x,(x * y) / x),x,z) = u.
R(L(x,y,(y * x) / y),y,x) = x.
T(((x * y) * z) / (x * z),x * y) != u | L(R(y,x,z),x,(x * y) / x) = u.
L(R(x,y,x),y,(y * x) / y) = x.
L(R(x,y,y \ 1),y,(y * x) / y) = T((y * x) * (y \ 1),y * x).
((x * y) / x) \ (y * (x * y)) = x * T(R(y,x,y),x * y).
((x * y) / x) \ (y * (x * y)) = x * R(T(y,x * y),x,y).
x * R(T(y,x * y),x,y) != z | ((x * y) / x) \ (y * (x * y)) = z.
((x * y) / x) \ (y * (x * y)) = y * x.
((L(x,y,z) \ x) / x) \ ((L(x,y,z) \ 1) * (x * (L(x,y,z) \ 1))) = (L(x,y,z) \ 1) * x.
R((x * (y \ z)) / z,u,w) * z = (R(x / y,u,w) * y) * (y \ z).
L((x * (y \ z)) / z,u,w) * z = (L(x / y,u,w) * y) * (y \ z).
x * R(x \ (y * (z \ x)),u,w) = (R(y / z,u,w) * z) * (z \ x).
(R(x / y,z,u) * y) * (y \ w) = w * R(w \ (x * (y \ w)),z,u).
(x * R(x \ y,z,u)) * (x \ w) = w * R(w \ (y * (x \ w)),z,u).
x * L(x \ (y * (z \ x)),u,w) = (L(y / z,u,w) * z) * (z \ x).
(L(x / y,z,u) * y) * (y \ w) = w * L(w \ (x * (y \ w)),z,u).
(x * L(x \ y,z,u)) * (x \ w) = w * L(w \ (y * (x \ w)),z,u).
T((x * y) / (R(z,x,y) * (x * y)),R(z,x,y)) * ((z * x) * y) = ((R(z,x,y) \ 1) * R(z,x,y)) * (x * y).
T((x * y) / ((z * x) * y),R(z,x,y)) * ((z * x) * y) = ((R(z,x,y) \ 1) * R(z,x,y)) * (x * y).
((x * y) * z) * T(((x * y) * z) \ (y * z),R(x,y,z)) = ((R(x,y,z) \ 1) * R(x,y,z)) * (y * z).
((x * y) * z) * T(((x * y) * z) \ (y * z),R(x,y,z)) = K(R(x,y,z) \ 1,R(x,y,z)) * (y * z).
((x * y) * T((x * y) \ y,R(x,y,z))) * z = K(R(x,y,z) \ 1,R(x,y,z)) * (y * z).
K(R(x,y,z) \ 1,R(x,y,z)) * (y * z) = ((x * y) * T((x * y) \ y,R(x,y,z))) * z.
K(R(x,y,z) \ 1,R(x,y,z)) * (y * z) = (x * (y * T(y \ (x \ y),R(x,y,z)))) * z.
K(R(x,y,z) \ 1,R(x,y,z)) * (y * z) = ((x * T(x \ 1,R(x,y,z))) * y) * z.
x * y != z * L(y,u,w) | (z / y) * L(y,u,w) = x.
(R(x,L(y,z,u) / y,y) / y) * L(y,z,u) = x * (L(y,z,u) / y).
T((x * y) / z,u) * z = (T(x / (z / y),u) * (z / y)) * y.
(T(x / (y / z),u) * (y / z)) * z = T((x * z) / y,u) * y.
((x / y) * T((x / y) \ z,u)) * y = T((z * y) / x,u) * x.
T((x * y) / z,u) * z != w | ((z / y) * T((z / y) \ x,u)) * y = w.
((x / y) * T((x / y) \ z,u)) * y = x * T(x \ (z * y),u).
(x * T(x \ (y * z),u)) / z = (x / z) * T((x / z) \ y,u).
(((x / y) \ z) * (x / y)) * y = x * T(x \ (z * y),x / y).
K((x / y) \ 1,x / y) * y = x * T(x \ (1 * y),x / y).
K((x / y) \ 1,x / y) * y = x * T(x \ y,x / y).
(K(x,y) * (z * u)) \ (u * (K(x,y) * z)) != w | K(u,K(x,y) * z) = w.
K(K(x,y),K(x,y) * z) = (z * K(x,y)) \ (K(x,y) * z).
(x * K(y,z)) \ (K(y,z) * x) = K(K(y,z),K(y,z) * x).
(K(x,y) * z) * R((K(x,y) * z) \ u,w,v5) = z * R(z \ u,w,v5).
K(K(x,y),z) = K(K(x,y),K(x,y) * z).
K(K(x,y),K(x,y) * z) = K(K(x,y),z).
K(K(x,y),z) = K(K(x,y),K(x,y) \ z).
K(K(x,y),K(x,y) \ z) = K(K(x,y),z).
(x * y) * R((x * y) \ (x * z),u,w) = x * (y * R(y \ z,u,w)).
(x * y) * R((x * y) \ x,z,u) = x * (y * R(y \ 1,z,u)).
(x * y) * R((x * y) \ z,u,w) = x * (y * R(y \ (x \ z),u,w)).
(x * y) * R((x * y) \ (z * y),u,w) != v5 | (x * R(x \ z,u,w)) * y = v5.
(x * R(x \ y,z,u)) * w = x * (w * R(w \ (x \ (y * w)),z,u)).
x * (y * R(y \ (x \ (z * y)),u,w)) = (x * R(x \ z,u,w)) * y.
(T(x,y) * z) * R((z * T(T(x,z),y)) \ u,w,v5) = z * (T(T(x,z),y) * R(T(T(x,z),y) \ (z \ u),w,v5)).
x * (T(T(y,x),z) * R(T(T(y,x),z) \ (x \ u),w,v5)) = (T(y,z) * x) * R((x * T(T(y,x),z)) \ u,w,v5).
T(x,x \ y) * z != u | ((x \ y) \ y) * z = u.
((x \ y) \ y) * (z * R(z \ (T(x,x \ y) \ (u * z)),w,v5)) = (T(x,x \ y) * R(T(x,x \ y) \ u,w,v5)) * z.
x * (T(T(y,x),z) * R(T(T(y,x),z) \ (x \ u),w,v5)) = (T(y,z) * x) * R((T(y,z) * x) \ u,w,v5).
(T(x,y) * z) * R((T(x,y) * z) \ u,w,v5) != v6 | z * (T(T(x,z),y) * R(T(T(x,z),y) \ (z \ u),w,v5)) = v6.
x * (T(T(y,x),z) * R(T(T(y,x),z) \ (x \ u),w,v5)) = T(y,z) * (x * R(x \ (T(y,z) \ u),w,v5)).
(x * y) * R((y * T(x,y)) \ y,z,u) = y * (T(x,y) * R(T(x,y) \ 1,z,u)).
(x * y) * R((x * y) \ y,z,u) = y * (T(x,y) * R(T(x,y) \ 1,z,u)).
x * (T(y,x) * R(T(y,x) \ 1,z,u)) = (y * x) * R((y * x) \ x,z,u).
(x * y) * R((x * y) \ y,z,u) != w | y * (T(x,y) * R(T(x,y) \ 1,z,u)) = w.
x * (T(y,x) * R(T(y,x) \ 1,z,u)) = (y * R(y \ 1,z,u)) * x.
T(x * R(x \ 1,y,z),u) = T(x,u) * R(T(x,u) \ 1,y,z).
T(x,y) * R(T(x,y) \ 1,z,u) = T(x * R(x \ 1,z,u),y).
(x \ y) * R(T(y / x,x) \ 1,z,u) = T((y / x) * R((y / x) \ 1,z,u),x).
(x \ y) * R((x \ y) \ 1,z,u) = T((y / x) * R((y / x) \ 1,z,u),x).
T((x / y) * R((x / y) \ 1,z,u),y) = (y \ x) * R((y \ x) \ 1,z,u).
T((x \ y) * R((x \ y) \ 1,z,u),w) = T(T((y / x) * R((y / x) \ 1,z,u),w),x).
T(T((x / y) * R((x / y) \ 1,z,u),w),y) = T((y \ x) * R((y \ x) \ 1,z,u),w).
x \ ((x / y) * ((y \ z) * y)) = T(((x / y) * y) \ ((x / y) * z),y).
T(((x / y) * y) \ ((x / y) * z),y) = x \ ((x / y) * ((y \ z) * y)).
T(x \ ((x / y) * z),y) = x \ ((x / y) * ((y \ z) * y)).
x \ ((x / y) * ((y \ z) * y)) = T(x \ ((x / y) * z),y).
x \ ((x / y) * ((y \ T(y,z)) * y)) = T(K(z \ (z / (x \ (x / y))),z),y).
T(K(x \ (x / (y \ (y / z))),x),z) = y \ ((y / z) * ((z \ T(z,x)) * z)).
(K(x,y) * (z * u)) \ ((K(x,y) * z) * (u * w)) = L(w,L(u,z,K(x,y)),K(x,y) * z).
(K(x,y) * (z * u)) \ (K(x,y) * (z * (u * w))) = L(w,L(u,z,K(x,y)),K(x,y) * z).
(x * (y * z)) \ (x * (y * (z * u))) != w | L(L(u,z,y),y * z,x) = w.
L(L(x,y,z),z * y,K(u,w)) = L(x,L(y,z,K(u,w)),K(u,w) * z).
L(x,y,z) = L(x,L(y,z,K(u,w)),K(u,w) * z).
L(x,L(y,z,K(u,w)),K(u,w) * z) = L(x,y,z).
L(x,y,K(z,u) * w) = L(x,y,w).
x * K(x \ 1,x) = L(x,x \ 1,x).
K(x,y) \ z = 1 / (z \ K(x,y)).
1 / (x \ K(y,z)) = K(y,z) \ x.
R(K(x \ 1,x),K(x,x \ 1),y) \ y = K(x,x \ 1) * y.
K(x \ 1,x) \ y = K(x,x \ 1) * y.
K(x,x \ 1) \ y = K(x \ 1,x) * y.
K(x \ 1,x) * (K(x,x \ 1) * y) = y.
K(x,x \ 1) * y != z | K(x \ 1,x) * z = y.
K(x \ 1,x) * R(K(x,x \ 1) * x,y,z) = ((x \ 1) * R((x \ 1) \ 1,y,z)) * x.
K(x \ 1,x) * T(K(x,x \ 1) * y,z) = (x \ T(x * (y / x),z)) * x.
K(x \ 1,x) * R(K(x,x \ 1) * x,y,z) = (R(x,y,z) * (x \ 1)) * x.
K(x,y) * R(z,u,w) != v5 | R(K(x,y) * z,u,w) = v5.
R(K(x \ 1,x) * (K(x,x \ 1) * x),y,z) = (R(x,y,z) * (x \ 1)) * x.
x / (K(y \ 1,y) * x) = K(y,y \ 1).
K(x \ 1,x) * y != z | K(x,x \ 1) \ y = z.
K(x,x \ 1) \ 1 = K(x \ 1,x).
K(x \ 1,x) * y != z | K(x,x \ 1) * z = y.
R(x,y,z) = (R(x,y,z) * (x \ 1)) * x.
(R(x,y,z) * (x \ 1)) * x = R(x,y,z).
(x \ R(x,y,z)) * x = R(x,y,z).
R(x,y,z) / x = x \ R(x,y,z).
x * (R(x,y,z) / x) = R(x,y,z).
R(x,y,z) / x != u | (1 / x) * R(x,y,z) = u.
(1 / x) * R(x,y,z) = x \ R(x,y,z).
x \ R(x,y,z) != u | (1 / x) * R(x,y,z) = u.
(1 / x) * R(x,y,z) = R(x,y,z) * (x \ 1).
R(x,y,z) * (x \ 1) = (1 / x) * R(x,y,z).
T(1 / x,R(x,y,z)) = x \ 1.
T(x,R(x \ 1,y,z)) = (x \ 1) \ 1.
T(1 / x,R((1 / x) \ 1,y,z)) = x \ 1.
(1 / x) \ (x \ 1) = x * T(x \ 1,R((1 / x) \ 1,y,z)).
x * T(x \ 1,R((1 / x) \ 1,y,z)) = (1 / x) \ (x \ 1).
T(x / y,y) != z | y \ x = z.
R(x,T(1 / x,y),x) = T(x,(x * T(x \ 1,y)) / x).
T(x,(x * T(x \ 1,y)) / x) = R(x,T(1 / x,y),x).
(K((x / y) \ 1,x / y) * y) / x = T(y / x,x / y).
T(x,y) != z | y \ (x * y) = z.
T(x,T(1 / x,y)) = R(x,T(1 / x,y),x).
R(x,T(1 / x,y),x) = T(x,T(1 / x,y)).
(K(x,y) * z) / u != w | K(x,y) * (z / u) = w.
K((x / y) \ 1,x / y) * (y / x) = T(y / x,x / y).
x * T(x \ y,x / y) != z | K((x / y) \ 1,x / y) * y = z.
K((x / (y * x)) \ 1,x / (y * x)) * (y * x) = T(y,x / (y * x)) * x.
x * T(x \ (y * x),z) != u | y * (T(y,z) * (y \ x)) = u.
x * (T(x,y) * (x \ z)) = T(x,y) * z.
x \ (T(x,y) * z) = T(x,y) * (x \ z).
x * (T(x,y) * z) = T(x,y) * (x * z).
T(x,y) * (x * z) = x * (T(x,y) * z).
x * (T(x,y) * T(z,x)) = T(x,y) * (z * x).
(x / y) * (T(x / y,z) * y) = T(x / y,z) * x.
(x / y) * (y * T(y \ x,z)) = T(x / y,z) * x.
T(x,y) \ (x * z) = x * (T(x,y) \ z).
T(x,y) \ x = x * (T(x,y) \ 1).
x * (T(x,y) \ 1) = T(x,y) \ x.
(x \ y) * ((y / x) * z) = (y / x) * (T(y / x,x) * z).
(x / y) * (T(x / y,y) * z) = (y \ x) * ((x / y) * z).
x \ (T(x,y) \ x) = T(x,y) \ 1.
x * y != z | T(z / x,x) = y.
T((T(x,y) \ x) / x,x) = T(x,y) \ 1.
(1 / x) * ((T(x,y) \ 1) * x) = T((1 / x) * (T(x,y) \ x),x).
T((1 / x) * (T(x,y) \ x),x) = (1 / x) * ((T(x,y) \ 1) * x).
((x * y) / x) * (y * z) = (x \ (x * y)) * (((x * y) / x) * z).
(x \ (x * y)) * (((x * y) / x) * z) = ((x * y) / x) * (y * z).
(x / y) * ((y \ x) * z) = (y \ x) * ((x / y) * z).
x * (((y * x) / y) * z) = ((y * x) / y) * (x * z).
((x * y) / x) * (y * z) = y * (((x * y) / x) * z).
((x * y) / x) * z = y * (((x * y) / x) * (y \ z)).
x * (((y * x) / y) * (x \ z)) = ((y * x) / y) * z.
x \ ((y * x) / y) = ((y * x) / y) * (x \ 1).
((x * y) / x) * (y \ 1) = y \ ((x * y) / x).
((x * y) / x) \ y = y * (((x * y) / x) \ 1).
x * (((y * x) / y) \ 1) = ((y * x) / y) \ x.
x \ (((y * x) / y) \ x) = ((y * x) / y) \ 1.
((x * y) / x) \ (y \ ((x * y) / x)) = y \ 1.
(x / (x / y)) \ (y \ (((x / y) * y) / (x / y))) = y \ 1.
(x / (x / y)) \ (y \ (x / (x / y))) = y \ 1.
(x / y) * z = (y \ x) * ((x / y) * ((y \ x) \ z)).
(x \ y) * ((y / x) * ((x \ y) \ z)) = (y / x) * z.
(x \ y) \ ((y / x) * z) = (y / x) * ((x \ y) \ z).
(x \ y) \ (y / x) = (y / x) * ((x \ y) \ 1).
(x / y) * ((y \ x) \ 1) = (y \ x) \ (x / y).
(x \ y) * (((x \ y) \ (y / x)) / (y / x)) = x \ (y * (((y / x) * (y \ x)) / (y / x))).
x \ (y * (((y / x) * (y \ x)) / (y / x))) = (x \ y) * (((x \ y) \ (y / x)) / (y / x)).
(x / y) * z != (y \ x) * u | (x / y) * ((y \ x) \ z) = u.
(x \ y) * z != (y / x) * u | (y / x) * ((x \ y) \ u) = z.
(x \ y) \ z = (y / x) * ((x \ y) \ ((y / x) \ z)).
(x / y) * ((y \ x) \ ((x / y) \ z)) = (y \ x) \ z.
(x / y) \ ((y \ x) \ z) = (y \ x) \ ((x / y) \ z).
((x * y) / x) \ (y \ z) = (x \ (x * y)) \ (((x * y) / x) \ z).
(x \ (x * y)) \ (((x * y) / x) \ z) = ((x * y) / x) \ (y \ z).
x \ (((y * x) / y) \ z) = ((y * x) / y) \ (x \ z).
((x * y) / x) \ (y \ z) = y \ (((x * y) / x) \ z).
(x \ (x * y)) \ 1 = ((x * y) / x) \ (y \ ((x * y) / x)).
((x * y) / x) \ (y \ ((x * y) / x)) = (x \ (x * y)) \ 1.
(x * (y * T(y \ 1,x))) \ (x \ ((L(y \ 1,y,x) * x) / L(y \ 1,y,x))) = (L(y \ 1,y,x) \ (L(y \ 1,y,x) * x)) \ 1.
(x * (y * T(y \ 1,x))) \ (x \ (x * (y * T(y \ 1,x)))) = (L(y \ 1,y,x) \ (L(y \ 1,y,x) * x)) \ 1.
(x * (y * T(y \ 1,x))) \ (y * T(y \ 1,x)) = (L(y \ 1,y,x) \ (L(y \ 1,y,x) * x)) \ 1.
(L(x \ 1,x,y) \ (L(x \ 1,x,y) * y)) \ 1 = (y * (x * T(x \ 1,y))) \ (x * T(x \ 1,y)).
x \ 1 = (x * (y * T(y \ 1,x))) \ (y * T(y \ 1,x)).
(x * (y * T(y \ 1,x))) \ (y * T(y \ 1,x)) = x \ 1.
(x * K(y,x)) \ (L(y \ 1,y,x) * T(L(y \ 1,y,x) \ 1,x)) = x \ 1.
(x * K(y,x)) \ K(y,x) = x \ 1.
x \ K(y,z) != u \ 1 | K(y,z) * u = x.
K(x,y) * y = y * K(x,y).
T(x,K(y,x)) = x.
(x * K(y,x)) / x = K(y,x).
(x * K(y,x)) * z = K(y,x) * (x * z).
((x * K(y,z)) * z) \ ((x * (z * K(y,z))) * z) = L(z,K(y,z),x).
L(x,y,z * K(u,z)) = L(x,y,z).
K(x,y) * T(y,z) = T(y,z) * K(x,y).
T(x,y * T(y \ 1,x)) = x.
T(x,x \ ((y * x) / y)) = x.
((x * y) / x) / y = y \ ((x * y) / x).
T(T(x,y),T(x,y) \ x) = T(x,y).
((x * y) / x) / y != z | (1 / y) * ((x * y) / x) = z.
(1 / x) * ((y * x) / y) = x \ ((y * x) / y).
(1 / x) \ (x \ ((y * x) / y)) = (y * x) / y.
(x * y) / x != z | (1 / y) \ (y \ ((x * y) / x)) = z.
(1 / x) \ (x \ ((L(y \ 1,y,x) * x) / L(y \ 1,y,x))) = x * (y * T(y \ 1,x)).
(1 / x) \ (x \ (x * (y * T(y \ 1,x)))) = x * (y * T(y \ 1,x)).
(1 / x) \ (y * T(y \ 1,x)) = x * (y * T(y \ 1,x)).
T(x,x \ y) != z | (x \ y) \ y = z.
(T(x,y) \ x) \ x = T(x,y).
x / T(x,y) = T(x,y) \ x.
(T(x,y) \ x) * T(x,y) = x.
(T(x,y) \ x) / x = 1 / T(x,y).
T(1 / T(x,y),x) = T(x,y) \ 1.
x != y * T(x,z) | T(x,z) \ x = y.
x * T(y,z) != y | T(y,z) \ y = x.
(x * T(x \ 1,y)) * y = y * (x * T(x \ 1,y)).
T(x,x \ y) * (z * T(z \ 1,x)) = (z * T(z \ 1,x)) * ((T(x,z * T(z \ 1,x)) \ y) \ y).
(x * T(x \ 1,y)) * ((T(y,x * T(x \ 1,y)) \ z) \ z) = T(y,y \ z) * (x * T(x \ 1,y)).
(x * T(x \ 1,y)) * ((y \ z) \ z) = T(y,y \ z) * (x * T(x \ 1,y)).
T(x,x \ y) * (z * T(z \ 1,x)) = (z * T(z \ 1,x)) * ((x \ y) \ y).
(x * T(x \ 1,y)) * z != y * (x * T(x \ 1,y)) | z = y.
((x * y) / x) \ (y \ (x * y)) = y \ x.
((x * y) / x) \ T(x,y) = y \ x.
((x * y) / x) * (y \ x) = T(x,y).
(x / y) * ((y \ x) \ y) = T(y,y \ x).
((x * (x / y)) / x) * y = T(x,x / y).
x * ((y * (x \ y)) / y) = T(y,y / x).
(x / y) * ((x * y) / x) = T(x,x / (x / y)).
(x / T(y,x)) * y = T(x,x / (x / T(y,x))).
T(x,x / (x / T(y,x))) = (x / T(y,x)) * y.
x * K(x \ (x / T(x,y)),x) = T(x,y) * ((T(x,y) \ 1) * x).
T(x,y) * ((T(x,y) \ 1) * x) = x * K(x \ (x / T(x,y)),x).
x * ((x \ 1) * y) != z | L(y,x \ 1,x) = z.
L(x,T(x,y) \ 1,T(x,y)) = x * K(x \ (x / T(x,y)),x).
R(x,x \ 1,x) = T(x,x \ 1).
1 / x = K(x \ 1,x) \ (x \ 1).
K(x \ 1,x) \ (x \ 1) = 1 / x.
R(x \ 1,x,x \ 1) = K(x \ 1,x) * (x \ 1).
K(x \ 1,x) * (x \ 1) = R(x \ 1,x,x \ 1).
R((x / y) \ 1,x / y,y) = (K((x / y) \ 1,x / y) * y) / x.
(K((x / y) \ 1,x / y) * y) / x = R((x / y) \ 1,x / y,y).
1 / (1 / x) = K(x,1 / x) \ x.
K(x,1 / x) \ x = 1 / (1 / x).
x * ((1 / x) * T((1 / x) \ 1,y)) = K(x,1 / x) * T(K(x,1 / x) \ (K(x,1 / x) / (1 / x)),y).
K(x,1 / x) * T(K(x,1 / x) \ (K(x,1 / x) / (1 / x)),y) = x * ((1 / x) * T((1 / x) \ 1,y)).
K(x,y) = K(z \ (z * x),y).
K(x \ (x * y),z) = K(y,z).
L(x,x \ 1,x) / x = K(x \ 1,x).
K((x / y) \ x,z) = K(y,z).
x \ (x * y) = L(y,1,x).
x = L(x,1,y).
L(x,1,y) = x.
((x * 1) * y) / y != z | x = z.
x = R(x,1,y).
R(x,1,y) = x.
(R(x,K(y \ 1,y),y) / y) * L(y,y \ 1,y) = x * (L(y,y \ 1,y) / y).
T(x,x \ 1) != y | R(x,x \ 1,x) = y.
R(x,x \ 1,x) = (x \ 1) \ 1.
R(T(x,x \ 1),y,z) * K(x \ 1,x) = (R(x,y,z) * (x \ 1)) * x.
T(1 / x,T(x,x \ 1)) = x \ 1.
(R(x,y,z) * (x \ 1)) * x != u | R(T(x,x \ 1),y,z) * K(x \ 1,x) = u.
R(T(x,x \ 1),y,z) * K(x \ 1,x) = R(x,y,z).
R((x \ 1) \ 1,y,z) * K(x \ 1,x) = R(x,y,z).
R(R((x \ 1) \ 1,y,z),K(x \ 1,x) * (R(x,y,z) \ u),a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u)) \ u = (K(x \ 1,x) * ((R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u)) * a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u).
x \ y = T(x,z) * (x \ (T(x,z) \ y)).
T(x,y) * (x \ (T(x,y) \ z)) = x \ z.
K(x,1 / x) * T(K(x,1 / x) \ (K(x,1 / x) / (1 / x)),y) = x * (T(x,y) / x).
K(x,1 / x) * T(1 / (1 / x),y) = x * (T(x,y) / x).
(K((x / (y * x)) \ 1,x / (y * x)) * (y * x)) / x = R((x / (y * x)) \ 1,R(1 / y,y,x),y * x).
R((x / (y * x)) \ 1,R(1 / y,y,x),y * x) = (K((x / (y * x)) \ 1,x / (y * x)) * (y * x)) / x.
(K((x / (y * x)) \ 1,x / (y * x)) * (y * x)) / x != z | R((x / (y * x)) \ 1,R(1 / y,y,x),y * x) = z.
R((x / (y * x)) \ 1,R(1 / y,y,x),y * x) = T((y * x) / x,x / (y * x)).
R((x / (y * x)) \ 1,R(1 / y,y,x),y * x) = T(y,x / (y * x)).
T(x / (y * x),T(y,x / (y * x))) = ((x / (y * x)) \ 1) \ 1.
K(x \ 1,x) \ y != z | K(x,x \ 1) * y = z.
K(x,x \ 1) * (x \ 1) = 1 / x.
(1 / x) * y = K(x,x \ 1) * ((x \ 1) * y).
K(x,x \ 1) * ((x \ 1) * y) = (1 / x) * y.
K(x,x \ 1) * R(x \ 1,y,z) = R(1 / x,y,z).
R(1 / x,y,z) * u = K(x,x \ 1) * (R(x \ 1,y,z) * u).
K(x,x \ 1) * (R(x \ 1,y,z) * u) = R(1 / x,y,z) * u.
(1 / x) * ((x \ 1) \ y) = K(x,x \ 1) * y.
L(x,y,1 / z) = L(x,y,z \ 1).
L(x \ y,x,1 / x) != z | (1 / x) * y = z.
(1 / x) * y = L(x \ y,x,x \ 1).
L(x \ y,x,x \ 1) = (1 / x) * y.
L(T(x,y) \ z,T(x,y),y) != u | (x * y) \ (y * z) = u.
(x * (1 / y)) \ ((1 / y) * z) = L(T(x,1 / y) \ z,T(x,1 / y),y \ 1).
L(T(x,1 / y) \ z,T(x,1 / y),y \ 1) = (x * (1 / y)) \ ((1 / y) * z).
(1 / x) * y != z | L(x \ y,x,x \ 1) = z.
L(x \ 1,x,x \ 1) = 1 / x.
L(x,y,y \ 1) = (1 / y) * (y * x).
(1 / x) * (x * y) = L(y,x,x \ 1).
L(T(x,y) \ 1,x,x \ 1) = (1 / x) * (T(x,y) \ x).
x * (y * L(y \ (x \ y),x,x \ 1)) = (x * (1 / x)) * y.
(x * (1 / x)) * (x \ y) = y * L(y \ (1 * (x \ y)),x,x \ 1).
x * L(x \ (1 * (y \ x)),y,y \ 1) = (y * (1 / y)) * (y \ x).
L(x \ y,x,x \ 1) != z | (1 / x) * y = z.
x * L(x \ (1 * (y \ x)),y,y \ 1) = K(y,1 / y) * (y \ x).
x * L(x \ (y \ x),y,y \ 1) = K(y,1 / y) * (y \ x).
x * (K(x,1 / x) * (x \ y)) = (x * (1 / x)) * y.
x * (K(x,1 / x) * (x \ y)) = K(x,1 / x) * y.
R(1 / x,y,z) * u != K(x,x \ 1) * w | R(x \ 1,y,z) * u = w.
K(x,x \ 1) * y != R(1 / x,z,u) * w | R(x \ 1,z,u) * w = y.
K(x \ 1,x) * R(1 / x,y,z) = R(x \ 1,y,z).
R(x \ 1,y,z) / R(1 / x,y,z) = K(x \ 1,x).
(x / y) * ((y \ x) \ y) != z | T(y,y \ x) = z.
T(x,x \ 1) = K(x,x \ 1) * x.
K(x,x \ 1) * x = T(x,x \ 1).
(x / y) * ((y \ x) \ ((x / y) \ z)) != u | (y \ x) \ z = u.
(x \ 1) \ y = K(x,x \ 1) * ((1 / x) \ y).
K(x,x \ 1) * ((1 / x) \ y) = (x \ 1) \ y.
(x \ 1) * (K(x,x \ 1) * y) = (1 / x) * y.
T(x,x \ 1) * y = K(x,x \ 1) * (x * y).
K(x,x \ 1) * (x * y) = T(x,x \ 1) * y.
K(x,x \ 1) * (y * x) = T(x,x \ 1) * T(y,x).
T(x,x \ 1) * T(y,x) = K(x,x \ 1) * (y * x).
T(x,x \ 1) * y != z | K(x,x \ 1) * (x * y) = z.
K(x,x \ 1) * (x * y) = ((x \ 1) \ 1) * y.
K(x,x \ 1) * L(y,x \ 1,x) = T(x,x \ 1) * ((x \ 1) * y).
((x \ 1) \ 1) \ K(x,x \ 1) = x \ 1.
L(x,y,K(z,u)) = ((w \ 1) \ 1) \ (K(w,w \ 1) * (w * x)).
(x \ 1) \ y != x | K(x \ 1,x) = y.
K((x \ 1) \ 1,x \ 1) = K(x,x \ 1).
K(x \ 1,x) * ((x \ 1) \ y) = (1 / x) \ y.
K(x \ 1,x) * y = (1 / x) \ ((x \ 1) * y).
(1 / x) \ ((x \ 1) * y) = K(x \ 1,x) * y.
x * (y \ y) != z | x = z.
K(x \ 1,x) = (1 / x) \ (x \ 1).
(1 / x) \ (x \ 1) = K(x \ 1,x).
(1 / x) \ y != z | K(x \ 1,x) * ((x \ 1) \ y) = z.
K(x \ 1,x) * ((x \ 1) \ 1) = x.
(1 / x) * K(x \ 1,x) = x \ 1.
(1 / x) \ (x \ 1) != y | x * T(x \ 1,R((1 / x) \ 1,z,u)) = y.
x * T(x \ 1,R((1 / x) \ 1,y,z)) = K(x \ 1,x).
x * T(x \ 1,R(x,y,z)) = K(x \ 1,x).
K(R(x,y,z) \ 1,R(x,y,z)) * (y * z) = (K(x \ 1,x) * y) * z.
K(x \ 1,x) = K(R(x,y,z) \ 1,R(x,y,z)).
K(R(x,y,z) \ 1,R(x,y,z)) = K(x \ 1,x).
R(x / (1 / y),1 / y,K(y \ 1,y)) = (x * K(y \ 1,y)) / (y \ 1).
x \ (K(x \ 1,x) * y) = ((x \ 1) \ 1) \ y.
x \ (K(x \ 1,x) * y) != z | K(x \ 1,x) * (x \ y) = z.
K(x \ 1,x) * (x \ y) = ((x \ 1) \ 1) \ y.
K(x \ 1,x) = ((x \ 1) \ 1) \ x.
((x \ 1) \ 1) \ x = K(x \ 1,x).
K(x \ 1,x) * y != (((x \ 1) \ 1) \ z) * u | (x \ z) * u = y.
(1 / x) * (K(x \ 1,x) * y) = (x \ 1) * y.
(1 / x) * ((x \ 1) \ (K(x \ 1,x) * y)) = y.
(x \ 1) * ((1 / x) \ y) = K(x \ 1,x) * y.
(1 / x) * y != z | (x \ 1) * (K(x,x \ 1) * y) = z.
(x \ 1) * (K(x,x \ 1) * R((1 / x) \ y,z,u)) = R(y * x,z,u) / x.
(x \ 1) * R(K(x,x \ 1) * ((1 / x) \ y),z,u) = R(y * x,z,u) / x.
(x \ 1) * R((x \ 1) \ y,z,u) = R(y * x,z,u) / x.
(x \ 1) * R((x \ 1) \ y,z,u) != w | x \ R(x * y,z,u) = w.
x \ R(x * y,z,u) = R(y * x,z,u) / x.
R(x * y,z,u) / y = y \ R(y * x,z,u).
(x \ R(x * y,z,u)) * x = R(y * x,z,u).
R(x,y,z) / u = u \ R(u * (x / u),y,z).
x \ R(x * (y / x),z,u) = R(y,z,u) / x.
(x \ R(y,z,u)) * x = R((x \ y) * x,z,u).
R(1 * (x \ 1),x,y) = R(y / (x * y),x,x \ 1).
R(x / (y * x),y,y \ 1) = R(1 * (y \ 1),y,x).
R(x / (y * x),y,y \ 1) = R(y \ 1,y,x).
R(x / y,y / x,(y / x) \ 1) = R((y / x) \ 1,y / x,x).
R((x / y) \ 1,x / y,y) != z | R(y / x,x / y,(x / y) \ 1) = z.
R(x / y,y / x,(y / x) \ 1) = T((1 * x) / y,y / x).
R(x / y,y / x,(y / x) \ 1) = T(x / y,y / x).
T((x \ y) / (x * (x \ y)),z) * y = (T(1 / x,z) * x) * (x \ y).
R(x \ 1,x,y) = T(y / (x * y),T(x,x \ 1)).
T(x / (y * x),T(y,y \ 1)) = R(y \ 1,y,x).
T((x \ y) / y,z) * y = (T(1 / x,z) * x) * (x \ y).
x * T(x \ (y \ x),z) = (T(1 / y,z) * y) * (y \ x).
(T(1 / x,y) * x) * (x \ z) = z * T(z \ (x \ z),y).
(x * T(x \ 1,y)) * (x \ z) = z * T(z \ (x \ z),y).
x * T(x \ (y \ x),z) != u | (y * T(y \ 1,z)) * (y \ x) = u.
(x * T(x \ 1,y)) * (x \ y) = (y \ (x \ y)) * y.
(x \ (y \ x)) * x = (y * T(y \ 1,x)) * (y \ x).
(L(x,y,z) \ 1) * x = (L(x,y,z) * T(L(x,y,z) \ 1,x)) * (L(x,y,z) \ x).
(L(x,y,z) * T(L(x,y,z) \ 1,x)) * (L(x,y,z) \ x) = (L(x,y,z) \ 1) * x.
(T(x,y) \ 1) * x = (T(x,y) * T(T(x,y) \ 1,x)) * (T(x,y) \ x).
(T(x,y) * T(T(x,y) \ 1,x)) * (T(x,y) \ x) = (T(x,y) \ 1) * x.
T(x * T(x \ 1,x),y) * (T(x,y) \ x) = (T(x,y) \ 1) * x.
T((x \ 1) * x,y) * (T(x,y) \ x) = (T(x,y) \ 1) * x.
T(K(x \ 1,x),y) * (T(x,y) \ x) = (T(x,y) \ 1) * x.
L(x * T(x \ 1,x),y,z) * (L(x,y,z) \ x) = (L(x,y,z) \ 1) * x.
L((x \ 1) * x,y,z) * (L(x,y,z) \ x) = (L(x,y,z) \ 1) * x.
L(K(x \ 1,x),y,z) * (L(x,y,z) \ x) = (L(x,y,z) \ 1) * x.
(x * R(x \ 1,x,x \ y)) \ R(1 / x,x,x \ y) = L(x \ 1,x,(x \ y) / y).
(x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z) = ((x * (y \ z)) * T((x * (y \ z)) \ x,z)) * z.
((x * (y \ z)) * T((x * (y \ z)) \ x,z)) * z = (x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z).
(x * ((y \ z) * T((y \ z) \ 1,z))) * z = (x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z).
(x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z) = (x * ((y \ z) * T((y \ z) \ 1,z))) * z.
(x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z) = (x * (y \ ((z \ y) * z))) * z.
(K(x,y) * (y * x)) / K(x * y,K(K(x,y),y * x)) = K(K(x,y),y * x) * (x * y).
K(x,y) * ((y * x) / K(x * y,K(K(x,y),y * x))) = K(K(x,y),y * x) * (x * y).
R(R(x,y,K(y,x)),z,u) * (y * K(y,x)) = (y * K(y,x)) * R((y * K(y,x)) \ (y * x),z,u).
(x * K(x,y)) * R((x * K(x,y)) \ (x * y),z,u) = R(R(y,x,K(x,y)),z,u) * (x * K(x,y)).
R(R(x,y,K(y,x)),z,u) * (y * K(y,x)) != w | (y * K(y,x)) * R((y * K(y,x)) \ (y * x),z,u) = w.
(x * K(x,y)) * R((x * K(x,y)) \ (x * y),z,u) = (R(y,z,u) * x) * K(x,y).
(x * y) * R((x * y) \ (x * z),u,w) != v5 | x * (y * R(y \ z,u,w)) = v5.
x * (K(x,y) * R(K(x,y) \ y,z,u)) = (R(y,z,u) * x) * K(x,y).
x * R(K(x,y) * (K(x,y) \ y),z,u) = (R(y,z,u) * x) * K(x,y).
x * R(y,z,u) = (R(y,z,u) * x) * K(x,y).
(R(x,y,z) * u) * K(u,x) = u * R(x,y,z).
(x * y) * z != y * x | K(y,x) = z.
K(x,R(y,z,u)) = K(x,y).
K(x,L(R(y,z,u),w,v5)) = K(x,L(y,w,v5)).
K(x,y / (z * u)) = K(x,(y / u) / z).
K(x,(y / z) / u) = K(x,y / (u * z)).
K(x,(y * z) / (u * z)) = K(x,y / u).
K(x,(y * (z * u)) / ((w * z) * u)) = K(x,y / R(w,z,u)).
K(x,T(y * z,u)) = K(x,T(y / (1 / z),u)).
K(x,T(y / (1 / z),u)) = K(x,T(y * z,u)).
K(x,T(y,z)) = K(x,T(y,y * z)).
K(x,T(y,y * z)) = K(x,T(y,z)).
K(x,T(y,y \ z)) = K(x,T(y,z)).
K(x,y * (z \ 1)) = K(x,y / z).
K(x,T((y * z) / (u * z),w)) = K(x,T(y / u,w)).
K(x,T((y * z) / u,w)) = K(x,T(y / (u / z),w)).
K(x,(y * z) / u) = K(x,y / (u / z)).
K(x,y) = K(x,L(y,z,y)).
K(x,L(y,z,y)) = K(x,y).
K(x,(y \ 1) \ 1) = K(x,y).
K(x,y \ 1) = K(x,1 / y).
K(x,1 / y) = K(x,y \ 1).
K(x,y / z) != u | K(x,y * (z \ 1)) = u.
K(x,y * (x \ 1)) = y \ (x * (y / x)).
x * K(y,x * (y \ 1)) = y * (x / y).
K(x,1 / x) != y | x * (1 / x) = y.
x * (1 / x) = K(x,x \ 1).
K(x,x \ 1) * T(1 / (1 / x),y) = x * (T(x,y) / x).
x * (K(x,x \ 1) * (x \ y)) = K(x,1 / x) * y.
K(x,x \ 1) \ x = 1 / (1 / x).
x \ (K(x,x \ 1) * T(1 / (1 / x),y)) = T(x,y) / x.
x * (K(x,x \ 1) * (x \ y)) = K(x,x \ 1) * y.
x * (K(x,x \ 1) * y) = K(x,x \ 1) * (x * y).
K(x,x \ 1) * (x * y) = x * (K(x,x \ 1) * y).
K(x,x \ 1) * (x * y) != z | T(x,x \ 1) * y = z.
T(x,x \ 1) * y = x * (K(x,x \ 1) * y).
x * (K(x,x \ 1) * y) = T(x,x \ 1) * y.
L(x,y,K(z,u)) = ((w \ 1) \ 1) \ (w * (K(w,w \ 1) * x)).
(T(x,x \ 1) * y) / (K(x,x \ 1) * y) = x.
T(x,x \ 1) * y != z | x * (K(x,x \ 1) * y) = z.
(x \ 1) * (K(x \ 1,(x \ 1) \ 1) * L(T(x \ 1,(x \ 1) \ 1) \ y,z,u)) = T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1).
x * ((1 / x) * y) = T(x,x \ 1) * ((x \ 1) * y).
T(x,x \ 1) * ((x \ 1) * y) = x * ((1 / x) * y).
(x \ 1) * (K(x \ 1,x) * L(T(x \ 1,(x \ 1) \ 1) \ y,z,u)) = T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1).
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = (x \ 1) * (K(x \ 1,x) * L(T(x \ 1,(x \ 1) \ 1) \ y,z,u)).
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = (x \ 1) * (K(x \ 1,x) * L((((x \ 1) \ 1) \ 1) \ y,z,u)).
T(x,x \ 1) * ((x \ 1) * y) != z | K(x,x \ 1) * L(y,x \ 1,x) = z.
K(x,x \ 1) * L(y,x \ 1,x) = x * ((1 / x) * y).
x / (1 / (1 / x)) = K(x,x \ 1).
K(x,x \ 1) * (1 / (1 / x)) = x.
x * y = K(x,x \ 1) * ((1 / (1 / x)) * y).
K(x,x \ 1) * ((1 / (1 / x)) * y) = x * y.
x * ((1 / (1 / x)) \ y) = K(x,x \ 1) * y.
x * ((1 / (1 / x)) \ T(y,x)) != z | T(x * ((1 / x) * ((1 / x) \ ((1 / (1 / x)) \ y))),x) = z.
T(x * ((1 / x) * ((1 / x) \ ((1 / (1 / x)) \ y))),x) = K(x,x \ 1) * T(y,x).
x * y != K(x,x \ 1) * z | K(x,x \ 1) * (x \ z) = y.
K(x,x \ 1) * (x \ y) = (1 / (1 / x)) \ y.
T(x * ((1 / (1 / x)) \ y),x) = K(x,x \ 1) * T(y,x).
T(K(x,x \ 1) * y,x) = K(x,x \ 1) * T(y,x).
K(x,x \ 1) * T(y,x) = T(K(x,x \ 1) * y,x).
K(x,x \ 1) * T(y,x) = T((1 / x) * ((x \ 1) \ y),x).
T((1 / x) * ((x \ 1) \ y),x) = K(x,x \ 1) * T(y,x).
K(x,x \ 1) * T(y,x) != z | T((1 / x) * ((x \ 1) \ y),x) = z.
T((1 / x) * ((x \ 1) \ y),x) = (1 / x) * ((x \ 1) \ T(y,x)).
(1 / x) * ((x \ 1) \ T(y,x)) = T((1 / x) * ((x \ 1) \ y),x).
(1 / x) * y != T((1 / x) * z,x) | (x \ z) * x = y.
(x \ ((x \ 1) \ y)) * x = (x \ 1) \ T(y,x).
(x \ y) * x = (x \ 1) \ T((x \ 1) * y,x).
(x \ 1) \ T((x \ 1) * y,x) = (x \ y) * x.
x * ((y \ (x \ ((y \ 1) \ 1))) * y) = (x * T(x \ 1,y)) * ((y \ 1) \ 1).
(x * T(x \ 1,y)) * ((y \ 1) \ 1) = x * ((y \ (x \ ((y \ 1) \ 1))) * y).
K(x \ 1,x) * (x * y) = (1 / (1 / x)) * y.
K(x \ 1,x) * (y * x) = (1 / (1 / x)) * T(y,x).
x * y != K(z,u) * (u * y) | u * K(z,u) = x.
x * K(x \ 1,x) = 1 / (1 / x).
K((x / y) \ 1,x / y) * x = (1 / (1 / (x / y))) * y.
x * K(x \ 1,x) != y | L(x,x \ 1,x) = y.
L(x,x \ 1,x) = 1 / (1 / x).
T(L(x,T(x,y) \ 1,T(x,y)),y) = 1 / (1 / T(x,y)).
K(x,x \ 1) * y != x * ((1 / x) * z) | L(z,1 / x,x) = y.
L(x,1 / y,y) = L(x,y \ 1,y).
L(x,y,y \ 1) = L(x,(y \ 1) \ 1,y \ 1).
L(x,(y \ 1) \ 1,y \ 1) = L(x,y,y \ 1).
(x \ 1) * y = L(((x \ 1) \ 1) \ y,x,x \ 1).
L(((x \ 1) \ 1) \ y,x,x \ 1) = (x \ 1) * y.
T(((x \ 1) \ 1) * ((x \ 1) * 1),y) / T((x \ 1) \ 1,y) = L(1 / T((x \ 1) \ 1,y),x,x \ 1).
T(((x \ 1) \ 1) * (x \ 1),y) / T((x \ 1) \ 1,y) = L(1 / T((x \ 1) \ 1,y),x,x \ 1).
T(K((x \ 1) \ 1,x \ 1),y) / T((x \ 1) \ 1,y) = L(1 / T((x \ 1) \ 1,y),x,x \ 1).
T(K(x,x \ 1),y) / T((x \ 1) \ 1,y) = L(1 / T((x \ 1) \ 1,y),x,x \ 1).
K(x,(y \ z) \ z) = K(x,T(y,z)).
K(x,y \ z) = K(x,T(z / y,z)).
K(x,T(y / z,y)) = K(x,z \ y).
K(x,T(y / z,y)) != u | K(x,z \ y) = u.
K(x,(y * z) \ (u * z)) = K(x,T(u / y,u * z)).
K(x,T(y / z,y * u)) = K(x,(z * u) \ (y * u)).
K(x,T((R(y,z,u) * z) / (y * z),(R(y,z,u) * z) * u)) = K(x,a(R(y,z,u),z,u)).
K(x,T((y * z) / (u * z),w)) != v5 | K(x,T(y / u,w)) = v5.
K(x,T(R(y,z,u) / y,(R(y,z,u) * z) * u)) = K(x,a(R(y,z,u),z,u)).
K(x,T(y \ R(y,z,u),(R(y,z,u) * z) * u)) = K(x,a(R(y,z,u),z,u)).
K(x,L(T(y,y \ z),u,w)) = K(x,L(T(y,z),u,w)).
L(x,y,1 / y) != z | (1 / y) * (y * x) = z.
(1 / x) * (x * R(x \ y,z,u)) = R((1 / x) * y,z,u).
(1 / x) * (x * R(x \ 1,y,z)) = R(1 / x,y,z).
(1 / x) * (((y * z) / (x * z)) * x) = R((1 / x) * y,x,z).
(1 / x) * ((y * (x \ 1)) * x) = R((1 / x) * y,x,x \ 1).
(1 / x) \ R(1 / x,y,z) = x * R(x \ 1,y,z).
(1 / x) * ((y / (x * y)) * x) = R(1 / x,x,y).
x * y != R(x,z,u) | R(x,z,u) / x = y.
R(1 / x,x,y) / (1 / x) = (y / (x * y)) * x.
((x / (y * x)) * y) / R(1 / y,y,x) = 1 / (1 / y).
(x * R(x \ 1,y,z)) * (1 / x) = R(1 / x,y,z).
(x \ 1) * (x * R(x \ 1,y,z)) = K(x \ 1,x) * R(1 / x,y,z).
K(x \ 1,x) * R(1 / x,y,z) = (x \ 1) * (x * R(x \ 1,y,z)).
(x * R(x \ 1,y,z)) \ R(1 / x,y,z) = 1 / x.
(x * R(x \ 1,x,x \ y)) \ R(1 / x,x,x \ y) != z | L(x \ 1,x,(x \ y) / y) = z.
L(x \ 1,x,(x \ y) / y) = 1 / x.
L((x / y) \ 1,x / y,y / x) = 1 / (x / y).
L((x / (y * x)) \ 1,x / (y * x),y) = 1 / (x / (y * x)).
((x / y) * (1 / (x / y))) * y = x * L(x \ (1 * y),x / y,y / x).
x * L(x \ (1 * y),x / y,y / x) = ((x / y) * (1 / (x / y))) * y.
x * L(x \ (1 * y),x / y,y / x) = K(x / y,(x / y) \ 1) * y.
x * L(x \ y,x / y,y / x) = K(x / y,(x / y) \ 1) * y.
x / (1 / (y / (x * y))) = x * (y / (x * y)).
K(x \ 1,x) * R(1 / x,y,z) != u | R(x \ 1,y,z) = u.
R(x \ 1,y,z) = (x \ 1) * (x * R(x \ 1,y,z)).
(x \ 1) * (x * R(x \ 1,y,z)) = R(x \ 1,y,z).
R(x \ 1,y,z) / (x * R(x \ 1,y,z)) = x \ 1.
(L(x,y,z) * (z * y)) \ (x * (z * y)) = a(z,y,T(x,z * y)).
(L(x,y,z) * (z * y)) * a(z,y,T(x,z * y)) = x * (z * y).
((L(x,y,z) * (z * y)) * T(a(z,y,T(x,z * y)),u)) / (z * y) = ((L(x,y,z) * (z * y)) / (z * y)) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u).
((L(x,y,z) * (z * y)) / (z * y)) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u) = ((L(x,y,z) * (z * y)) * T(a(z,y,T(x,z * y)),u)) / (z * y).
x * y != x * z | z = y.
(x / y) \ (x * (y \ 1)) = a(x / y,y,y \ 1).
a(x / y,y,y \ 1) = (x / y) \ (x * (y \ 1)).
x \ R(x,y,y \ 1) = a(x,y,y \ 1).
x \ R(x,y,z) != u | R(x,y,z) / x = u.
R(x,y,y \ 1) / x = a(x,y,y \ 1).
R((x \ 1) / (x * (x \ 1)),y,z) / R(1 / x,y,z) = a(R(1 / x,y,z),x,x \ 1).
R(x \ 1,x,y) / (y / (x * y)) = a(y / (x * y),x,x \ 1).
R(x \ 1,x,y) / (y / (x * y)) != z | K(x \ (x / (1 / (y / (x * y)))),x) = z.
K(x \ (x / (1 / (y / (x * y)))),x) = a(y / (x * y),x,x \ 1).
K(x \ (x * (y / (x * y))),x) = a(y / (x * y),x,x \ 1).
K(x \ (x * y),z) != u | K(y,z) = u.
K(x / (y * x),y) = a(x / (y * x),y,y \ 1).
a(x / (y * x),y,y \ 1) = K(x / (y * x),y).
R(x \ 1,y,z) / R(1 / x,y,z) = a(R(1 / x,y,z),x,x \ 1).
a(R(1 / x,y,z),x,x \ 1) = R(x \ 1,y,z) / R(1 / x,y,z).
R(x \ 1,y,z) / R(1 / x,y,z) != u | a(R(1 / x,y,z),x,x \ 1) = u.
a(R(1 / x,y,z),x,x \ 1) = K(x \ 1,x).
a(x / (y * x),y,y \ 1) = K(y \ 1,y).
a(1 / x,x,x \ 1) = K(x \ 1,x).
a(x / (y * x),y,y \ 1) != z | K(x / (y * x),y) = z.
K(x / (y * x),y) = K(y \ 1,y).
K(1 / x,x) = K(x \ 1,x).
K(x / y,y / x) = K((y / x) \ 1,y / x).
K((x / y) \ 1,x / y) = K(y / x,x / y).
K((x / (y * x)) \ 1,x / (y * x)) != z | ((x / (y * x)) \ 1) * R(1 / y,y,x) = z.
((x / (y * x)) \ 1) * R(1 / y,y,x) = K((y * x) / x,x / (y * x)).
K((x * y) / y,y / (x * y)) = ((y / (x * y)) \ 1) * R(1 / x,x,y).
K(x / y,y / x) * x = y * T(y \ x,y / x).
K(x / y,y / x) \ z = K(y / x,(y / x) \ 1) * z.
K(x / y,(x / y) \ 1) * z = K(y / x,x / y) \ z.
K(x / y,y / x) * (x / y) = T(x / y,y / x).
K(x / y,y / x) * y = (1 / (1 / (y / x))) * x.
K(x,y / (x * y)) = ((y / (x * y)) \ 1) * R(1 / x,x,y).
((x / (y * x)) \ 1) * R(1 / y,y,x) = K(y,x / (y * x)).
T(x / y,y / x) != z * (x / y) | K(x / y,y / x) = z.
L(((x / y) \ (x * (y \ 1))) \ z,a(x / y,y,y \ 1),x / y) = (x * (y \ 1)) \ ((x / y) * z).
L(((1 / x) \ (x \ 1)) \ y,a(1 / x,x,x \ 1),1 / x) = (1 * (x \ 1)) \ ((1 / x) * y).
L(K(x \ 1,x) \ y,a(1 / x,x,x \ 1),1 / x) = (1 * (x \ 1)) \ ((1 / x) * y).
L(K(x \ 1,x) \ ((y * (x \ 1)) * x),a(1 / x,x,x \ 1),1 / x) = (1 * (x \ 1)) \ R((1 / x) * y,x,x \ 1).
(x * y) / y = R(x,y,1).
x = R(x,y,1).
R(x,y,1) = x.
(((x / (y * x)) \ z) * R(1 / y,y,x)) \ z = K(x / (y * x),(x / (y * x)) \ z).
K(x / (y * x),(x / (y * x)) \ z) = (((x / (y * x)) \ z) * R(1 / y,y,x)) \ z.
T(x,K(y,z)) \ x = K(K(y,z),K(y,z) \ x).
K(K(x,y),K(x,y) \ z) = T(z,K(x,y)) \ z.
K(x / (y * x),(x / (y * x)) \ 1) = K(y,x / (y * x)) \ 1.
K(K(x,y),K(x,y) \ z) != u | K(K(x,y),z) = u.
K(K(x,y),z) = T(z,K(x,y)) \ z.
T(x,K(y,z)) \ x = K(K(y,z),x).
K(K(x,y),z) \ z = T(z,K(x,y)).
T(x,K(y,z)) != u | K(K(y,z),x) \ x = u.
K(K(x,y),K(x,y) * z) \ (K(x,y) * z) = z * K(x,y).
K(K(x,y),z) \ (K(x,y) * z) = z * K(x,y).
K(x,y) \ (x * y) != z | T(y * x,K(x,y)) = z.
T(x * K(y,z),K(K(y,z),x)) = x * K(y,z).
K(x * K(y,z),K(K(y,z),x)) = 1.
K(x * y,K(K(x,y),y * x)) = 1.
K(x,y) * ((y * x) / 1) = K(K(x,y),y * x) * (x * y).
K(K(x,y),y * x) * (x * y) = K(x,y) * ((y * x) / 1).
K(K(x,y),y * x) * (x * y) = K(x,y) * (y * x).
x \ (K(y,x) * (x * y)) = T(K(K(y,x),x * y) * y,x).
T(K(K(x,y),y * x) * x,y) = y \ (K(x,y) * (y * x)).
(x \ (K(y,x) * (x * y))) * R(T(K(K(y,x),x * y) * y,x) \ 1,z,u) = T((K(K(y,x),x * y) * y) * R((K(K(y,x),x * y) * y) \ 1,z,u),x).
T((K(K(x,y),y * x) * x) * R((K(K(x,y),y * x) * x) \ 1,z,u),y) = (y \ (K(x,y) * (y * x))) * R(T(K(K(x,y),y * x) * x,y) \ 1,z,u).
T(T(((K(x,y) * (y * x)) / y) * R(((K(x,y) * (y * x)) / y) \ 1,z,u),w),y) = T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w).
T(T((K(x,y) * ((y * x) / y)) * R(((K(x,y) * (y * x)) / y) \ 1,z,u),w),y) = T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w).
T(T((K(x,y) * ((y * x) / y)) * R((K(x,y) * ((y * x) / y)) \ 1,z,u),w),y) = T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w).
T(T(((x * y) / x) * R(((x * y) / x) \ 1,z,u),w),x) = T(T(K(K(y,x),x * y) * y,x) * R((x \ (K(y,x) * (x * y))) \ 1,z,u),w).
T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w) = T(T(((y * x) / y) * R(((y * x) / y) \ 1,z,u),w),y).
T(T(((x * y) / x) * R(((x * y) / x) \ 1,z,u),w),x) != v5 | T(T(K(K(y,x),x * y) * y,x) * R((x \ (K(y,x) * (x * y))) \ 1,z,u),w) = v5.
T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w) = T((y \ (y * x)) * R((y \ (y * x)) \ 1,z,u),w).
T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w) = T(x * R((y \ (y * x)) \ 1,z,u),w).
T(T(K(K(x,y),y * x) * x,y) * R((y \ (K(x,y) * (y * x))) \ 1,z,u),w) = T(x * R(x \ 1,z,u),w).
T((x \ (K(y,x) * (x * y))) * R((x \ (K(y,x) * (x * y))) \ 1,z,u),w) = T(y * R(y \ 1,z,u),w).
T((K(K(x,y),y * x) * x) * R((K(K(x,y),y * x) * x) \ 1,z,u),y) = (y \ (K(x,y) * (y * x))) * R((y \ (K(x,y) * (y * x))) \ 1,z,u).
T(x * R(x \ 1,y,z),u) = (u \ (K(x,u) * (u * x))) * R((u \ (K(x,u) * (u * x))) \ 1,y,z).
(x \ (K(y,x) * (x * y))) * R((x \ (K(y,x) * (x * y))) \ 1,z,u) = T(y * R(y \ 1,z,u),x).
T(T(x * R(x \ 1,y,z),u),w) = T(x * R(x \ 1,y,z),w).
T(x * R(x \ 1,y,z),u) = x * R(x \ 1,y,z).
T(x,y * R(y \ 1,z,u)) = x.
T(x,y \ R(y,z,u)) = x.
T(x,(y / (z * y)) * z) = x.
K(x,y \ R(y,z,u)) = 1.
T(x \ R(x,y,z),u) = x \ R(x,y,z).
K(x,y \ R(y,z,u)) = K(x,a(R(y,z,u),z,u)).
K(x,a(R(y,z,u),z,u)) = K(x,y \ R(y,z,u)).
K(x,y \ R(y,z,u)) != w | K(x,a(R(y,z,u),z,u)) = w.
K(x,a(R(y,z,u),z,u)) = 1.
K(x,a(y / (z * u),z,u)) = 1.
K(x,K(y \ 1,y)) = 1.
T(x,K(y \ 1,y)) = x.
T(K(x,y) * z,K(x,y)) != u | z * K(x,y) = u.
x * K(y \ 1,y) = K(y \ 1,y) * x.
K(x \ 1,x) * y = y * K(x \ 1,x).
T(K(x \ 1,x),y) = K(x \ 1,x).
T(x,K(y,1 / y)) = x.
T(x,K(y,y \ 1)) = x.
T(x,K(y \ 1,R(y,z,u))) = x.
T(x,K(y / z,z / y)) = x.
K(x,x \ 1) * (y * K(x \ 1,x)) = y.
K(x,y) * (z / u) != w | (K(x,y) * z) / u = w.
(K(x \ 1,x) * y) / z = (y / z) * K(x \ 1,x).
R(x \ 1,y,z) = R(1 / x,y,z) * K(x \ 1,x).
R(1 / x,y,z) * K(x \ 1,x) = R(x \ 1,y,z).
K(x \ 1,x) * (x \ 1) != y | R(x \ 1,x,x \ 1) = y.
R(x \ 1,x,x \ 1) = (x \ 1) * K(x \ 1,x).
(x \ 1) * K(x \ 1,x) = R(x \ 1,x,x \ 1).
x * K(y \ 1,y) != z | K(y \ 1,y) * x = z.
K(x \ 1,x) * R(y,x \ 1,x) = (y * (x \ 1)) * x.
(x * K(y \ 1,y)) * z = K(y \ 1,y) * (x * z).
(x * K(y \ 1,y)) / z = K(y \ 1,y) * (x / z).
R(x / y,y,K(z \ 1,z)) = (x * K(z \ 1,z)) / (K(z \ 1,z) * y).
x \ (K((y \ x) \ 1,y \ x) * y) = T(x \ y,y \ x).
K(x,x \ 1) * y = y / K(x \ 1,x).
x / K(y \ 1,y) = K(y,y \ 1) * x.
x \ (K(y,y \ 1) * z) = (x * K(y \ 1,y)) \ z.
(x * K(y \ 1,y)) \ z = x \ (K(y,y \ 1) * z).
x != y | T(x,K(z \ 1,z)) = y.
T(T(x,K(y,y \ 1)),K(z \ 1,z)) = x.
x * K(y,y \ 1) = K(y,y \ 1) * x.
K(x,x \ 1) * y = y * K(x,x \ 1).
T(K(x,x \ 1),y) = K(x,x \ 1).
x \ (K(y,y \ 1) * x) = K(y,y \ 1).
R(x \ 1,y,z) * K(x,x \ 1) = R(1 / x,y,z).
K(x \ 1,x) * (y * K(x,x \ 1)) = y.
K(x,x \ 1) * (y * K(x \ 1,x)) != z | y = z.
x = (x * K(y \ 1,y)) * K(y,y \ 1).
(x * K(y \ 1,y)) * K(y,y \ 1) = x.
K(x,x \ 1) * (x * y) != z | ((x \ 1) \ 1) * y = z.
((x \ 1) \ 1) * y = (x * y) * K(x,x \ 1).
(x * y) * K(x,x \ 1) = ((x \ 1) \ 1) * y.
T(x,x \ 1) * y = (x * y) * K(x,x \ 1).
(x * y) * K(x,x \ 1) = T(x,x \ 1) * y.
K(x,x \ 1) * ((1 / x) \ y) != z | (x \ 1) \ y = z.
(x \ 1) \ y = ((1 / x) \ y) * K(x,x \ 1).
((1 / x) \ y) * K(x,x \ 1) = (x \ 1) \ y.
K(x,x \ 1) * x != y | T(x,x \ 1) = y.
T(x,x \ 1) = x * K(x,x \ 1).
x * K(x,x \ 1) = T(x,x \ 1).
K(x,x \ 1) * y != ((x \ 1) \ 1) * z | x * z = y.
x * K(x,x \ 1) = (x \ 1) \ 1.
R(x,x \ y,K(z,z \ 1)) \ (K(z,z \ 1) * y) = (x \ y) * K(z,z \ 1).
(x * y) * K(z,z \ 1) != u * (K(z,z \ 1) * y) | R(x,y,K(z,z \ 1)) = u.
x = (K(y \ 1,y) * x) * K(y,y \ 1).
(K(x \ 1,x) * y) * K(x,x \ 1) = y.
x \ (K(y \ 1,y) * z) = (x * K(y,y \ 1)) \ z.
(x * K(y,y \ 1)) \ z = x \ (K(y \ 1,y) * z).
K(x,a(y,z,u)) = 1.
T(x,a(y,z,u)) = x.
T(x,K(y,a(z,u,w))) = x.
a(x,y,z) \ (u * a(x,y,z)) = u.
a(x,y,z) \ u = u / a(x,y,z).
x / a(y,z,u) = a(y,z,u) \ x.
(a(x,y,z) \ u) * a(x,y,z) = u.
T(((x * y) * z) / (x * z),x) != u | R(y,x,z) = u.
R(x,a(y,z,u),w) = ((a(y,z,u) * x) * w) / (a(y,z,u) * w).
((a(x,y,z) * u) * w) / (a(x,y,z) * w) = R(u,a(x,y,z),w).
T(a(x,y,z),u) = a(x,y,z).
x != a(y,z,u) \ w | x * a(y,z,u) = w.
a(x,y,z) \ u != w | w * a(x,y,z) = u.
x * (a(y,z,u) * w) = x * (w * a(y,z,u)).
x * ((x * a(a(y,z,u),w,v5)) \ v6) = a(a(y,z,u),w,v5) \ v6.
a(x,y,z) * u = u * a(x,y,z).
x * L(y,a(a(z,u,w),v5,v6),x) = a(a(z,u,w),v5,v6) \ (x * (a(a(z,u,w),v5,v6) * y)).
a(a(x,y,z),u,w) \ (v5 * (a(a(x,y,z),u,w) * v6)) = v5 * L(v6,a(a(x,y,z),u,w),v5).
(a(a(x,y,z),u,w) \ v5) * (a(a(x,y,z),u,w) * v6) = v5 * L(v6,a(a(x,y,z),u,w),v5).
(x * L(y,a(a(z,u,w),v5,v6),x)) / (a(a(z,u,w),v5,v6) * y) = a(a(z,u,w),v5,v6) \ x.
a(x,y,z) \ ((x * y) * z) = x * (y * z).
((x * y) * z) / (x * (y * z)) = a(x,y,z).
a(x,y,z) * (x * (y * z)) = (x * y) * z.
((x * y) * z) / L(y * z,x,a(x,y,z)) = a(x,y,z) * x.
x * a(y,z,u) != w | a(y,z,u) \ w = x.
a(x,y,z) \ (((a(x,y,z) * u) * w) / L(u * w,a(x,y,z),a(a(x,y,z),u,w))) = a(a(x,y,z),u,w).
a(x,y,z) \ (((a(x,y,z) * u) * w) / (u * w)) = a(a(x,y,z),u,w).
a(x,y,z) \ R(a(x,y,z),u,w) = a(a(x,y,z),u,w).
(a(x,y,z) * u) \ ((u * w) * a(x,y,z)) = L(w,u,a(x,y,z)).
(x * a(y,z,u)) \ (a(y,z,u) * (w * x)) = L(T(w,x),x,a(y,z,u)).
x / (x * a(a(y,z,u),w,v5)) = a(a(y,z,u),w,v5) \ 1.
(x * a(y,z,u)) \ (a(y,z,u) * (w * x)) = R(T(w,x * a(y,z,u)),x,a(y,z,u)).
((x * a(y,z,u)) / w) \ ((a(y,z,u) * (x * w)) / w) = L(w,x,a(y,z,u)).
((a(x,y,z) * u) * w) / (w * a(x,y,z)) = R(u,a(x,y,z),w).
(a(a(x,y,z),u,w) * (v5 * v6)) / (v6 * a(a(x,y,z),u,w)) = R(v5,a(a(x,y,z),u,w),v6).
(x * (a(y,z,u) * w)) / (T(x,a(y,z,u) * w) * a(y,z,u)) = R(w,a(y,z,u),T(x,a(y,z,u) * w)).
(a(a(x,y,z),u,w) * v5) / v6 != v7 | a(a(x,y,z),u,w) * (v5 / v6) = v7.
a(a(x,y,z),u,w) * ((v5 * v6) / (v6 * a(a(x,y,z),u,w))) = R(v5,a(a(x,y,z),u,w),v6).
a(a(x,y,z),u,w) * ((v5 * v6) / (T(v5,v6) * a(a(x,y,z),u,w))) = R(v6,a(a(x,y,z),u,w),T(v5,v6)).
a(x,y,z) != u | T(a(x,y,z),w) = u.
T(a(x,y,z),u) = a(x,y,z) * 1.
K(a(x,y,z),u) = 1.
x / L(a(y,z,u),w,v5) = L(a(y,z,u),w,v5) \ x.
x * L(a(y,z,u),w,v5) = L(a(y,z,u),w,v5) * x.
L(a(x,y,z),u,w) * v5 = v5 * L(a(x,y,z),u,w).
((L(x,y,z) * (z * y)) / (z * y)) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u) = ((L(x,y,z) * (z * y)) * a(z,y,T(x,z * y))) / (z * y).
T(x,L(a(y,z,u),w,v5)) = x.
K(x,L(a(y,z,u),w,v5)) = 1.
(x * a(y,z,u)) \ (a(y,z,u) * (w * x)) != v5 | L(T(w,x),x,a(y,z,u)) = v5.
L(T(x,y),y,a(z,u,w)) = R(T(x,y * a(z,u,w)),y,a(z,u,w)).
R(T(x,y * a(z,u,w)),y,a(z,u,w)) = L(T(x,y),y,a(z,u,w)).
L(T(x,y),y,a(z,u,w)) != R(v5,y,a(z,u,w)) | T(x,y * a(z,u,w)) = v5.
R(x,y,a(z,u,w)) != L(T(v5,y),y,a(z,u,w)) | T(v5,y * a(z,u,w)) = x.
((x * y) * z) / L(T(x * y,L(z,y,x)),L(z,y,x),a(x,y,z)) = L(z,y,x) * a(x,y,z).
((L(x,y,z) * (z * y)) / (z * y)) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u) = (x * (z * y)) / (z * y).
(x * (y * z)) / (y * z) != u | ((L(x,z,y) * (y * z)) / (y * z)) * T(((L(x,z,y) * (y * z)) / (y * z)) \ x,w) = u.
((L(x,y,z) * (z * y)) / (z * y)) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u) = x.
L(x,y,z) * T(((L(x,y,z) * (z * y)) / (z * y)) \ x,u) = x.
L(x,y,z) * T(L(x,y,z) \ x,u) = x.
x / L(x,y,z) = L(x,y,z) \ x.
(x \ (y \ z)) / ((y * x) \ z) = L(x \ (y \ z),x,y) \ (x \ (y \ z)).
L(x \ (y \ z),x,y) \ (x \ (y \ z)) = (x \ (y \ z)) / ((y * x) \ z).
(L(x,y,z) \ x) / x = 1 / L(x,y,z).
(((x * y) \ z) \ (y \ (x \ z))) / (y \ (x \ z)) = 1 / L(y \ (x \ z),y,x).
(1 / L(x,y,z)) \ ((L(x,y,z) \ 1) * (x * (L(x,y,z) \ 1))) = (L(x,y,z) \ 1) * x.
(1 / L(x,y,z)) \ ((L(x,y,z) \ 1) * (L(x,y,z) \ x)) = (L(x,y,z) \ 1) * x.
(1 / x) \ ((x \ 1) * y) != z | K(x \ 1,x) * y = z.
K(L(x,y,z) \ 1,L(x,y,z)) * (L(x,y,z) \ x) = (L(x,y,z) \ 1) * x.
x * (L(y,z,u) \ y) != (L(y,z,u) \ 1) * y | L(K(y \ 1,y),z,u) = x.
L(K(x \ 1,x),y,z) = K(L(x,y,z) \ 1,L(x,y,z)).
K(L(x,y,z) \ 1,L(x,y,z)) = L(K(x \ 1,x),y,z).
K(((x * y) \ x) \ 1,L(y \ 1,y,x)) = L(K((y \ 1) \ 1,y \ 1),y,x).
K(((x * y) \ x) \ 1,L(y \ 1,y,x)) = L(K(y,y \ 1),y,x).
(((x * y) \ z) \ (y \ (x \ z))) / (y \ (x \ z)) = 1 / ((x * y) \ z).
K((x \ (y \ z)) \ ((x \ (y \ z)) / ((1 / ((y * x) \ z)) \ 1)),x \ (y \ z)) = ((((y * x) \ z) \ (x \ (y \ z))) / (x \ (y \ z))) \ (((y * x) \ z) \ 1).
K((x \ (y \ z)) \ ((x \ (y \ z)) / ((y * x) \ z)),x \ (y \ z)) = ((((y * x) \ z) \ (x \ (y \ z))) / (x \ (y \ z))) \ (((y * x) \ z) \ 1).
((((x * y) \ z) \ (y \ (x \ z))) / (y \ (x \ z))) \ (((x * y) \ z) \ 1) = K((y \ (x \ z)) \ ((y \ (x \ z)) / ((x * y) \ z)),y \ (x \ z)).
((x * y) \ z) \ (y \ (x \ z)) = (y \ (x \ z)) / ((x * y) \ z).
(x \ (y \ z)) / ((y * x) \ z) = ((y * x) \ z) \ (x \ (y \ z)).
x \ ((y * z) * K((z \ (y \ x)) \ (((y * z) \ x) \ (z \ (y \ x))),z \ (y \ x))) = T(x \ (y * z),z \ (y \ x)).
((((x * y) \ z) \ (y \ (x \ z))) / (y \ (x \ z))) \ (((x * y) \ z) \ 1) = K((y \ (x \ z)) \ (((x * y) \ z) \ (y \ (x \ z))),y \ (x \ z)).
((((x * y) \ z) \ (y \ (x \ z))) / (y \ (x \ z))) \ (((x * y) \ z) \ 1) = K(((x * y) \ z) \ 1,y \ (x \ z)).
(1 / ((x * y) \ z)) \ (((x * y) \ z) \ 1) = K(((x * y) \ z) \ 1,y \ (x \ z)).
(1 / x) \ (x \ 1) != y | K(x \ 1,x) = y.
K(((x * y) \ z) \ 1,(x * y) \ z) = K(((x * y) \ z) \ 1,y \ (x \ z)).
x \ ((y * z) * K(((y * z) \ x) \ 1,z \ (y \ x))) = T(x \ (y * z),z \ (y \ x)).
x * K(y,1 / y) = K(y,1 / y) * x.
K(x,1 / x) * y = y * K(x,1 / x).
T(x,(y / z) * (z / y)) = x.
x * K(y / z,z / y) = K(y / z,z / y) * x.
K(x / y,y / x) * z = z * K(x / y,y / x).
T((x * y) * (x \ 1),x * y) != z | L(R(y,x,x \ 1),x,(x * y) / x) = z.
L(R(x / y,y / x,(y / x) \ 1),y / x,((y / x) * (x / y)) / (y / x)) = ((y / x) * (x / y)) * ((y / x) \ 1).
T((x * y) / x,y * x) != z | L(y,x,y) = z.
L(x / y,y / x,x / y) = ((y / x) * (x / y)) / (y / x).
((x / y) * (y / x)) / (x / y) = L(y / x,x / y,y / x).
T(x,y * (z / (y * z))) = x.
T(L(x,y / (x * y),x),y / (x * y)) = x.
(x / (y * x)) * y = L(y,x / (y * x),y) * (x / (y * x)).
L(x,y / (x * y),x) * (y / (x * y)) = (y / (x * y)) * x.
K(x,L(y \ 1,z,u)) = K(x,L(1 / y,z,u)).
K(x,L(1 / y,z,u)) = K(x,L(y \ 1,z,u)).
T(1 / (1 / x),x \ 1) = x.
T(x,y) = T(T(1 / (1 / x),y),x \ 1).
T(T(1 / (1 / x),y),x \ 1) = T(x,y).
T(K(x \ 1,R(x,y,z)),u) = K(x \ 1,R(x,y,z)).
(x \ y) * ((y \ T(x,x \ y)) * y) = K(y \ x,y) * y.
(x * (y \ z)) * ((z \ L(T(y,y \ z),y \ z,x)) * z) = (x * K(z \ y,z)) * z.
T(x,x \ 1) = T(x,1 / x).
T(x,1 / x) = T(x,x \ 1).
(x * y) / ((y * K(z \ 1,z)) * K(z,z \ 1)) = R(R(x,y,K(z \ 1,z)),y * K(z \ 1,z),K(z,z \ 1)).
R(R(x,y,K(z \ 1,z)),y * K(z \ 1,z),K(z,z \ 1)) = (x * y) / ((y * K(z \ 1,z)) * K(z,z \ 1)).
R(R(x,y,K(z \ 1,z)),y * K(z \ 1,z),K(z,z \ 1)) = (x * y) / y.
(x * y) / y != z | R(R(x,y,K(u \ 1,u)),y * K(u \ 1,u),K(u,u \ 1)) = z.
R(R(x,y,K(z \ 1,z)),y * K(z \ 1,z),K(z,z \ 1)) = x.
R(R(x,1 / y,K(y \ 1,y)),y \ 1,K(y,y \ 1)) = x.
R(R(x,1 / y,K(y \ 1,y)),y \ 1,K((y \ 1) \ 1,y \ 1)) = x.
((1 / x) \ (y * T(y \ 1,x))) * K(x,x \ 1) = T(x,x \ 1) * (y * T(y \ 1,x)).
((1 / x) \ (y * T(y \ 1,x))) * K(x,x \ 1) != z | T(x,x \ 1) * (y * T(y \ 1,x)) = z.
T(x,x \ 1) * (y * T(y \ 1,x)) = (x \ 1) \ (y * T(y \ 1,x)).
T(x,x \ y) * (z * T(z \ 1,x)) != u | (z * T(z \ 1,x)) * ((x \ y) \ y) = u.
(x * T(x \ 1,y)) * ((y \ 1) \ 1) = (y \ 1) \ (x * T(x \ 1,y)).
(x * T(x \ 1,y)) * ((y \ 1) \ 1) != z | x * ((y \ (x \ ((y \ 1) \ 1))) * y) = z.
x * ((y \ (x \ ((y \ 1) \ 1))) * y) = (y \ 1) \ (x * T(x \ 1,y)).
((x * (y * T(y \ 1,z))) * ((z \ 1) \ 1)) / ((z \ 1) \ (y * T(y \ 1,z))) = R(x,y * T(y \ 1,z),(z \ 1) \ 1).
(R(x \ 1,y,z) * (K(x,x \ 1) * u)) \ (R(1 / x,y,z) * u) = a(R(x \ 1,y,z),K(x,x \ 1),u).
T(x,x \ 1) != y | T(x,1 / x) = y.
T(x,1 / x) = (x \ 1) \ 1.
T(x \ 1,x) = ((x \ 1) \ 1) \ 1.
1 / T(x \ 1,x) = (x \ 1) \ 1.
((x \ 1) \ 1) \ (x * (K(x,x \ 1) * y)) = L(y,K(x,x \ 1),x).
(x * y) * K(y,y \ 1) != z * ((y \ 1) \ 1) | R(x,y,K(y,y \ 1)) = z.
((x \ 1) \ 1) \ (x * (K(x,x \ 1) * y)) != z | L(y,u,K(w,v5)) = z.
L(x,y,K(z,u)) = L(x,K(w,w \ 1),w).
L(x,K(y,y \ 1),y) = L(x,z,K(u,w)).
L(x,y,K(z,u)) != w | L(x,K(v5,v5 \ 1),v5) = w.
L(x,K(y,y \ 1),y) = x.
(T(x,x \ 1) * y) / (K(x,x \ 1) * y) = R(x,K(x,x \ 1),y).
R(x / y,y,K(y,y \ 1)) = (x * K(y,y \ 1)) / T(y,y \ 1).
(x * K(y,y \ 1)) / T(y,y \ 1) = R(x / y,y,K(y,y \ 1)).
x / T(y,y \ 1) = R((K(y \ 1,y) * x) / y,y,K(y,y \ 1)).
R((K(x \ 1,x) * y) / x,x,K(x,x \ 1)) = y / T(x,x \ 1).
(T(x,x \ 1) * y) / (K(x,x \ 1) * y) != z | x = z.
x = R(x,K(x,x \ 1),y).
R(x,K(x,x \ 1),y) = x.
R(1 / x,K(1 / x,x),y) = 1 / x.
R(1 / x,K(x \ 1,x),y) = 1 / x.
R(1 / x,y,z) * u = (R(1 / x,y,z) * K(x \ 1,x)) * (K(x \ 1,x) \ u).
(R(1 / x,y,z) * K(x \ 1,x)) * (K(x \ 1,x) \ u) = R(1 / x,y,z) * u.
(K(x,x \ 1) * y) \ y = K(x \ 1,x).
(x * y) \ ((1 / (1 / x)) * y) = K(x \ 1,x).
x * T(x \ y,y \ x) = K((y \ x) \ 1,y \ x) * y.
K((x \ y) \ 1,x \ y) * x = y * T(y \ x,x \ y).
K(((x * y) \ x) \ 1,L(y \ 1,y,x)) * (x * y) = x * T(x \ (x * y),(x * y) \ x).
L(K(x,x \ 1),x,y) * (y * x) = y * T(y \ (y * x),(y * x) \ y).
R(x \ 1,y,z) * (K(x \ 1,x) \ u) = R(1 / x,y,z) * u.
R(x \ 1,y,z) * (K(x,x \ 1) * u) = R(1 / x,y,z) * u.
(R(1 / x,y,z) * u) \ (R(1 / x,y,z) * u) = a(R(x \ 1,y,z),K(x,x \ 1),u).
a(R(x \ 1,y,z),K(x,x \ 1),u) = (R(1 / x,y,z) * u) \ (R(1 / x,y,z) * u).
(R(1 / x,y,z) * u) \ (R(1 / x,y,z) * u) != w | a(R(x \ 1,y,z),K(x,x \ 1),u) = w.
a(R(x \ 1,y,z),K(x,x \ 1),u) = 1.
a(R((x \ 1) \ 1,y,z),K(x \ 1,x),u) = 1.
R(R((x \ 1) \ 1,y,z),K(x \ 1,x) * (R(x,y,z) \ u),1) \ u = (K(x \ 1,x) * ((R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u)) * a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u).
(K(x \ 1,x) * ((R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u)) * a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u) = R(R((x \ 1) \ 1,y,z),K(x \ 1,x) * (R(x,y,z) \ u),1) \ u.
(K(x \ 1,x) * ((R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u)) * a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u) = R((x \ 1) \ 1,y,z) \ u.
(K(x \ 1,x) * (R(x,y,z) \ u)) * a(R((x \ 1) \ 1,y,z),K(x \ 1,x),(R((x \ 1) \ 1,y,z) * K(x \ 1,x)) \ u) = R((x \ 1) \ 1,y,z) \ u.
(K(x \ 1,x) * (R(x,y,z) \ u)) * 1 = R((x \ 1) \ 1,y,z) \ u.
K(x \ 1,x) * (R(x,y,z) \ u) = R((x \ 1) \ 1,y,z) \ u.
K(x \ 1,x) * y != z | y * K(x \ 1,x) = z.
(R(x,y,z) \ u) * K(x \ 1,x) = R((x \ 1) \ 1,y,z) \ u.
K(x \ 1,x) \ ((y * (x \ 1)) * x) = R(y,x \ 1,x).
L(R(x,y \ 1,y),a(1 / y,y,y \ 1),1 / y) = (1 * (y \ 1)) \ R((1 / y) * x,y,y \ 1).
L(R(x,y \ 1,y),K(y \ 1,y),1 / y) = (1 * (y \ 1)) \ R((1 / y) * x,y,y \ 1).
R(x \ 1,x,x \ 1) != y | (x \ 1) * K(x \ 1,x) = y.
(x \ 1) * K(x \ 1,x) = T(x \ 1,x).
1 / ((x \ 1) * K(x \ 1,x)) = (x \ 1) \ 1.
1 / ((R(x,y,z) \ 1) * K(x \ 1,x)) = (R(x,y,z) \ 1) \ 1.
1 / (R((x \ 1) \ 1,y,z) \ 1) = (R(x,y,z) \ 1) \ 1.
R((x \ 1) \ 1,y,z) = (R(x,y,z) \ 1) \ 1.
(R(x,y,z) \ 1) \ 1 = R((x \ 1) \ 1,y,z).
1 / R((x \ 1) \ 1,y,z) = R(x,y,z) \ 1.
1 / R(x \ 1,y,z) = R(1 / x,y,z) \ 1.
1 / R(x,y,z) = R(1 / (1 / x),y,z) \ 1.
R(1 / (1 / x),y,z) \ 1 = 1 / R(x,y,z).
1 / (1 / R(x,y,z)) = R(1 / (1 / x),y,z).
((1 / (1 / x)) * y) / z = ((x * y) / z) * K(x \ 1,x).
((x * y) / z) * K(x \ 1,x) = ((1 / (1 / x)) * y) / z.
R((x / y) * K(y \ 1,y),y,K(y,y \ 1)) = x / T(y,y \ 1).
(x * K(y \ 1,y)) / (y \ 1) != z | R(x / (1 / y),1 / y,K(y \ 1,y)) = z.
R(x / (1 / y),1 / y,K(y \ 1,y)) = K(y \ 1,y) * (x / (y \ 1)).
(x * K(y \ 1,y)) * z = K(y \ 1,R(y,u,w)) * (x * z).
K(x \ 1,R(x,y,z)) * (u * w) = (u * K(x \ 1,x)) * w.
R(x,T(y,x),T(K(z \ 1,R(z,u,w)),y * x)) \ ((y * K(z \ 1,z)) * x) = T(y,x) * T(K(z \ 1,R(z,u,w)),y * x).
(x * K(y \ 1,y)) / (K(y \ 1,y) * z) != u | R(x / z,z,K(y \ 1,y)) = u.
R(x / y,y,K(z \ 1,z)) = K(z \ 1,z) * (x / (K(z \ 1,z) * y)).
R((x * y) / y,y,K(z \ 1,z)) = K(z \ 1,z) * R(x / K(z \ 1,z),K(z \ 1,z),y).
R(x,y,K(z \ 1,z)) = K(z \ 1,z) * R(x / K(z \ 1,z),K(z \ 1,z),y).
K(x \ 1,x) * R(y / K(x \ 1,x),K(x \ 1,x),z) = R(y,z,K(x \ 1,x)).
K(x \ 1,x) * R(K(x,x \ 1) * y,K(x \ 1,x),z) = R(y,z,K(x \ 1,x)).
R(K(x \ 1,x) * (K(x,x \ 1) * y),K(x \ 1,x),z) = R(y,z,K(x \ 1,x)).
R(x,K(y \ 1,y),z) = R(x,z,K(y \ 1,y)).
(R(x,y,K(y \ 1,y)) / y) * L(y,y \ 1,y) = x * (L(y,y \ 1,y) / y).
(R(x,y,K(y \ 1,y)) / y) * (1 / (1 / y)) = x * (L(y,y \ 1,y) / y).
(R(x,y,K(y \ 1,y)) / y) * (1 / (1 / y)) = x * K(y \ 1,y).
x * K(y \ 1,y) != (R(z,y,K(y \ 1,y)) / y) * (1 / (1 / y)) | x = z.
(R(x,y,K(y \ 1,y)) / y) * (1 / (1 / y)) != z * K(y \ 1,y) | z = x.
R(x,T(y,x),K(z \ 1,R(z,u,w))) \ ((y * K(z \ 1,z)) * x) = T(y,x) * T(K(z \ 1,R(z,u,w)),y * x).
((x / (y * x)) * y) / R(1 / y,y,x) = L(y,x / (y * x),y).
((x / (y * x)) * y) / R(1 / y,y,x) != z | 1 / (1 / y) = z.
1 / (1 / x) = L(x,y / (x * y),x).
L(x,y / (x * y),x) = 1 / (1 / x).
T(1 / (1 / x),y / (x * y)) = x.
T(x,x \ 1) = T(x,y / (x * y)).
T(x,y / (x * y)) = T(x,x \ 1).
K((x / (y * x)) \ 1,x / (y * x)) * (y * x) = T(y,y \ 1) * x.
T(x / (y * x),T(y,y \ 1)) = ((x / (y * x)) \ 1) \ 1.
T(x / (y * x),T(y,y \ 1)) != z | R(y \ 1,y,x) = z.
R(x \ 1,x,y) = ((y / (x * y)) \ 1) \ 1.
R((x / y) \ 1,x / y,y) = ((y / x) \ 1) \ 1.
R((x / y) \ z,x / y,y) != u | T((z * y) / x,x / y) = u.
T((1 * x) / y,y / x) = ((x / y) \ 1) \ 1.
T(x / y,y / x) = ((x / y) \ 1) \ 1.
T(((x / y) \ 1) \ 1,y) = T(y \ x,y / x).
K((x * y) / y,y / (x * y)) * (x * y) = T(x,x \ 1) * y.
x * (y * z) != T(y,y \ 1) * z | K(y,y \ 1) = x.
K(x,x \ 1) = K((x * y) / y,y / (x * y)).
K((x * y) / y,y / (x * y)) = K(x,x \ 1).
K(x,y / (x * y)) = K(x,x \ 1).
K(x / y,y / x) = K(x / y,(x / y) \ 1).
K(x / y,(x / y) \ 1) = K(x / y,y / x).
K(x / (y * x),(x / (y * x)) \ 1) = K(y,y \ 1) \ 1.
K(x,x \ 1) \ 1 != y | K(z / (x * z),(z / (x * z)) \ 1) = y.
K(x / (y * x),(x / (y * x)) \ 1) = K(y \ 1,y).
L(x,K(y \ 1,y),z / (y * z)) = x.
L(x,K(y \ 1,y),1 / y) = x.
L(R(x,y \ 1,y),K(y \ 1,y),1 / y) != z | (1 * (y \ 1)) \ R((1 / y) * x,y,y \ 1) = z.
(1 * (x \ 1)) \ R((1 / x) * y,x,x \ 1) = R(y,x \ 1,x).
(x \ 1) \ R((1 / x) * y,x,x \ 1) = R(y,x \ 1,x).
(x \ 1) \ R(y,x,x \ 1) != z | T(y * x,x \ 1) = z.
T(((1 / x) * y) * x,x \ 1) = R(y,x \ 1,x).
K(x / y,y / x) * z = K(y / x,x / y) \ z.
K(x / y,y / x) \ z = K(y / x,x / y) * z.
L(T(x / y,y / x),y / x,((y / x) * (x / y)) / (y / x)) = ((y / x) * (x / y)) * ((y / x) \ 1).
L(T(x,y),y,(y * x) / y) != z | T(x,y * x) = z.
T(x / y,(y / x) * (x / y)) = ((y / x) * (x / y)) * ((y / x) \ 1).
((x / y) * (y / x)) * ((x / y) \ 1) = T(y / x,(x / y) * (y / x)).
T(x / y,(y / x) * (x / y)) != z | ((y / x) * (x / y)) * ((y / x) \ 1) = z.
((x / y) * (y / x)) * ((x / y) \ 1) = y / x.
x / y != z | ((y / x) * (x / y)) * ((y / x) \ 1) = z.
((x / (y * x)) * ((y * x) / x)) * ((x / (y * x)) \ 1) = y.
((x / (y * x)) * y) * ((x / (y * x)) \ 1) = y.
((x / (y * x)) * y) \ y = (x / (y * x)) \ 1.
((x \ 1) * x) \ x = (R(x \ 1,y,z) / (x * R(x \ 1,y,z))) \ 1.
(R(x \ 1,y,z) / (x * R(x \ 1,y,z))) \ 1 = ((x \ 1) * x) \ x.
(R(x \ 1,y,z) / (x * R(x \ 1,y,z))) \ 1 = K(x \ 1,x) \ x.
T(L(x / y,y / x,x / y),y) = ((y / x) * (y \ x)) / (y / x).
L(T(x / y,y),y / x,x / y) = ((y / x) * (y \ x)) / (y / x).
L(x \ y,x / y,y / x) = ((x / y) * (x \ y)) / (x / y).
((x / y) * (x \ y)) / (x / y) = L(x \ y,x / y,y / x).
x \ (y * L(y \ x,y / x,x / y)) = (x \ y) * (((x \ y) \ (y / x)) / (y / x)).
(x \ y) * (((x \ y) \ (y / x)) / (y / x)) = x \ (y * L(y \ x,y / x,x / y)).
(x \ y) * (((x \ y) \ (y / x)) / (y / x)) = x \ (K(y / x,(y / x) \ 1) * x).
x \ (K(y / x,(y / x) \ 1) * x) != z | (x \ y) * (((x \ y) \ (y / x)) / (y / x)) = z.
(x \ y) * (((x \ y) \ (y / x)) / (y / x)) = K(y / x,(y / x) \ 1).
x * (y * K(z,z \ 1)) = L(K(z,z \ 1),y,x) * (x * y).
L(K(x,x \ 1),y,z) * (z * y) = z * (y * K(x,x \ 1)).
K(x,x \ 1) / T((x \ 1) \ 1,y) = L(1 / T((x \ 1) \ 1,y),x,x \ 1).
L(1 / T((x \ 1) \ 1,y),x,x \ 1) = K(x,x \ 1) / T((x \ 1) \ 1,y).
L(K(x,x \ 1),x,y) * (y * x) != z | y * T(y \ (y * x),(y * x) \ y) = z.
x * T(x \ (x * y),(x * y) \ x) = x * (y * K(y,y \ 1)).
x * T(x \ (x * y),(x * y) \ x) = x * T(y,y \ 1).
x * T(y,(x * y) \ x) = x * T(y,y \ 1).
T(x,x \ 1) = T(x,(y * x) \ y).
T(x,(y * x) \ y) = T(x,x \ 1).
x * y != x * T(z,z \ u) | (z \ u) \ u = y.
(x \ 1) \ 1 = T(x,(y * x) \ y).
T(x,(y * x) \ y) = (x \ 1) \ 1.
T(x \ y,y \ x) = ((x \ y) \ 1) \ 1.
x \ (K(y \ x,1 / (y \ x)) * y) = L(1 / (y \ x),y \ x,y).
x \ (K(y \ x,(y \ x) \ 1) * y) = L(1 / (y \ x),y \ x,y).
T(K(x \ 1,x),y) != z | K(x \ (x / T(x,y)),x) = z.
K(x \ (x / T(x,y)),x) = K(x \ 1,x).
x * (y * K(z \ 1,z)) = L(K(z \ 1,z),y,x) * (x * y).
L(K(x \ 1,x),y,z) * (z * y) = z * (y * K(x \ 1,x)).
K(x \ 1,x) * (T(x,y) \ x) = (T(x,y) \ 1) * x.
(1 / x) * ((T(x,y) \ 1) * x) = (x \ 1) * (T(x,y) \ x).
(1 / x) * ((T(x,y) \ 1) * x) != z | T((1 / x) * (T(x,y) \ x),x) = z.
T((1 / x) * (T(x,y) \ x),x) = (x \ 1) * (T(x,y) \ x).
x * K(x \ (x / T(x,y)),x) = 1 / (1 / x).
x * K(x \ (x / T(x,y)),x) != z | L(x,T(x,y) \ 1,T(x,y)) = z.
L(x,T(x,y) \ 1,T(x,y)) = 1 / (1 / x).
T(1 / (1 / x),y) = 1 / (1 / T(x,y)).
1 / (1 / T(x,y)) = T(1 / (1 / x),y).
T(1 / (1 / x),y) \ 1 = 1 / T(x,y).
x * (1 / (1 / T(y,x))) = (1 / (1 / y)) * x.
K(T(x,y),T(x,y) \ 1) * T(1 / (1 / x),y) = T(x,y).
x * (1 / (1 / (x \ y))) = (1 / (1 / (y / x))) * x.
(1 / (1 / (x / y))) * y = y * (1 / (1 / (y \ x))).
(1 / (1 / (x / y))) * y != z | K(y / x,x / y) * x = z.
K(x / y,y / x) * y = x * (1 / (1 / (x \ y))).
x \ (K(x / y,y / x) * y) = 1 / (1 / (x \ y)).
K((x / y) / x,x / (x / y)) * x = (x / y) * (1 / (1 / y)).
T(x,y) \ 1 = 1 / T((x \ 1) \ 1,y).
1 / T((x \ 1) \ 1,y) = T(x,y) \ 1.
(T(x,y) \ 1) \ 1 = T((x \ 1) \ 1,y).
K(x,y) * (T(z,u) \ 1) = K(x,y) / T((z \ 1) \ 1,u).
K(x,y) / T((z \ 1) \ 1,u) = K(x,y) * (T(z,u) \ 1).
K(x,x \ 1) / T((x \ 1) \ 1,y) != z | L(1 / T((x \ 1) \ 1,y),x,x \ 1) = z.
L(1 / T((x \ 1) \ 1,y),x,x \ 1) = K(x,x \ 1) * (T(x,y) \ 1).
((x \ y) \ 1) \ 1 = T(((y / x) \ 1) \ 1,x).
T(((x / y) \ 1) \ 1,y) = ((y \ x) \ 1) \ 1.
T(((x / y) \ 1) \ 1,y) != z | T(y \ x,y / x) = z.
T(x \ y,x / y) = ((x \ y) \ 1) \ 1.
K(x / y,y / x) * x = y * (((y \ x) \ 1) \ 1).
K(x / y,y / x) * x = y * T(y \ x,x \ y).
x * y != z * T(z \ y,y \ z) | K((y \ z) \ 1,y \ z) = x.
K((x \ y) \ 1,x \ y) = K(x / y,y / x).
K((x \ y) \ 1,x \ y) * (x / y) = T(x / y,y / x).
(R((x \ y) \ 1,z,u) / ((x \ y) * R((x \ y) \ 1,z,u))) \ 1 = K(x / y,y / x) \ (x \ y).
K(x / y,y / x) \ (x \ y) != z | (R((x \ y) \ 1,u,w) / ((x \ y) * R((x \ y) \ 1,u,w))) \ 1 = z.
(R((x \ y) \ 1,z,u) / ((x \ y) * R((x \ y) \ 1,z,u))) \ 1 = K(y / x,x / y) * (x \ y).
K(x / y,y / x) * (y \ x) != z | (R((y \ x) \ 1,u,w) / ((y \ x) * R((y \ x) \ 1,u,w))) \ 1 = z.
(R((x \ y) \ 1,z,u) / ((x \ y) * R((x \ y) \ 1,z,u))) \ 1 = (x \ y) * K(y / x,x / y).
((x \ y) \ 1) \ 1 = (x \ y) * K(y / x,x / y).
(x \ y) * K(y / x,x / y) = ((x \ y) \ 1) \ 1.
x * y != (x \ 1) \ 1 | K(x,x \ 1) = y.
K(x \ y,(x \ y) \ 1) = K(y / x,x / y).
K(x,x \ 1) != y | x * (1 / x) = y.
(x \ y) * (1 / (x \ y)) = K(y / x,x / y).
x \ (K(x / y,y / x) * y) = L(1 / (y \ x),y \ x,y).
x \ (K(x / y,y / x) * y) != z | 1 / (1 / (x \ y)) = z.
1 / (1 / (x \ y)) = L(1 / (y \ x),y \ x,y).
L(1 / (x \ y),x \ y,x) = 1 / (1 / (y \ x)).
L(1 / (x \ y),x \ y,x) != z | ((x \ y) * (y \ x)) / (x \ y) = z.
((x \ y) * (y \ x)) / (x \ y) = 1 / (1 / (y \ x)).
(1 / (1 / (x \ y))) * (y \ x) = (y \ x) * (x \ y).
((x \ y) * (y \ x)) \ ((y \ x) * (x \ y)) = K((x \ y) \ 1,x \ y).
K(x \ y,y \ x) = K((y \ x) \ 1,y \ x).
K((x \ y) \ 1,x \ y) = K(y \ x,x \ y).
K(((x * y) \ z) \ 1,(x * y) \ z) != u | K(((x * y) \ z) \ 1,y \ (x \ z)) = u.
K(((x * y) \ z) \ 1,y \ (x \ z)) = K(z \ (x * y),(x * y) \ z).
x \ (y * K(x \ y,y \ x)) = T(x \ y,y \ x).
x \ ((y * z) * K(x \ (y * z),(y * z) \ x)) = T(x \ (y * z),z \ (y \ x)).
T(x \ y,y \ x) != z | x \ (y * K(x \ y,y \ x)) = z.
x \ (y * K(x \ y,y \ x)) = ((x \ y) \ 1) \ 1.
x \ ((y * z) * K(x \ (y * z),(y * z) \ x)) != u | T(x \ (y * z),z \ (y \ x)) = u.
T(x \ (y * z),z \ (y \ x)) = ((x \ (y * z)) \ 1) \ 1.
T(L(x,y,z),(y * x) \ (z \ (z * y))) = (((z * y) \ (z * (y * x))) \ 1) \ 1.
T(L(x,y,z),(y * x) \ y) = (((z * y) \ (z * (y * x))) \ 1) \ 1.
T(L(x,y,z),(y * x) \ y) = (L(x,y,z) \ 1) \ 1.
L(T(x,(y * x) \ y),y,z) = (L(x,y,z) \ 1) \ 1.
L(T(x,x \ 1),y,z) = (L(x,y,z) \ 1) \ 1.
L(T(x,x \ 1),y,z) \ L(x,y,z) = K(L(x,y,z) \ 1,L(x,y,z)).
K(x / y,y / x) != z | (y \ x) * (1 / (y \ x)) = z.
(x \ y) * (1 / (x \ y)) = K(y / x,(y / x) \ 1).
(x \ y) * z != K(y / x,(y / x) \ 1) | ((x \ y) \ (y / x)) / (y / x) = z.
((x \ y) \ (y / x)) / (y / x) = 1 / (x \ y).
(1 / (x \ y)) * (y / x) = (x \ y) \ (y / x).
(1 / x) * (y / (y / x)) = ((y / x) \ y) \ (y / (y / x)).
((x / y) \ x) \ (x / (x / y)) = (1 / y) * (x / (x / y)).
x \ (y / (y / x)) = (1 / x) * (y / (y / x)).
(1 / x) * (y / (y / x)) = x \ (y / (y / x)).
(x / (x / y)) \ (y \ (x / (x / y))) = T(1 / y,x / (x / y)).
(x / (x / y)) \ (y \ (x / (x / y))) != z | y \ 1 = z.
x \ 1 = T(1 / x,y / (y / x)).
T(1 / x,y / (y / x)) = x \ 1.
K(x \ 1,(y / x) \ y) * ((y / x) / y) = T((y / x) / y,y / (y / x)).
K(x \ 1,x) * ((y / x) / y) = T((y / x) / y,y / (y / x)).
T((x / y) / x,x / (x / y)) = K(y \ 1,y) * ((x / y) / x).
K((x / y) / x,x / (x / y)) = K(y \ 1,y).
K(x \ 1,x) * y = (y / x) * (1 / (1 / x)).
(x / y) * (1 / (1 / y)) = K(y \ 1,y) * x.
K(x \ 1,x) * y != z | (y / x) * (1 / (1 / x)) = z.
(x / y) * (1 / (1 / y)) = x * K(y \ 1,y).
x * y != K(z \ 1,z) * (u * y) | u * K(z \ 1,z) = x.
x * K(y \ 1,y) = (x * (1 / (1 / y))) / y.
(x * (1 / (1 / y))) / y = x * K(y \ 1,y).
x * (1 / (1 / y)) = K(y \ 1,y) * (x * y).
K(x \ 1,x) * (y * x) = y * (1 / (1 / x)).
R(x,y,K(y \ 1,y)) = x.
R(R(x,1 / y,K(y \ 1,y)),y \ 1,K((y \ 1) \ 1,y \ 1)) != z | x = z.
x = R(x,1 / y,K(y \ 1,y)).
R(x,1 / y,K(y \ 1,y)) = x.
R(x / (1 / y),1 / y,K(y \ 1,y)) != z | K(y \ 1,y) * (x / (y \ 1)) = z.
K(x \ 1,x) * (y / (x \ 1)) = y / (1 / x).
(x / (1 / y)) \ K(y \ 1,y) = (x / (y \ 1)) \ 1.
(1 / x) * (y / (1 / x)) = (x \ 1) * (y / (x \ 1)).
K(x \ 1,x) * (y * x) != z | (1 / (1 / x)) * T(y,x) = z.
(1 / (1 / x)) * T(y,x) = y * (1 / (1 / x)).
(x * (1 / (1 / y))) / z = K(y \ 1,y) * ((x * y) / z).
K(x \ 1,x) * ((y * x) / z) = (y * (1 / (1 / x))) / z.
T(x,1 / (1 / y)) = T(x,y).
T(x,1 / y) = T(x,y \ 1).
T(x,y) = T(x,(y \ 1) \ 1).
T(x,(y \ 1) \ 1) = T(x,y).
T(x,T(y,y \ 1)) = T(x,y).
T(x,x \ 1) * T(y,x) = y * T(x,x \ 1).
((x \ 1) \ 1) * T(y,x) = y * T(x,x \ 1).
T(x,x \ 1) * T(y,x) != z | K(x,x \ 1) * (y * x) = z.
K(x,x \ 1) * (y * x) = y * T(x,x \ 1).
K(x \ 1,x) * (y * T(x,x \ 1)) = y * x.
K(x,x \ 1) * y != z | y * K(x,x \ 1) = z.
(x * y) * K(y,y \ 1) = x * T(y,y \ 1).
T(((1 / x) * y) * x,1 / x) != z | R(y,1 / x,x) = z.
R(x,1 / y,y) = T(((1 / y) * x) * y,y \ 1).
T(((1 / x) * y) * x,x \ 1) = R(y,1 / x,x).
L(T(x,y \ 1) \ z,T(x,1 / y),y \ 1) = (x * (1 / y)) \ ((1 / y) * z).
x * T(y,y \ 1) != z | (x * y) * K(y,y \ 1) = z.
(x * y) * K(y,y \ 1) = x * ((y \ 1) \ 1).
R(x,y,K(y,y \ 1)) = x.
((x * y) * ((z \ 1) \ 1)) / ((y * z) * K(z,z \ 1)) = R(R(x,y,z),y * z,K(z,z \ 1)).
((x * y) * ((z \ 1) \ 1)) / (y * ((z \ 1) \ 1)) = R(R(x,y,z),y * z,K(z,z \ 1)).
R(R(x,y,z),y * z,K(z,z \ 1)) = ((x * y) * ((z \ 1) \ 1)) / (y * ((z \ 1) \ 1)).
((x * y) * ((z \ 1) \ 1)) / (y * ((z \ 1) \ 1)) != u | R(R(x,y,z),y * z,K(z,z \ 1)) = u.
R(R(x,y,z),y * z,K(z,z \ 1)) = R(x,y,(z \ 1) \ 1).
R((x / y) * K(y \ 1,y),y,K(y,y \ 1)) != z | x / T(y,y \ 1) = z.
x / T(y,y \ 1) = (x / y) * K(y \ 1,y).
(x / y) * K(y \ 1,y) = x / T(y,y \ 1).
x \ (x / T(y,y \ 1)) = T(x \ (x / y),y).
(x / ((y \ 1) \ 1)) * T((y \ 1) \ 1,z) = x * K(z \ (z / T(x \ (x / y),y)),z).
(x \ y) * x = (((x \ 1) \ 1) \ y) * T(x,x \ 1).
(((x \ 1) \ 1) \ y) * T(x,x \ 1) = (x \ y) * x.
(x * y) * ((((z \ 1) \ 1) \ L(y \ ((z \ 1) \ 1),y,x)) * T(z,z \ 1)) = (x * (y * T(y \ 1,z))) * ((z \ 1) \ 1).
(x * y) * ((z \ L(y \ ((z \ 1) \ 1),y,x)) * z) = (x * (y * T(y \ 1,z))) * ((z \ 1) \ 1).
L(T(x,y \ 1) \ z,T(x,y \ 1),y \ 1) = (x * (1 / y)) \ ((1 / y) * z).
(x * (y \ 1)) \ ((y \ 1) * z) = (x * (1 / y)) \ ((1 / y) * z).
(x * (1 / y)) \ ((1 / y) * z) = (x * (y \ 1)) \ ((y \ 1) * z).
K(1 / x,y) = (y * (x \ 1)) \ ((x \ 1) * y).
(x * (y \ 1)) \ ((y \ 1) * x) = K(1 / y,x).
K(x \ 1,y) = K(1 / x,y).
K(1 / x,y) = K(x \ 1,y).
K(x,y) = K((x \ 1) \ 1,y).
K((x \ 1) \ 1,y) = K(x,y).
x * K((y \ 1) \ 1,x * (y \ 1)) = y * (x / y).
T(((1 / x) * y) * x,x \ 1) != z | R(y,x \ 1,x) = z.
R(x,y \ 1,y) = R(x,1 / y,y).
R(x,1 / y,y) = R(x,y \ 1,y).
R(x,1 / y,y) != z | (x * (1 / y)) * y = z.
(x * (1 / y)) * y = R(x,y \ 1,y).
((x * y) / z) / ((x * (1 / (1 / y))) / z) = K(y,y \ 1).
x / ((y * (1 / (1 / T(x,y)))) / y) = K(T(x,y),T(x,y) \ 1).
x / (((1 / (1 / x)) * y) / y) = K(T(x,y),T(x,y) \ 1).
x / (1 / (1 / x)) = K(T(x,y),T(x,y) \ 1).
K(T(x,y),T(x,y) \ 1) = x / (1 / (1 / x)).
x / (1 / (1 / x)) != y | K(T(x,z),T(x,z) \ 1) = y.
K(T(x,y),T(x,y) \ 1) = K(x,x \ 1).
K(x,x \ 1) * (T(x,y) \ z) = (1 / (1 / T(x,y))) \ z.
K(x,x \ 1) * T(1 / (1 / x),y) = T(x,y).
x \ T(x,y) = T(x,y) / x.
T(x,y) / x = x \ T(x,y).
(x \ T(x,y)) * x = T(x,y).
T(x \ 1,y) / (x \ 1) != z | x * T(x \ 1,y) = z.
x * T(x \ 1,y) = (x \ 1) \ T(x \ 1,y).
(x \ 1) \ T(x \ 1,y) = x * T(x \ 1,y).
x / y != z \ x | T(z,z \ x) = y.
T(x,x \ T(x,y)) = x.
L(x \ 1,x,x \ T(x,y)) = T(1 / x,T(x,y)).
L(T(x,y) / x,x,y) = K(x,y).
L(x,y,z \ T(z,u)) != w | x = w.
x \ 1 = T(1 / x,T(x,y)).
T(1 / x,T(x,y)) = x \ 1.
T(x \ 1,x) = T(x \ 1,T(x,y)).
T(x \ 1,T(x,y)) = T(x \ 1,x).
T(x,T(1 / x,y)) = T((1 / x) \ 1,1 / x).
T((1 / x) \ 1,1 / x) = T(x,T(1 / x,y)).
T(x,1 / x) = T(x,T(1 / x,y)).
T(x,T(1 / x,y)) = T(x,1 / x).
T(x,1 / x) != y | T(x,T(1 / x,z)) = y.
T(x,T(1 / x,y)) = T(x,x \ 1).
T(x,T(1 / x,y)) != z | R(x,T(1 / x,y),x) = z.
R(x,T(1 / x,y),x) = T(x,x \ 1).
L(T(x,x \ 1),y,z) \ L(x,y,z) = (L(x,y,z) \ (L(x,y,z) / x)) * x.
L(T(x,x \ 1),y,z) \ L(x,y,z) = T(1 / x,L(x,y,z)) * x.
T(1 / x,L(x,y,z)) * x != u | L(T(x,x \ 1),y,z) \ L(x,y,z) = u.
L(T(x,x \ 1),y,z) \ L(x,y,z) = x * T(x \ 1,L(x,y,z)).
(x \ 1) * (x * T(x \ 1,y)) = T(x \ 1,y).
L(T(x,y) / x,x,y) != z | L(K(x,y),x,1 / x) = z.
L(K(x,y),x,1 / x) = K(x,y).
K(x,y) / (x * K(x,y)) = 1 / x.
x / ((y \ 1) * x) != z | R(y,y \ 1,x) = z.
R(x,x \ 1,K(x \ 1,y)) = 1 / (x \ 1).
1 / (x \ 1) != y | R(x,x \ 1,K(x \ 1,z)) = y.
R(x,x \ 1,K(x \ 1,y)) = x.
L(x,y,z) \ ((x \ 1) * L(x,y,z)) = (x \ 1) * K(x \ 1,L(x,y,z)).
T(x \ 1,L(x,y,z)) = (x \ 1) * K(x \ 1,L(x,y,z)).
(x \ 1) * K(x \ 1,L(x,y,z)) = T(x \ 1,L(x,y,z)).
(x \ 1) * y != T(x \ 1,z) | x * T(x \ 1,z) = y.
x * T(x \ 1,L(x,y,z)) = K(x \ 1,L(x,y,z)).
x * T(x \ 1,L(x,y,z)) != u | L(T(x,x \ 1),y,z) \ L(x,y,z) = u.
L(T(x,x \ 1),y,z) \ L(x,y,z) = K(x \ 1,L(x,y,z)).
L(K(x \ 1,L(x,y,z)),y,z) = K(L(x,y,z) \ 1,L(x,y,z)).
L(T(x,x \ 1),y,z) \ L(x,y,z) != u | K(L(x,y,z) \ 1,L(x,y,z)) = u.
K(L(x,y,z) \ 1,L(x,y,z)) = K(x \ 1,L(x,y,z)).
K(L(x,y,z) \ 1,L(x,y,z)) != u | L(K(x \ 1,x),y,z) = u.
L(K(x \ 1,x),y,z) = K(x \ 1,L(x,y,z)).
L(x,y,z) != K(L(u,y,z) \ 1,L(u,y,z)) | K(u \ 1,u) = x.
K(x \ 1,x) = K(x \ 1,L(x,y,z)).
K(x \ 1,L(x,y,z)) = K(x \ 1,x).
K(x \ 1,L(x,y,z)) != u | L(K(x \ 1,x),y,z) = u.
L(K(x \ 1,x),y,z) = K(x \ 1,x).
x \ K(y \ 1,y) = (x \ 1) * K(y \ 1,y).
(x \ 1) * K(y \ 1,y) = x \ K(y \ 1,y).
(x \ K(y \ 1,y)) \ z = (x \ 1) \ (K(y,y \ 1) * z).
(x \ 1) \ (K(y,y \ 1) * z) = (x \ K(y \ 1,y)) \ z.
(x \ K(y \ 1,y)) * z = K(y \ 1,y) * ((x \ 1) * z).
K(x \ 1,x) * ((y \ 1) * z) = (y \ K(x \ 1,x)) * z.
T(K(x \ (x / (y \ (y / z))),x),z) = y \ ((y / z) * T(z,x)).
T(K(x \ (x / y),x),z) != u | K(x \ (x / T(y,z)),x) = u.
K(x \ (x / T(y \ (y / z),z)),x) = y \ ((y / z) * T(z,x)).
(x / ((y \ 1) \ 1)) * T((y \ 1) \ 1,z) = x * (x \ ((x / y) * T(y,z))).
x * (x \ ((x / y) * T(y,z))) != u | (x / ((y \ 1) \ 1)) * T((y \ 1) \ 1,z) = u.
(x / ((y \ 1) \ 1)) * T((y \ 1) \ 1,z) = (x / y) * T(y,z).
(x / y) * T(y,x) != z | (y * x) / y = z.
(((x \ 1) \ 1) * y) / ((x \ 1) \ 1) = (y / x) * T(x,y).
(x / y) * T(y,x) != z | (((y \ 1) \ 1) * x) / ((y \ 1) \ 1) = z.
(((x \ 1) \ 1) * y) / ((x \ 1) \ 1) = (x * y) / x.
K(x,x \ 1) * (T(x,y) \ z) = T(1 / (1 / x),y) \ z.
K(x,x \ 1) * (T(x,y) \ 1) != z | L(1 / T((x \ 1) \ 1,y),x,x \ 1) = z.
L(1 / T((x \ 1) \ 1,y),x,x \ 1) = T(1 / (1 / x),y) \ 1.
T(1 / (1 / x),y) \ 1 != z | L(1 / T((x \ 1) \ 1,y),x,x \ 1) = z.
L(1 / T((x \ 1) \ 1,y),x,x \ 1) = 1 / T(x,y).
L(T(x,y) \ 1,x,x \ 1) = 1 / T(x,y).
L(T(x,y) \ 1,x,x \ 1) != z | (1 / x) * (T(x,y) \ x) = z.
(1 / x) * (T(x,y) \ x) = 1 / T(x,y).
T(1 / T(x,y),x) = (x \ 1) * (T(x,y) \ x).
(x \ 1) * (T(x,y) \ x) = T(1 / T(x,y),x).
T(1 / T(x,y),x) != z | (x \ 1) * (T(x,y) \ x) = z.
(x \ 1) * (T(x,y) \ x) = T(x,y) \ 1.
x / y = (x / (1 / (1 / y))) * K(y \ 1,y).
(x / (1 / (1 / y))) * K(y \ 1,y) = x / y.
L(K(x \ 1,x),y,z) * (z * y) = z * (K(x \ 1,x) * y).
K(x \ 1,x) * (y * z) = y * (K(x \ 1,x) * z).
x \ (K(y \ 1,y) * z) = K(y \ 1,y) * (x \ z).
(x * y) * K(z \ 1,z) = x * (K(z \ 1,z) * y).
(x * y) \ (x * (K(z \ 1,z) * (y * u))) = L(K(z \ 1,z) * u,y,x).
(x * y) * K(z \ 1,L(z,u,w)) = x * (K(z \ 1,z) * y).
(x * y) * K(z,L(1 / z,u,w)) = x * (K((1 / z) \ 1,1 / z) * y).
(x * y) * K(z,L(z \ 1,u,w)) = x * (K((1 / z) \ 1,1 / z) * y).
(x * y) * K(z,L(z \ 1,u,w)) = x * (K(z,1 / z) * y).
(x * y) * K(z,L(z \ 1,u,w)) = x * (K(z,z \ 1) * y).
K(x,L(x \ 1,y,z)) = K(x,x \ 1).
(x * y) * K(z,z \ 1) = x * (K(z,z \ 1) * y).
R(x,y,K(z,z \ 1)) = x.
R(R(x,y,z),y * z,K(z,z \ 1)) != u | R(x,y,(z \ 1) \ 1) = u.
R(x,y,(z \ 1) \ 1) = R(x,y,z).
R(R(x,y,K(z \ 1,z)),y * K(z \ 1,z),K(z,z \ 1)) != u | x = u.
x = R(x,y,K(z \ 1,z)).
R(x,y,K(z \ 1,z)) = x.
x \ K(y,y \ 1) = (x \ 1) * K(y,y \ 1).
(x \ 1) * K(y,y \ 1) = x \ K(y,y \ 1).
x \ (K(y,y \ 1) * z) = (x \ z) * K(y,y \ 1).
(x * y) \ ((x * (y * z)) * K(u \ 1,u)) = L(z,y,x) * K(u \ 1,u).
R(x,y,K(z \ 1,R(z,u,w))) = x.
x \ ((y * K(z \ 1,z)) * x) = T(y,x) * T(K(z \ 1,R(z,u,w)),y * x).
T(x,y) * T(K(z \ 1,R(z,u,w)),x * y) = y \ ((x * K(z \ 1,z)) * y).
x \ ((y * K(z \ 1,z)) * x) != u | T(y,x) * T(K(z \ 1,R(z,w,v5)),y * x) = u.
T(x,y) * T(K(z \ 1,R(z,u,w)),x * y) = T(x * K(z \ 1,z),y).
T(x,y) * K(z \ 1,R(z,u,w)) = T(x * K(z \ 1,z),y).
T(x,y) * K(z \ 1,z) = T(x * K(z \ 1,z),y).
T(x,y) * K(z \ 1,z) = T(K(z \ 1,z) * x,y).
K(x \ 1,x) * T(y,z) = T(K(x \ 1,x) * y,z).
K(x \ 1,x) * T(K(x,x \ 1) * y,z) = T(y,z).
K(x \ 1,x) * T(K(x,x \ 1) * y,z) != u | (x \ T(x * (y / x),z)) * x = u.
(x \ T(x * (y / x),z)) * x = T(y,z).
(x \ T(x * y,z)) * x = T(y * x,z).
x * (T(y,z) / x) = T(x * (y / x),z).
(x \ T(y,z)) * x = T((x \ y) * x,z).
T(x * y,z) / y = y \ T(y * x,z).
(a(x,y,z) \ u) * a(x,y,z) != w | u = w.
T(a(x,y,z) * u,w) = T(u * a(x,y,z),w).
T(x * y,x) / y != z | R((y * x) / y,y,T(x,y)) = z.
R((x * y) / x,x,T(y,x)) = x \ T(x * y,y).
L(x \ T(x * y,y),x,y) = (x * y) / x.
L(x \ T(y,z),x,z) != u | (z * x) \ (y * z) = u.
(x * y) \ ((y * x) * x) = (y * x) / y.
(x * y) \ (x * (K(z \ 1,z) * (y * u))) = L(u,y,x) * K(z \ 1,z).
R(x,y * T(y \ 1,z),(z \ 1) \ 1) != u | ((x * (y * T(y \ 1,z))) * ((z \ 1) \ 1)) / ((z \ 1) \ (y * T(y \ 1,z))) = u.
((x * (y * T(y \ 1,z))) * ((z \ 1) \ 1)) / ((z \ 1) \ (y * T(y \ 1,z))) = R(x,y * T(y \ 1,z),z).
(x \ 1) \ (K(y,y \ 1) * z) != u | (x \ K(y \ 1,y)) \ z = u.
(x \ K(y \ 1,y)) \ z = ((x \ 1) \ z) * K(y,y \ 1).
((x \ 1) \ y) * K(z,z \ 1) = (x \ K(z \ 1,z)) \ y.
(x \ K(y,y \ 1)) \ z = (x \ 1) \ (K(y \ 1,y) * z).
(x \ 1) \ (K(y \ 1,y) * z) = (x \ K(y,y \ 1)) \ z.
x \ (y * 1) != z | x \ y = z.
(x \ 1) \ K(y \ 1,y) = (x \ K(y,y \ 1)) \ 1.
(x \ K(y,y \ 1)) \ 1 = (x \ 1) \ K(y \ 1,y).
(x * y) \ (x * (K(z \ 1,z) * (y * u))) != w | L(u,y,x) * K(z \ 1,z) = w.
L(x,y,z) * K(u \ 1,u) = L(K(u \ 1,u) * x,y,z).
K(x \ 1,x) * L(y,z,u) = L(K(x \ 1,x) * y,z,u).
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = (x \ 1) * L(K(x \ 1,x) * ((((x \ 1) \ 1) \ 1) \ y),z,u).
(x \ 1) \ (K(y \ 1,y) * z) != u | (x \ K(y,y \ 1)) \ z = u.
(x \ K(y,y \ 1)) \ z = K(y \ 1,y) * ((x \ 1) \ z).
K(x \ 1,x) * ((y \ 1) \ z) = (y \ K(x,x \ 1)) \ z.
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = (x \ 1) * L((((x \ 1) \ 1) \ K(x,x \ 1)) \ y,z,u).
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = (x \ 1) * L((x \ 1) \ y,z,u).
(x \ 1) * L((x \ 1) \ y,z,u) != w | T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = w.
T(x \ L(x * ((((x \ 1) \ 1) * y) / ((x \ 1) \ 1)),z,u),(x \ 1) \ 1) = x \ L(x * y,z,u).
T(x \ L(x * ((x * y) / x),z,u),(x \ 1) \ 1) = x \ L(x * y,z,u).
T(x,(y \ 1) \ 1) != z | T(x,y) = z.
T(x \ L(x * ((x * y) / x),z,u),x) = x \ L(x * y,z,u).
T(x \ L(x * ((y * z) / y),u,w),y) != v5 | T(x \ 1,y) * L(T(x \ 1,y) \ z,u,w) = v5.
T(x \ 1,x) * L(T(x \ 1,x) \ y,z,u) = x \ L(x * y,z,u).
x \ L(x * y,z,u) != w | T(x \ 1,x) * L(T(x \ 1,x) \ y,z,u) = w.
T((1 / x) \ 1,1 / x) * L(T((1 / x) \ 1,1 / x) \ y,z,u) = x * L(x \ y,z,u).
x * L(x \ y,z,u) != w | T((1 / x) \ 1,1 / x) * L(T((1 / x) \ 1,1 / x) \ y,z,u) = w.
T((1 / (1 / x)) \ 1,1 / (1 / x)) * L(T((1 / (1 / x)) \ 1,1 / (1 / x)) \ y,z,u) = L(y * x,z,u) / x.
T(1 / x,1 / (1 / x)) * L(T((1 / (1 / x)) \ 1,1 / (1 / x)) \ y,z,u) = L(y * x,z,u) / x.
(x \ 1) * L(T((1 / (1 / x)) \ 1,1 / (1 / x)) \ y,z,u) = L(y * x,z,u) / x.
(x \ 1) * L(T(1 / x,1 / (1 / x)) \ y,z,u) = L(y * x,z,u) / x.
(x \ 1) * L((x \ 1) \ y,z,u) = L(y * x,z,u) / x.
(x \ 1) * L((x \ 1) \ y,z,u) != w | x \ L(x * y,z,u) = w.
x \ L(x * y,z,u) = L(y * x,z,u) / x.
L(x * y,z,u) / y = y \ L(y * x,z,u).
(x \ L(x * y,z,u)) * x = L(y * x,z,u).
(x \ L(y,z,u)) * x = L((x \ y) * x,z,u).
(x * y) * L((z \ (y \ ((z \ 1) \ 1))) * z,y,x) = (x * (y * T(y \ 1,z))) * ((z \ 1) \ 1).
x * (y * ((z \ (y \ ((z \ 1) \ 1))) * z)) = (x * (y * T(y \ 1,z))) * ((z \ 1) \ 1).
(x * (y * T(y \ 1,z))) * ((z \ 1) \ 1) = x * (y * ((z \ (y \ ((z \ 1) \ 1))) * z)).
(x * (y * T(y \ 1,z))) * ((z \ 1) \ 1) = x * ((z \ 1) \ (y * T(y \ 1,z))).
(x * ((y \ 1) \ (z * T(z \ 1,y)))) / ((y \ 1) \ (z * T(z \ 1,y))) = R(x,z * T(z \ 1,y),y).
x = R(x,y * T(y \ 1,z),z).
R(x,y * T(y \ 1,z),z) = x.
R(x,K(y,z),z) = x.
(x * y) \ ((y * x) * x) = K(y,x) * x.
(x * y) \ ((y * x) * x) != z | (y * x) / y = z.
(x * y) / x = K(x,y) * y.
(x * (x \ y)) / z != u | y / z = u.
x / y = K(y,y \ x) * (y \ x).
K(x,x \ y) * (x \ y) = y / x.
x / (x / y) = K(x / y,y) * y.
K(x,y) * y != z | (x * y) / x = z.
(x * y) / x = y * K(x,y).
x / y != K(z,u) * w | K(z,u) * (w * y) = x.
K(x,y) * (y * x) = x * y.
((x * y) / x) / y = K(x,y).
T(K(x,y) * y,x) = y.
((x * y) / x) * (y \ z) = K(x,y) * z.
L(x,y,(z * u) / z) = L(x,y,u).
K(x,y) * y != z | y * K(x,y) = z.
(x \ y) * K(x,x \ y) = y / x.
(x / y) * ((y \ x) \ z) = K(y,y \ x) * z.
L(x,y,z / u) = L(x,y,u \ z).
L(x,y,z) = L(x,y,(z \ u) \ u).
L(x,y,(z \ u) \ u) = L(x,y,z).
(x \ y) * (K(x,x \ y) * z) = (y / x) * z.
((x * (y \ 1)) / x) / (y \ 1) != z | y * ((x * (y \ 1)) / x) = z.
x * ((y * (x \ 1)) / y) = K(y,x \ 1).
(x \ y) * ((z * ((x \ y) \ 1)) / z) != u | x \ (y * ((z * (y \ x)) / z)) = u.
x \ (y * ((z * (y \ x)) / z)) = K(z,(x \ y) \ 1).
T(x,y) * ((z * (T(x,y) \ 1)) / z) != u | T(x * ((z * (x \ 1)) / z),y) = u.
T(x * ((y * (x \ 1)) / y),z) = K(y,T(x,z) \ 1).
(x \ K(y,x \ 1)) * y = y * (x \ 1).
K(x / y,y) * y != z | x / (x / y) = z.
x / (x / y) = y * K(x / y,y).
T(x * K(y,x),y) = x.
K(x \ y,x) * y = (x \ y) * x.
(x * y) * z = K(x,y) * ((y * x) * z).
K(x,y) * ((y * x) * z) = (x * y) * z.
L(x,y,z * u) = L(x,y,u * z).
L(x,y,K(z,u) * w) != v5 | L(x,y,w) = v5.
L(x,y,z) = L(x,y,z * K(u,w)).
L(x,y,z * K(u,w)) = L(x,y,z).
K(x \ y,x) * (y * z) = ((x \ y) * x) * z.
((((x \ y) * x) * z) * u) / ((y * z) * u) != w | R(K(x \ y,x),y * z,u) = w.
((x \ y) * x) / y = K(x \ y,x).
R(K(x \ R(y,z,u),x),R(y,z,u),z * u) = (((x \ R(y,z,u)) * x) * (z * u)) / ((y * z) * u).
(((x \ R(y,z,u)) * x) * (z * u)) / ((y * z) * u) = R(K(x \ R(y,z,u),x),R(y,z,u),z * u).
R(K(x \ R(y,z,u),x),R(y,z,u),z * u) != w | (((x \ R(y,z,u)) * x) * (z * u)) / ((y * z) * u) = w.
(((x \ R(y,z,u)) * x) * (z * u)) / ((y * z) * u) = K(x \ R(y,z,u),x).
(R((x \ y) * x,z,u) * (z * u)) / ((y * z) * u) = K(x \ R(y,z,u),x).
((((x \ y) * x) * z) * u) / ((y * z) * u) = K(x \ R(y,z,u),x).
R(K(x \ y,x),y * z,u) = K(x \ R(y,z,u),x).
R(K(x \ ((y / z) / u),x),((y / z) / u) * u,z) = K(x \ (y / (u * z)),x).
T(x,y) * K(y,T(x,y)) = x.
T(x,y) = T(T(x * K(z,x),y),z).
T(T(x * K(y,x),z),y) = T(x,z).
(x * y) * R(z,x,y) = ((z * K(x * y,z)) * x) * y.
((x * K(y * z,x)) * y) * z = (y * z) * R(x,y,z).
x != T(x,y) * z | K(y,T(x,y)) = z.
T(x,y) * z != x | K(y,T(x,y)) = z.
L(x,y,z) = L(x,y,T(z,u)).
L(x,y,T(z,u)) = L(x,y,z).
L(x * K(y * z,x),z,y) = (y * (z * x)) / (y * z).
L(T(x * K(y * z,x),z),z,y) = (y * (x * z)) / (y * z).
((x * y) / (z * K(x * y,z))) * ((x * (y * z)) / (x * y)) = (x * (y * (z * K(x * y,z)))) / (z * K(x * y,z)).
(x * (y * (z * K(x * y,z)))) / (z * K(x * y,z)) = ((x * y) / (z * K(x * y,z))) * ((x * (y * z)) / (x * y)).
((x / y) * z) / (K(y,y \ x) * z) = y \ x.
T(K(x,y \ 1),z) = K(x,T(y,z) \ 1).
x * K(y,T(z,x) \ 1) = K(y,z \ 1) * x.
T(K(x,y),z) = K(x,T(1 / y,z) \ 1).
K(x,T(1 / y,z) \ 1) = T(K(x,y),z).
T(K(x,y),z) = K(x,T(y \ 1,z) \ 1).
K(x,T(y \ 1,z) \ 1) = T(K(x,y),z).
x * K(y,(x \ z) \ 1) = K(y,(z / x) \ 1) * x.
K(x,(y / z) \ 1) * z = z * K(x,(z \ y) \ 1).
x * K(y,x \ 1) = K(y,x \ 1) * x.
K(x,y \ 1) * y = y * K(x,y \ 1).
T(x,K(y,x \ 1)) = x.
T(x \ 1,K(y,x)) = x \ 1.
(x \ 1) * T(T(x \ 1,K(y,x)) \ 1,z) = T((x \ 1) * T((x \ 1) \ 1,z),K(y,x)).
(x \ 1) * T((x \ 1) \ 1,y) = T((x \ 1) * T((x \ 1) \ 1,y),K(z,x)).
T((x \ 1) * T((x \ 1) \ 1,y),K(z,x)) = (x \ 1) * T((x \ 1) \ 1,y).
(x \ 1) * T((x \ 1) \ 1,y) != z | T((x \ 1) * T((x \ 1) \ 1,y),K(u,x)) = z.
T((x \ 1) * T((x \ 1) \ 1,y),K(z,x)) = x \ T(x,y).
T(x \ T(x,y),K(z,x)) = x \ T(x,y).
L(x \ T(x,y),x,y) = T((y * x) \ (x * y),K(z,x)).
T((x * y) \ (y * x),K(z,y)) = L(y \ T(y,x),y,x).
L(x \ T(x,y),x,y) != z | T((y * x) \ (x * y),K(u,x)) = z.
T((x * y) \ (y * x),K(z,y)) = K(y,x).
T(K(x,y),K(z,x)) = K(x,y).
K(x,y) * K(y,z) = K(y,z) * K(x,y).
K(x,y) * K(z,x) = K(z,x) * K(x,y).
(K(x,y) * K(z,x)) * u = K(z,x) * (K(x,y) * u).
K(x,y) * (K(y,z) * u) != w | K(y,z) * (K(x,y) * u) = w.
(x * y) \ ((x * (z \ y)) * ((u * L(T(z,z \ y),z \ y,x)) / u)) = K(u,((x * y) \ (x * (z \ y))) \ 1).
(x * y) \ ((x * (z \ y)) * L((u * T(z,z \ y)) / u,z \ y,x)) = K(u,((x * y) \ (x * (z \ y))) \ 1).
(x * y) \ ((x * (z \ y)) * L(T((u * z) / u,z \ y),z \ y,x)) = K(u,((x * y) \ (x * (z \ y))) \ 1).
(x * y) \ (x * ((z \ y) * T((u * z) / u,z \ y))) = K(u,((x * y) \ (x * (z \ y))) \ 1).
(x * y) \ (x * (((z * u) / z) * (u \ y))) = K(z,((x * y) \ (x * (u \ y))) \ 1).
L(x,y,z) != u | L(x,y,T(z,w)) = u.
L(x,y,T(z,u)) = L(L(x,y,z),w,K(v5,v6)).
L(L(x,y,z),u,K(w,v5)) = L(x,y,T(z,v6)).
L(x,y,T(z,u)) != w | L(x,y,z) = w.
L(R(x,y,x),y,(y * x) / y) != z | x = z.
x = L(R(x,y,x),y,x).
L(R(x,y,x),y,x) = x.
R(L(x,y,x),y,x) = x.
x * (y * x) = (L(x,y,x) * y) * x.
(L(x,y,x) * y) * x = x * (y * x).
(x * (y * x)) / x = L(x,y,x) * y.
L(x,y,z) != z | R(z,y,T(z,y)) = x.
R(x,y,T(x,y)) = R(x,y,x).
L(x,y,z) = L(L(R(x,u,x),y,z),u,x).
L(L(R(x,y,x),z,u),y,x) = L(x,z,u).
R(x,y,T(x,y)) != z | y \ T(x * y,x) = z.
x \ T(y * x,y) = R(y,x,y).
x * R(y,x,y) = T(y * x,y).
T(x * y,x) * T(x,y) = (x * y) * R(x,y,x).
((x * y) / x) * (y \ x) != z | T(x,y) = z.
T(x,y) = K(x,y) * x.
K(x,y) * x = T(x,y).
x * (K(y,x) * z) = ((y * x) / y) * z.
((x * y) / x) * z = y * (K(x,y) * z).
(x * y) \ (x * (K(z,u) * y)) = K(z,((x * y) \ (x * (u \ y))) \ 1).
K(x,((y * z) \ (y * (u \ z))) \ 1) = (y * z) \ (y * (K(x,u) * z)).
T(x,y) != z | K(x,y) * x = z.
K(R(x,y,z),u) * R(x,y,z) = R(T(x,u),y,z).
x * y != T(y,z) | y \ T(y,z) = x.
x \ T(x,y) = K(x,y).
(K(x * y,z) * x) \ T(x * y,z) = L(y,x,K(x * y,z)).
T(x,y) * z = K(x,y) * (x * z).
K(x,y) * (x * z) = T(x,y) * z.
T(x,y) \ K(x,y) = x \ 1.
K(x,y) * R(x,z,u) = R(T(x,y),z,u).
T(x,y) * (x \ z) = K(x,y) * z.
T(x,y) \ (K(x,y) * z) = x \ z.
(K(x,y) * z) \ T(x,y) = z \ x.
x * K(x,y) = T(x,y).
(x \ 1) \ T(x \ 1,y) != z | x * T(x \ 1,y) = z.
x * T(x \ 1,y) = K(x \ 1,y).
K(x,y) != z | x \ T(x,y) = z.
x \ T(x,y \ 1) = y * ((x * (y \ 1)) / x).
x * ((y * (x \ 1)) / y) = y \ T(y,x \ 1).
K(x,y) != x \ z | T(x,y) = z.
x * K(x,y) != z | T(x,y) = z.
x \ ((x \ y) \ y) = K(x,x \ y).
L(K(x,y),x,z) = (z * x) \ (z * T(x,y)).
(x * y) \ (x * T(y,z)) = L(K(y,z),y,x).
x * (y * T(K(y,x),z)) = (x * y) * T(K(y,x),z).
(x * y) * T(K(y,x),z) = x * (y * T(K(y,x),z)).
T(x,K(x,y)) = x.
K(x,y) \ (x * K(x,y)) = x.
K(x,y) * x = x * K(x,y).
(x \ y) * x = T((x \ y) * x,K(y,z)).
T((x \ y) * x,K(y,z)) = (x \ y) * x.
K(x \ (x / y),x) = K(y \ 1,x).
x * K((x \ y) \ 1,z) = y * T(y \ x,z).
((x * y) \ x) * (x * y) = x * K(y \ 1,x * y).
K(x \ (x / T(y,z)),x) = T(K(y \ 1,x),z).
K(x \ 1,y) / x = T(1 / x,y).
K(x \ (x / T(y,z)),x) != u | T(K(y \ 1,x),z) = u.
T(K(x \ 1,y),z) = K(T(x,z) \ 1,y).
(x / y) * K(y \ 1,x) = (x \ (x / y)) * x.
(x \ (x / y)) * x = (x / y) * K(y \ 1,x).
T(x,y) * (x \ z) = z * K((z \ (x \ z)) \ 1,y).
T(K(x,y),z) = K(T(x \ 1,z) \ 1,y).
K(T(x \ 1,y) \ 1,z) = T(K(x,z),y).
(x * y) \ (x * (z * T(z \ y,u))) = L(K((y \ z) \ 1,u),y,x).
L(x,y,z) * ((u * (L(x,y,z) \ 1)) / u) != w | L(x * ((u * (x \ 1)) / u),y,z) = w.
L(x * ((y * (x \ 1)) / y),z,u) = y \ T(y,L(x,z,u) \ 1).
L(x \ T(x,y \ 1),z,u) = x \ T(x,L(y,z,u) \ 1).
x \ T(x,L(y,z,u) \ 1) = L(x \ T(x,y \ 1),z,u).
x \ T(x,y) != z | K(x,y) = z.
K(x,L(y,z,u) \ 1) = L(x \ T(x,y \ 1),z,u).
L(x \ T(x,y \ 1),z,u) = K(x,L(y,z,u) \ 1).
L(K(x,y \ 1),z,u) = K(x,L(y,z,u) \ 1).
L(K(x,y),z,u) = K(x,L(1 / y,z,u) \ 1).
K(x,L(1 / y,z,u) \ 1) = L(K(x,y),z,u).
L(K(x,y),z,u) = K(x,L(y \ 1,z,u) \ 1).
K(x,L(y \ 1,z,u) \ 1) = L(K(x,y),z,u).
K(x,L(x,y,z) \ 1) * (z * y) = z * (y * K(x,x \ 1)).
x * K(x,x \ y) = (x \ y) \ y.
(x \ y) \ y = x * K(x,x \ y).
x \ ((x \ y) \ y) != z | K(x,x \ y) = z.
(x * y) * K(y,z) != u * T(y,z) | R(x,y,K(y,z)) = u.
x * K(x,y) = T(x,R(y,z,u)).
T(x,R(y,z,u)) = x * K(x,y).
x * K(x,y) != z | T(x,R(y,u,w)) = z.
T(x,R(y,z,u)) = T(x,y).
R(x,y,z) \ u = T(u / R(x,y,z),x).
T(x / R(y,z,u),y) = R(y,z,u) \ x.
R(x,y,z) * T(u,x) = u * R(x,y,z).
T(x,(y * z) / (u * z)) = T(x,y / u).
T(x,T(y,y \ z)) = T(x,T(y,z)).
R(x,y,z) * (x \ u) = (u / x) * R(x,y,z).
T(x,y) * (x \ z) != u | x \ (T(x,y) * z) = u.
x \ (T(x,y) * z) = K(x,y) * z.
T(x,y) * (x \ (T(x,y) \ z)) != u | x \ z = u.
x \ y = K(x,z) * (T(x,z) \ y).
K(x,y) * (T(x,y) \ z) = x \ z.
T(x,y) * T(z,x) = K(x,y) * (z * x).
(x * T(y,z)) \ (x * (K(y,z) * u)) != w | L(y \ u,T(y,z),x) = w.
x * (K(x,y) * z) = T(x,y) * z.
x \ (K(x,y) * z) = K(x,y) * (x \ z).
x \ ((x * y) * z) = K(x,y) * (x \ ((y * x) * z)).
K(x,y) * (x \ ((y * x) * z)) = x \ ((x * y) * z).
(x \ y) / (T(x,z) \ y) = K(x,z).
K(R(x,y,z),u) * (R(T(x,u),y,z) \ w) = R(x,y,z) \ w.
K(R(x,y,R(x,z,u)),y * R(x,z,u)) * (T(x,y) \ w) = R(x,y,R(x,z,u)) \ w.
x * (y * K(x,z)) = T(x,z) * T(y,K(x,z)).
T(x,y) * T(z,K(x,y)) = x * (z * K(x,y)).
(x / y) * z != T(x / y,u) * x | y * T(y \ x,u) = z.
x * T(x \ y,z) = K(y / x,z) * y.
K(x / y,z) * x = y * T(y \ x,z).
(x * y) * z != T(x * y,x) * T(x,y) | R(x,y,x) = z.
R(x,y,x) = K(x * y,x) * T(x,y).
K(x * y,x) * T(x,y) = R(x,y,x).
T(x,y) * z != x * u | K(x,y) * z = u.
x * R(K(x,y) * z,u,w) = T(x,y) * R(z,u,w).
K(x,y) * T(y,z) != u | T(y,z) * K(x,y) = u.
T(x,y) * K(x * y,x) = R(x,y,x).
T(x,T(y,x)) * K(y * x,x) = R(x,T(y,x),x).
x \ R(x,y,x) = K(x,y) * K(x * y,x).
K(x,y) * K(x * y,x) = x \ R(x,y,x).
K(x,y) * K(z,x) != u | K(z,x) * K(x,y) = u.
K(x * y,x) * K(x,y) = x \ R(x,y,x).
K(x,y) * K(y,y \ x) = y \ R(y,y \ x,y).
x \ R(x,x \ y,x) = K(y,x) * K(x,x \ y).
x \ (y * T(y \ x,z)) = T(K(x / y,z),x).
x * T(x \ y,z) != u * y | K(y / x,z) = u.
(x * y) \ (x * (z * T(z \ y,u))) = T(K((x * y) / (x * z),u),x * y).
T(K((x * y) / (x * z),u),x * y) = (x * y) \ (x * (z * T(z \ y,u))).
(x * y) \ (x * (z * T(z \ y,u))) != w | T(K((x * y) / (x * z),u),x * y) = w.
T(K((x * y) / (x * z),u),x * y) = L(K((y \ z) \ 1,u),y,x).
T(K((x * (y * z)) / (x * y),u),x * (y * z)) = (x * (y * z)) \ (x * (y * T(z,u))).
K(x,y) * (z * x) != u | T(x,y) * T(z,x) = u.
T(x,y) * T(y,x) = x * y.
(a(x,y,z) * T(u,w)) \ ((K(u,w) * (v5 * u)) * a(x,y,z)) = L(T(v5,u),T(u,w),a(x,y,z)).
K(x,y) * (z * x) != x * u | K(x,y) * T(z,x) = u.
(a(x,y,z) * T(u,w)) \ (K(u,w) * ((v5 * u) * a(x,y,z))) = L(T(v5,u),T(u,w),a(x,y,z)).
K(x,y) * T(y,x) = y.
T(x,y) \ (x * y) = T(y,x).
(x * y) \ (T(x,y) * (T(y,x) * z)) = L(z,T(y,x),T(x,y)).
((T(x,y) * z) * u) / ((x * z) * u) = R(K(x,y),x * z,u).
(T(x,y) * z) / u = K(x,y) * ((x * z) / u).
K(x,y) * ((x * z) / u) = (T(x,y) * z) / u.
L(x,y,K(y * x,z)) != u \ T(y * x,z) | K(y * x,z) * y = u.
x * R(y,z,u) != R(T(y,w),z,u) | K(y,w) = x.
K(x,y) = K(R(x,z,u),y).
K(R(x,y,z),u) = K(x,u).
K(x,y) != z | K(R(x,u,w),y) = z.
K(R(1 / x,y,z),u) = K(x \ 1,u).
K(R(x,y,z),u) = R(K(x,u),w,v5).
K((x * y) / (z * y),u) = K(x / z,u).
K(x * y,z) = K(x / (1 / y),z).
K(x / (1 / y),z) = K(x * y,z).
K(x * (y \ 1),z) = K(x / y,z).
K((x * y) / z,u) = K(x / (z / y),u).
K(x,y) = K(L(x,z,x),y).
K(L(x,y,x),z) = K(x,z).
K(x / (y * x),z) = K(y \ 1,z).
K((x * y) / ((z * x) * y),u) = K(R(z,x,y) \ 1,u).
K(x / y,z) != u | K((x * w) / (y * w),z) = u.
K((x * y) / (z * y),u) = R(K(x / z,u),w,v5).
K(x / (y * z),u) = R(K((x / z) / y,u),w,v5).
R(K((x / y) / z,u),w,v5) = K(x / (z * y),u).
R(K(x,y),z,u) != w | K(R(x,v5,v6),y) = w.
K(R(x,y,z),u) = ((T(x,u) * w) * v5) / ((x * w) * v5).
K(R(x,y,z),u) * w = (T(x,u) * v5) * ((x * v5) \ w).
R(K(x,y),z,u) * w = (T(x,y) * v5) * ((x * v5) \ w).
(K(x,y) * z) * (z \ u) = (T(x,y) * w) * ((x * w) \ u).
(T(x,y) * z) * ((x * z) \ u) != w | (K(x,y) * v5) * (v5 \ u) = w.
T(x,y) \ x = K(y,x).
x / T(x,y) = K(y,x).
T(x,y) * K(y,x) = x.
(x * K(y,z)) \ (x * z) = L(T(z,y),K(y,z),x).
L(T(x,y),K(y,x),z) = (z * K(y,x)) \ (z * x).
x \ K(y,x) = T(x,y) \ 1.
T(x,y) \ 1 = x \ K(y,x).
x / y = K(z,x) * (T(x,z) / y).
K(x,y) * (T(y,x) / z) = y / z.
x / T(x,y) != z | K(y,x) = z.
x * (T(x,y) \ z) = K(y,x) * z.
K(x,y) * z = y / (z \ T(y,x)).
x / (y \ T(x,z)) = K(z,x) * y.
x * (y / z) = T(x,y) * (T(y,x) / z).
T(x,y) * (T(y,x) / z) = x * (y / z).
x / K(y,x) = T(x,y).
T(x,y) \ x != z | x * (T(x,y) \ 1) = z.
x * (T(x,y) \ 1) = K(y,x).
K(x,y) != z | T(y,x) \ y = z.
T(x,y) \ x = y \ T(y,x).
(x \ 1) * K(y,x) = T(x,y) \ 1.
T(x * (T(x,y) \ x),y) = x.
T(x,y) \ x != z | K(y,x) = z.
x != y | T(x * (T(x,z) \ x),z) = y.
T(x * (T(x,y) \ x),y) = L(R(x,z,x),z,x).
L(R(x,y,x),y,x) = T(x * (T(x,z) \ x),z).
K(x,T(y,z) / u) = K(x,y / (u * K(z,y))).
K(x,y / (z * K(u,y))) = K(x,T(y,u) / z).
K(x,T(y,x)) = K(x,y).
x != T(x,y) * z | K(y,x) = z.
T(x,y) * z != x | K(y,x) = z.
(x \ y) * K(x,y / x) = y / x.
(x \ y) * z != y / x | K(x,x \ y) = z.
K(x,x \ y) = K(x,y / x).
K(x,y / x) = K(x,x \ y).
K(x \ y,x) = K(x \ y,(x \ y) \ y).
K(x \ y,(x \ y) \ y) = K(x \ y,x).
x * K(y,y \ x) = y * (x / y).
x * K(x,y / x) = T(x,x \ y).
T(x,y / x) = T(x,x \ y).
K(x,y \ x) = K(x,x / y).
K(x,x / y) = K(x,y \ x).
K(x,y) = K(x,y * K(x,y)).
K(x,y * K(x,y)) = K(x,y).
K(x,T(y,R(x,z,u))) = K(x,y).
K(x,x * (y \ 1)) = K(x,y \ x).
K(x,R(x,y,z) \ u) = K(x,u / R(x,y,z)).
K(x,y / R(x,z,u)) = K(x,R(x,z,u) \ y).
1 / (x \ K(y,x)) = T(x,y).
T(x,y) \ z != x \ u | K(x,y) * u = z.
K(x,y) * K(y,x) = 1.
1 / (x \ K(y,x)) != z | T(x,y) = z.
(x \ 1) / (x \ K(y,x)) = K(x,y).
x * (T(x,y) \ z) != u | T(x,y) \ (x * z) = u.
T(x,y) \ (x * z) = K(y,x) * z.
x * y != K(z,u) * (w * x) | T(K(z,u) * w,x) = y.
T(K(x,y) * z,y) = T(y,x) \ (z * y).
T(x,y) \ (z * x) = T(K(y,x) * z,x).
x * T(y,T(x,z)) = K(z,x) * (y * T(x,z)).
K(x,y) * (z * T(y,x)) = y * T(z,T(y,x)).
K(x,y) * (K(z,x) * u) = T(x,y) * (T(x,z) \ u).
T(x,y) * (T(x,z) \ u) = K(x,y) * (K(z,x) * u).
T(x,y) * (K(y,x) * z) = x * z.
T(x,y) \ z = K(y,x) * (x \ z).
K(x,y) * (y \ z) = T(y,x) \ z.
T(x,y) * (K(y,x) * z) != x * u | z = u.
T(x,y) * (K(y,x) * z) != u | x * z = u.
T(x,y) \ (z * x) = K(y,x) * T(z,x).
x * (K(y,x) * z) = K(y,x) * (x * z).
K(x,y) * (y * z) = y * (K(x,y) * z).
x = K(y,z) * (K(z,y) * x).
K(x,y) * (K(y,x) * z) = z.
K(x,y) * (y * z) != u | (y * K(x,y)) * z = u.
(x * K(y,x)) * z = x * (K(y,x) * z).
(x * (K(y,x) * z)) * u = K(y,x) * ((x * z) * u).
K(x,y) * T(y,z) = y * (K(x,y) * K(y,z)).
x * (K(y,x) * K(x,z)) = K(y,x) * T(x,z).
x \ (K(y,x) * T(x,z)) = K(y,x) * K(x,z).
x * y != z | T(x,u) * (K(u,x) * y) = z.
T(x \ y,z) * (K(z,x \ y) * L((x \ y) \ y,u,w)) = L(x,u,w) * (x \ y).
T(x,y) * z != x * (u * K(x,y)) | T(u,K(x,y)) = z.
T(x,K(y,z)) = K(z,y) * (x * K(y,z)).
K(x,y) * (z * K(y,x)) = T(z,K(y,x)).
T(x,y) * (T(y,x) * z) = x * (y * z).
(x * y) \ (x * (y * z)) = L(z,T(y,x),T(x,y)).
L(x,T(y,z),T(z,y)) != u | L(x,y,z) = u.
L(x,y,z) = L(x,T(y,z),z).
L(x,T(y,z),z) = L(x,y,z).
(x * y) * L(z,x,y) = y * (T(x,y) * z).
x * y != z * (z \ u) | u / y = x.
x / (K(y,z) * x) = K(z,y).
T(x,y) * (K(z,x) * (x \ u)) = K(x,y) * (K(z,x) * u).
T(x,y) \ (z * x) != u | K(y,x) * T(z,x) = u.
K(x,y) * T(z,y) = T(K(x,y) * z,y).
1 / K(x,y) = K(y,x).
K(x,y) \ 1 = K(y,x).
1 != x * K(y,z) | K(z,y) = x.
x * K(y,z) != 1 | K(z,y) = x.
x * (K(y,z) * K(z,y)) != u | x = u.
x / (K(y,z) * K(z,y)) = x.
(K(x,y) * z) \ 1 = z \ K(y,x).
K(K(x,y),z) = T(K(x,y),z) * K(y,x).
T(K(x,y),z) * K(y,x) = K(K(x,y),z).
T(K(x,y),z) * K(y,x) != u | K(K(x,y),z) = u.
(x * y) \ ((y * x) * T(K(x,y),z)) = K(y,x) * T(K(x,y),z).
K(x,y) \ z = K(y,x) * z.
(x * y) / ((K(z,u) * x) * y) = K(u,z).
x / (K(y \ 1,z) * x) = K(z,u / (y * u)).
K(x,y / (z * y)) = u / (K(z \ 1,x) * u).
x / (K(y \ 1,z) * x) != u | K(z,w / (y * w)) = u.
K(x,y / (z * y)) = K(x,z \ 1).
K(x,(y \ z) / z) = K(x,y \ 1).
K(x,y / z) = K(x,(z / y) \ 1).
K(x,(y / z) \ 1) = K(x,z / y).
K(x,(y * z) / ((u * y) * z)) = K(x,R(u,y,z) \ 1).
K(x,y / z) * y = y * K(x,(y \ z) \ 1).
x * K(y,(x \ z) \ 1) = K(y,x / z) * x.
x * K(y,z \ 1) = K(y,x / (x * z)) * x.
K(x,y / (y * z)) * y = y * K(x,z \ 1).
T(x,(y \ z) / z) * (x \ u) = K(x,y \ 1) * u.
x * (y \ z) != K(y,u) * z | T(y,u) = x.
T(x,y \ 1) = T(x,(y \ z) / z).
T(x,(y \ z) / z) = T(x,y \ 1).
T(x,y / x) != z | T(x,x \ y) = z.
T(x,x \ (y \ x)) = T(x,y \ 1).
T(x,y / (z * y)) = T(x,z \ 1).
T(x,(y * z) / ((u * y) * z)) = T(x,R(u,y,z) \ 1).
K(x,T(y,z \ 1)) = K(x,T(y,z \ y)).
K(x,y) * ((K(y,x) * z) * u) = z * u.
x \ (K(y,z) * u) = (K(z,y) * x) \ u.
(K(x,y) * z) \ u = z \ (K(y,x) * u).
K(x,y) * (((y * x) / y) * z) = x * z.
K(x \ y,x) * ((y / x) * z) = (x \ y) * z.
x \ K(x,y) = ((y * x) / y) \ 1.
((x * y) / x) \ 1 = y \ K(y,x).
K(x,y) * z != x * K(x,y) | x = z.
x = ((y * x) / y) * K(x,y).
((x * y) / x) * K(y,x) = y.
x \ y != ((z * x) / z) \ 1 | ((z * x) / z) \ x = y.
((x * y) / x) \ y = K(y,x).
x \ 1 = T(x,y) \ K(T(x,y),y).
T(x,y) \ K(T(x,y),y) = x \ 1.
T(x,y) \ z != x \ 1 | K(x,y) = z.
K(x,y) = K(T(x,y),y).
K(T(x,y),y) = K(x,y).
T(x,T(y,x)) \ x = K(y,x).
K(x,y) = K((y * x) / y,y).
K((x * y) / x,x) = K(y,x).
K(x \ y,x) = K(y / x,x).
K(x / y,y) = K(y \ x,y).
K((x * y) / (z * y),z) = K(z \ x,z).
x * K(x / y,y) = (y \ x) * y.
x / (x / y) = y * K(y \ x,y).
x * K(y \ 1,y * x) = ((y * x) \ x) * (y * x).
((x * y) \ y) * (x * y) = y * K(x \ 1,x * y).
K(x / (y * z),y) = K(y \ (x / z),y).
R(K(x \ ((y / z) / u),x),w,v5) = K(y / ((x * u) * z),x).
R(K(x \ ((y / z) / u),x),((y / z) / u) * u,z) != w | K(x \ (y / (u * z)),x) = w.
K(x \ (y / (z * u)),x) = K(y / ((x * z) * u),x).
K(x / ((y * z) * u),y) = K(y \ (x / (z * u)),y).
(x \ 1) / (x \ K(x \ (y / (z * u)),x)) = K(x,y / ((x * z) * u)).
(x \ 1) / (x \ K(y,x)) != z | K(x,y) = z.
K(x,x \ (y / (z * u))) = K(x,y / ((x * z) * u)).
K(x,y / ((x * z) * u)) = K(x,x \ (y / (z * u))).
K(x,(y * (z * u)) / ((w * z) * u)) != v5 | K(x,y / R(w,z,u)) = v5.
K(x,y / R(x,z,u)) = K(x,x \ ((y * (z * u)) / (z * u))).
K(x,x \ ((y * (z * u)) / (z * u))) = K(x,y / R(x,z,u)).
K(x,x \ y) = K(x,y / R(x,z,u)).
K(x,y / R(x,z,u)) = K(x,x \ y).
K(x,y / R(x,z,u)) != w | K(x,R(x,z,u) \ y) = w.
K(x,R(x,y,z) \ u) = K(x,x \ u).
K(x,R(x,y,z) \ (x * u)) = K(x,u).
K(x,x * y) = K(x,R(x,z,u) * y).
K(x,R(x,y,z) * u) = K(x,x * u).
x \ y != K(z,y) | T(y,z) = x.
T(x,y) = T(x,T(y,x)).
T(x,T(y,x)) = T(x,y).
(x * y) / x = y * (T(y,T(x,y)) \ y).
L(R(x,y,x),y,x) = T((z * x) / z,T(z,x)).
L(R(x,y,x),y,x) * z = z * T(x,T(z,x)).
x * y != L(R(z,u,w),x,z) * x | R(T(z,z * x),u,w) = y.
R(T(x,x * y),y,x) = T(x,T(y,x)).
T(x,T(y,x)) != z | R(T(x,x * y),y,x) = z.
R(T(x,x * y),y,x) = T(x,y).
T(x,T(y,z)) != u | T(x,T(y,y \ z)) = u.
T(x,T(y,y \ x)) = T(x,y).
T(x,y) * K(y * x,x) = R(x,T(y,x),x).
T(x,(y \ x) \ x) = T(x,y).
T(x,y) = T(x,x / (x / y)).
T(x,x / (x / y)) = T(x,y).
T(x,x / (x / T(y,x))) != z | (x / T(y,x)) * y = z.
(x / T(y,x)) * y = T(x,T(y,x)).
T(x,T(y,x)) != z | (x / T(y,x)) * y = z.
(x / T(y,x)) * y = T(x,y).
T(x,y) / y = x / T(y,x).
x * (y / T(x,y)) = T(x * (y / x),x).
T(x * (y / x),x) = x * (y / T(x,y)).
T(x,y) * (y / T(x,y)) = x * (y / x).
R(x,y / z,z) != T(z,y / z) | T(z,y) = x.
T(x,y) = T(x,x * (y / x)).
T(x,x * (y / x)) = T(x,y).
R(x,y,z) != T(z,y) | T(z,y * z) = x.
T(x,y * x) = T(x,x * y).
R(T(x,y),x \ y,x) = T(x,x \ y).
T(x,x * y) * K(y * x,x) = x.
K(x * y,x) = K(y * x,x).
K(x * y,y) = K(y * x,y).
T(x,y) * K(y * x,x) = R(x,y,x).
T(x,y) * K(y * x,x) != z | R(x,T(y,x),x) = z.
R(x,T(y,x),x) = R(x,y,x).
R(x,x \ (y * x),x) = R(x,y,x).
((x / y) * z) / (y \ x) = (K(y,y \ x) * z) * K((K(y,y \ x) * z) \ ((x / y) * z),K(y,y \ x) * z).
(K(x,x \ y) * z) * K((K(x,x \ y) * z) \ ((y / x) * z),K(x,x \ y) * z) = ((y / x) * z) / (x \ y).
R(x,(y * z) / y,K(z,y)) * z = (x * ((y * z) / y)) * K(z,y).
(x * (K(y,x) * z)) \ u = (x * z) \ (K(x,y) * u).
K(K(x,y),z) = K(y,x) * T(K(x,y),z).
K(x,y) * T(K(y,x),z) = K(K(y,x),z).
x \ (K(y,z) * u) != w | (K(z,y) * x) \ u = w.
(K(x,y) * K(z,u)) \ w = K(u,z) * (K(y,x) * w).
x \ (L(y,z,x) * (x * z)) != u | z * T(y,x * z) = u.
x * T(y,K(z,u) * x) = K(u,z) * (L(y,x,K(z,u)) * (K(z,u) * x)).
K(x,y) * (L(z,u,K(y,x)) * (K(y,x) * u)) = u * T(z,K(y,x) * u).
K(x,y) * z != u | K(y,x) * u = z.
K(x,y) * (K(z,y) * K(y,x)) = K(z,y).
K(x \ y,x) * (y / x) = x \ y.
x * ((K(y,z) * x) \ u) = (T(z,y) * w) * ((z * w) \ u).
(T(x,y) * z) * ((x * z) \ u) = w * ((K(y,x) * w) \ u).
(K(x,y) * z) * (z \ u) = w * ((K(y,x) * w) \ u).
K(x,y / ((y / z) * K(z \ 1,y))) = K(x,(y \ (y / z)) \ 1).
L(K(x,y),z,u) \ 1 = K(L(y \ 1,z,u) \ 1,x).
K(L(x \ 1,y,z) \ 1,u) = L(K(u,x),y,z) \ 1.
L(K(x,y),z,u) \ 1 = K(L(1 / y,z,u) \ 1,x).
K(L(1 / x,y,z) \ 1,u) = L(K(u,x),y,z) \ 1.
(x * y) \ (x * (K(z,u) * y)) != w | K(z,((x * y) \ (x * (u \ y))) \ 1) = w.
K(x,((y * z) \ (y * (u \ z))) \ 1) = L(T(K(x,u),z),z,y).
(x \ (y * x)) \ (y * x) = T(x,y).
T(x,x * y) != z | L(T(x,y),y,x) = z.
L(T(x,y / x),y / x,x) = T(x,y).
K(x,T(y * z,y \ 1)) = K(x,T(y * z,z)).
K(x,(y * z) / (u * z)) != w | K(x,y / u) = w.
K(x,y / (z * y)) = K(x,R(z,y,u) \ 1).
K(x,R(y,z,u) \ 1) = K(x,z / (y * z)).
K(x,y / (z * y)) != u | K(x,R(z,y,w) \ 1) = u.
K(x,R(y,z,u) \ 1) = K(x,y \ 1).
L(T(x,x \ y),y / x,x) = T(x,y).
L(x,y,z) != u | L(x,y,(z \ w) \ w) = u.
L(T(x,x \ y),y / x,(x \ z) \ z) = T(x,y).
L((x \ y) \ y,y / x,(x \ z) \ z) = T(x,y).
K(T(x,y),z) = K((x \ y) \ y,z).
K((x \ y) \ y,z) = K(T(x,y),z).
T(T(x,x \ y),z) = R(T(T(x,y),z),x \ y,x).
R(T(T(x,y),z),x \ y,x) = T(T(x,x \ y),z).
K(x,L(T(T(y,y \ z),u),w,v5)) = K(x,L(T(T(y,z),u),w,v5)).
T(x,(y * z) / ((u * y) * z)) != w | T(x,R(u,y,z) \ 1) = w.
T(x,R(y,z,u) \ 1) = T(x,z / (y * z)).
T(x,y / (z * y)) != u | T(x,R(z,y,w) \ 1) = u.
T(x,R(y,z,u) \ 1) = T(x,y \ 1).
T(x,x) != y | x = y.
R(x,y,z) \ 1 = T(R(x,y,z) \ 1,x \ 1).
T(R(x,y,z) \ 1,x \ 1) = R(x,y,z) \ 1.
T(R(x \ 1,y,z) \ 1,x) = R(x \ 1,y,z) \ 1.
(x * (R(x \ 1,y,z) \ 1)) / x = R(x \ 1,y,z) \ 1.
K(x \ 1,x) * (R((x \ 1) \ 1,y,z) \ 1) = ((x \ 1) * (R((x \ 1) \ 1,y,z) \ 1)) / (1 / x).
((x \ 1) * (R((x \ 1) \ 1,y,z) \ 1)) / (1 / x) = K(x \ 1,x) * (R((x \ 1) \ 1,y,z) \ 1).
x * (R(x,y,z) \ u) = (u / R(x,y,z)) * x.
(x / R(y,z,u)) * y = y * (R(y,z,u) \ x).
((1 / x) * (R(1 / x,y,z) \ u)) * x = R(u / R(1 / x,y,z),x \ 1,x).
(K(x,x \ y) * z) * K(z \ (K(x \ y,x) * ((y / x) * z)),K(x,x \ y) * z) = ((y / x) * z) / (x \ y).
K((x * y) / (z * y),u) != w | K(x / z,u) = w.
K(x / (y * x),z) = K(R(y,x,u) \ 1,z).
K(R(x,y,z) \ 1,u) = K(y / (x * y),u).
K(x / (y * x),z) != u | K(R(y,x,w) \ 1,z) = u.
K(R(x,y,z) \ 1,u) = K(x \ 1,u).
T(x,y) * (x \ z) != u | K(x,y) * z = u.
K(x,y) * z = z * K((z \ (x \ z)) \ 1,y).
x * K((x \ (y \ x)) \ 1,z) = K(y,z) * x.
T(K(x,y),z) = K((z \ (x \ z)) \ 1,y).
K((x \ (y \ x)) \ 1,z) = T(K(y,z),x).
((K(x,y) * z) * u) / (z * (K((z \ (x \ z)) \ 1,y) * u)) = a(z,K((z \ (x \ z)) \ 1,y),u).
(K(x,y) * (z * u)) / (z * (K((z \ (x \ z)) \ 1,y) * u)) = a(z,K((z \ (x \ z)) \ 1,y),u).
K((x \ y) \ 1,z) = T(K(x / y,z),x).
(K(x,y) * (z * u)) / (z * (T(K(x,y),z) * u)) = a(z,K((z \ (x \ z)) \ 1,y),u).
K(x \ 1,y) = T(K(z / (z * x),y),z).
T(K(x / (x * y),z),x) = K(y \ 1,z).
K(L(x,y,z) \ 1,u) = T(K((z * y) / (z * (y * x)),u),z * y).
T(K((x * y) / (x * (y * z)),u),x * y) = K(L(z,y,x) \ 1,u).
T(K((x * y) / (x * z),u),x * y) != w | L(K((y \ z) \ 1,u),y,x) = w.
L(K((x \ (x * y)) \ 1,z),x,u) = K(L(y,x,u) \ 1,z).
L(K(x \ 1,y),z,u) = K(L(x,z,u) \ 1,y).
L(K(x,y \ 1),z,u) != w | K(x,L(y,z,u) \ 1) = w.
K(x \ 1,L(y,z,u) \ 1) = K(L(x,z,u) \ 1,y \ 1).
K(L(x,y,z) \ 1,u \ 1) = K(x \ 1,L(u,y,z) \ 1).
L(K(x \ 1,x),y,z) != u | K(x \ 1,L(x,y,z)) = u.
K(x \ 1,L(x,y,z)) = K(L(x,y,z) \ 1,x).
K(L(x,y,z) \ 1,x) = K(x \ 1,L(x,y,z)).
L(K(x,y),z,u) = K(L(x \ 1,z,u) \ 1,y).
K(L(x \ 1,y,z) \ 1,u) = L(K(x,u),y,z).
K(x,y) * ((z * u) / (z * (T(K(x,y),z) * u))) = a(z,K((z \ (x \ z)) \ 1,y),u).
K(x,y) * ((z * u) / (z * (T(K(x,y),z) * u))) = a(z,T(K(x,y),z),u).
K(L(x \ 1,y,z) \ 1,u) != w | L(K(u,x),y,z) \ 1 = w.
L(K(x \ 1,x),y,z) \ 1 = K((x \ 1) \ 1,L(x \ 1,y,z)).
K((x \ 1) \ 1,L(x \ 1,y,z)) = L(K(x \ 1,x),y,z) \ 1.
K((x \ 1) \ 1,y) != z | K(x,y) = z.
K(x,L(x \ 1,y,z)) = L(K(x \ 1,x),y,z) \ 1.
L(K(x \ 1,x),y,z) \ 1 = K(x,L(x \ 1,y,z)).
L(K(x,y),z,u) \ 1 != w | K(L(1 / y,z,u) \ 1,x) = w.
K(L(1 / x,y,z) \ 1,x \ 1) = K(x,L(x \ 1,y,z)).
K(L(x,y,z) \ 1,u \ 1) != w | K(x \ 1,L(u,y,z) \ 1) = w.
K((1 / x) \ 1,L(x,y,z) \ 1) = K(x,L(x \ 1,y,z)).
K((x / y) \ x,z) != u | K(y,z) = u.
K(x,L(x,y,z) \ 1) = K(x,L(x \ 1,y,z)).
K(x,L(x \ 1,y,z)) * (z * y) = z * (y * K(x,x \ 1)).
(x * (y * K(z,z \ 1))) / u = K(z,L(z \ 1,y,x)) * ((x * y) / u).
K(x,L(x \ 1,y,z)) * ((z * y) / u) = (z * (y * K(x,x \ 1))) / u.
K(x,x \ 1) * ((y * z) / u) = (y * (z * K(x,x \ 1))) / u.
(x * (y * K(z,z \ 1))) / u = K(z,z \ 1) * ((x * y) / u).
L(K(x,y),z,u) \ 1 = L(K(y,x),z,u).
(K(x,x \ y) * z) * K(z \ ((x \ y) * z),K(x,x \ y) * z) = ((y / x) * z) / (x \ y).
(K(x,x \ y) * z) * K(T(x \ y,z),K(x,x \ y) * z) = ((y / x) * z) / (x \ y).
x * K(y,R(y,z,u) \ x) = R(y,z,u) * (x / R(y,z,u)).
R(x,y,z) * (u / R(x,y,z)) = u * K(x,R(x,y,z) \ u).
R(x,y,z) * (u / R(x,y,z)) = u * K(x,x \ u).
x * K(y,y \ x) != z | R(y,u,w) * (x / R(y,u,w)) = z.
R(x,y,z) * (u / R(x,y,z)) = x * (u / x).
(x / (1 / y)) \ 1 = (x / (y \ 1)) \ K(y,y \ 1).
(x / (y \ 1)) \ K(y,y \ 1) = (x / (1 / y)) \ 1.
((x / (1 / y)) \ 1) \ 1 = ((x / (y \ 1)) \ 1) \ K(y \ 1,y).
((x / (y \ 1)) \ 1) \ K(y \ 1,y) = ((x / (1 / y)) \ 1) \ 1.
(x * (K(y,x) * (z * u))) \ (K(y,x) * ((x * z) * u)) = a(x,K(y,x) * z,u).
(x * (K(y,x) * z)) \ u != w | (x * z) \ (K(x,y) * u) = w.
(x * (y * z)) \ (K(x,u) * (K(u,x) * ((x * y) * z))) = a(x,K(u,x) * y,z).
(x * (y * z)) \ ((x * y) * z) = a(x,K(u,x) * y,z).
a(x,K(y,x) * z,u) = (x * (z * u)) \ ((x * z) * u).
(x * (y * z)) \ ((x * y) * z) != u | a(x,K(w,x) * y,z) = u.
a(x,K(y,x) * z,u) = a(x,z,u).
a(x,T(y,x),z) = a(x,y,z).
a(x,x \ y,z) = a(x,y / x,z).
a(x,y / x,z) = a(x,x \ y,z).
a(x,T(K(y,z),x),u) != w | K(y,z) * ((x * u) / (x * (T(K(y,z),x) * u))) = w.
K(x,y) * ((z * u) / (z * (T(K(x,y),z) * u))) = a(z,K(x,y),u).
K(x,y / ((y / z) * K(z \ 1,y))) != u | K(x,(y \ (y / z)) \ 1) = u.
K(x,(y \ (y / z)) \ 1) = K(x,T(y,z \ 1) / (y / z)).
K(x,T(y,z \ 1) / (y / z)) = K(x,(y \ (y / z)) \ 1).
R((x \ 1) \ 1,y,z) * K(u,R(x,y,z) \ 1) = T(R(x,y,z) \ 1,u) \ 1.
R((x \ 1) \ 1,y,z) * K(u,x \ 1) = T(R(x,y,z) \ 1,u) \ 1.
L(x,K(y,z),z) = x.
(x * (K(y * z,x) * y)) * z = (y * z) * R(x,y,z).
(L(a(x,y,z),u,w) * (1 * v5)) * v6 = (v5 * v6) * R(L(a(x,y,z),u,w),v5,v6).
(x * y) * R(L(a(z,u,w),v5,v6),x,y) = (L(a(z,u,w),v5,v6) * (1 * x)) * y.
(x * y) * R(L(a(z,u,w),v5,v6),x,y) = (L(a(z,u,w),v5,v6) * x) * y.
(x * y) * L(R(a(z,u,w),x,y),v5,v6) = (L(a(z,u,w),v5,v6) * x) * y.
a(x,K(y,x),z) = 1.
a(R(x,y,z),K(u,x),w) = 1.
R(R(x,y,z),K(u,x) * ((R(x,y,z) * K(u,x)) \ w),1) \ w = (K(u,x) * ((R(x,y,z) * K(u,x)) \ w)) * a(R(x,y,z),K(u,x),(R(x,y,z) * K(u,x)) \ w).
(K(x,y) * ((R(y,z,u) * K(x,y)) \ w)) * a(R(y,z,u),K(x,y),(R(y,z,u) * K(x,y)) \ w) = R(R(y,z,u),K(x,y) * ((R(y,z,u) * K(x,y)) \ w),1) \ w.
(K(x,y) * ((R(y,z,u) * K(x,y)) \ w)) * a(R(y,z,u),K(x,y),(R(y,z,u) * K(x,y)) \ w) = R(y,z,u) \ w.
x * R(x \ y,z,u) = T(x,w) * R(T(x,w) \ y,z,u).
T(x,y) * R(T(x,y) \ z,u,w) = x * R(x \ z,u,w).
((x \ y) \ y) * (z * R(z \ (T(x,x \ y) \ (u * z)),w,v5)) = (x * R(x \ u,w,v5)) * z.
x * (T(y,x) * R(T(y,x) \ (x \ z),u,w)) = T(y,v5) * (x * R(x \ (T(y,v5) \ z),u,w)).
T(x,y) * (z * R(z \ (T(x,y) \ u),w,v5)) = z * (T(x,z) * R(T(x,z) \ (z \ u),w,v5)).
T(x,y) * (z * R(z \ (T(x,y) \ u),w,v5)) = z * (x * R(x \ (z \ u),w,v5)).
((x \ y) \ y) * (z * R(z \ (T(x,x \ y) \ u),w,v5)) = z * (x * R(x \ (z \ u),w,v5)).
((x \ y) \ y) * (z * R(z \ (T(x,x \ y) \ (u * z)),w,v5)) != v6 | (x * R(x \ u,w,v5)) * z = v6.
(x * R(x \ y,z,u)) * w = w * (x * R(x \ (w \ (y * w)),z,u)).
x * (y * R(y \ (x \ (z * x)),u,w)) = (y * R(y \ z,u,w)) * x.
x * (y * R(y \ T(z,x),u,w)) = (y * R(y \ z,u,w)) * x.
K(x,y) * (z * R(z \ x,u,w)) = (z * R(z \ x,u,w)) * K(x,y).
T(x * R(x \ y,z,u),w) = x * R(x \ T(y,w),z,u).
x * R(x \ T(y,z),u,w) = T(x * R(x \ y,u,w),z).
x * R(x \ y,z,u) = T(x * R(x \ y,z,u),y).
T(x * R(x \ y,z,u),y) = x * R(x \ y,z,u).
K(x,T(1 / y,z) \ 1) = K(x,y / K(y \ 1,z)).
K(x,T(1 / y,z) \ 1) != u | T(K(x,y),z) = u.
T(K(x,y),z) = K(x,y / K(y \ 1,z)).
K(x,y / K(y \ 1,z)) = T(K(x,y),z).
(x * y) \ (y * (x * T(K(x,y),z))) = K(y,x) * T(K(x,y),z).
x \ (((y * x) / y) * z) = K(y,x) * z.
(x * ((y * z) / y)) \ (z * (K(y,z) * x)) = K((y * z) / y,x).
R(x / y,z,u) * w = R(y \ x,z,u) * (K(y,R(y \ x,z,u)) * w).
R(x \ y,z,u) * (K(x,R(x \ y,z,u)) * w) = R(y / x,z,u) * w.
R(x \ y,z,u) * (K(x,x \ y) * w) = R(y / x,z,u) * w.
(R(x / y,z,u) * w) / R(y \ x,z,u) = (K(y,y \ x) * w) * K(R(y \ x,z,u),K(y,y \ x) * w).
(R(x / y,z,u) * w) / R(y \ x,z,u) = (K(y,y \ x) * w) * K(y \ x,K(y,y \ x) * w).
x \ y = K(z,x) * (((z * x) / z) \ y).
K(x,y) * (((x * y) / x) \ z) = y \ z.
K(x,y) * (x \ z) = ((y * x) / y) \ z.
((x * y) / x) \ z = K(y,x) * (y \ z).
(x \ y) / (((z * x) / z) \ y) = K(z,x).
(x \ (K(y \ 1,y) * z)) / (((u * (x * K(y,y \ 1))) / u) \ z) = K(u,x * K(y,y \ 1)).
(x \ (K(y \ 1,y) * z)) / ((K(y,y \ 1) * ((u * x) / u)) \ z) = K(u,x * K(y,y \ 1)).
(x \ (K(y \ 1,y) * z)) / (((u * x) / u) \ (K(y \ 1,y) * z)) = K(u,x * K(y,y \ 1)).
(x \ y) / (((z * x) / z) \ y) != u | K(z,x) = u.
K(x,y) = K(x,y * K(z,z \ 1)).
K(x,y * K(z,z \ 1)) = K(x,y).
K(x,y * K(z \ 1,z)) = K(x,y).
K(x,y) = K(x,K(z \ 1,z) * y).
K(x,K(y \ 1,y) * z) = K(x,z).
K(x,((y \ 1) \ 1) * z) = K(x,y * z).
K(x,(y \ K(z \ 1,z)) \ u) = K(x,(y \ 1) \ u).
K(x,y \ z) = K(x,((y \ 1) \ 1) \ z).
K(x,((y \ 1) \ 1) \ z) = K(x,y \ z).
K(x,((y / (z \ 1)) \ 1) \ u) = K(x,((y / (1 / z)) \ 1) \ u).
K(x,((y / (1 / z)) \ 1) \ u) = K(x,((y / (z \ 1)) \ 1) \ u).
K(x,((((y \ 1) * (R((y \ 1) \ 1,z,u) \ 1)) / (1 / y)) \ 1) \ w) = K(x,((R((y \ 1) \ 1,z,u) \ 1) \ 1) \ w).
K(x,R((y \ 1) \ 1,z,u) \ w) = K(x,R(y,z,u) \ w).
K(x,T((y \ 1) \ 1,z) * u) = K(x,T(y,z) * u).
K(x,(y \ K(z \ 1,z)) * u) = K(x,(y \ 1) * u).
K(x,(((y / (1 / z)) \ 1) \ 1) * u) = K(x,(((y / (z \ 1)) \ 1) \ 1) * u).
K(x,((y \ 1) \ 1) * z) != u | K(x,y * z) = u.
K(x,(y / (1 / z)) * u) = K(x,(((y / (z \ 1)) \ 1) \ 1) * u).
K(x,(((y / (z \ 1)) \ 1) \ 1) * u) = K(x,(y / (1 / z)) * u).
K(x,(y / (z \ 1)) * u) = K(x,(y / (1 / z)) * u).
K(x,(y / (1 / z)) * u) = K(x,(y / (z \ 1)) * u).
K(x,y * (z \ 1)) != u | K(x,y / z) = u.
K(x,(y / (1 / z)) / u) = K(x,(y / (z \ 1)) * (u \ 1)).
K(x,(y / (z \ 1)) * (u \ 1)) = K(x,(y / (1 / z)) / u).
K(x,(y / (1 / z)) / u) != w | K(x,(y / (z \ 1)) * (u \ 1)) = w.
K(x,(y / (z \ 1)) * (u \ 1)) = K(x,y / (u * (1 / z))).
K(x,(y / (z \ 1)) / u) = K(x,y / (u * (1 / z))).
K(x,(y / z) / u) != w | K(x,y / (u * z)) = w.
K(x,y / (z * (u \ 1))) = K(x,y / (z * (1 / u))).
K(x,y / (z * (1 / u))) = K(x,y / (z * (u \ 1))).
K(x,((1 / (1 / y)) * z) / u) = K(x,(y * z) / u).
K(x,y \ K(z \ 1,z)) = K(x,y \ 1).
K(x,T(y * K(z \ 1,z),u)) = K(x,T(y,u)).
K(x,T(y / z,u)) = K(x,T(y / (1 / (1 / z)),u)).
K(x,T(y / (1 / (1 / z)),u)) = K(x,T(y / z,u)).
K(x,T(y / (1 / z),u)) != w | K(x,T(y * z,u)) = w.
K(x,T(y * (1 / z),u)) = K(x,T(y / z,u)).
K(x,T(y * z,u)) = K(x,T(y / (z \ 1),u)).
K(x,T(y / (z \ 1),u)) = K(x,T(y * z,u)).
(x * (y \ z)) * L((z \ T(y,y \ z)) * z,y \ z,x) = (x * K(z \ y,z)) * z.
x * ((y \ z) * ((z \ T(y,y \ z)) * z)) = (x * K(z \ y,z)) * z.
K(x \ y,x) * x != z | (y \ x) * ((x \ T(y,y \ x)) * x) = z.
(x \ y) * ((y \ T(x,x \ y)) * y) = y * K(y \ x,y).
x * (y * K(y \ z,y)) = (x * K(y \ z,y)) * y.
(x * K(y \ z,y)) * y = x * (y * K(y \ z,y)).
(x * K(y,z)) * z = x * (z * K(z \ (z * y),z)).
x * (y * K(y \ (y * z),y)) = (x * K(z,y)) * y.
x * (y * K(z,y)) = (x * K(z,y)) * y.
(x * K(y,z)) * z = x * (z * K(y,z)).
(x * y) / (y * K(z,y)) = x / K(z,y).
(x * (y * K(z,y))) \ ((x * (y * K(z,y))) * y) = L(y,K(z,y),x).
x = L(x,K(y,x),z).
L(x,K(y,x),z) = x.
T(x,y) = L(T(x,y),K(z,x),u).
L(T(x,y),K(z,x),u) = T(x,y).
L(T(x,y),K(y,x),z) != u | (z * K(y,x)) \ (z * x) = u.
(x * K(y,z)) \ (x * z) = T(z,y).
(x * K(y,z)) * T(z,y) = x * z.
x * T(y,z) != u * y | x = u * K(z,y).
x * T(y,z) != u * y | u * K(z,y) = x.
x / T(y,z) = (x / y) * K(z,y).
(x / y) * K(z,y) = x / T(y,z).
(x * T(y,z)) * K(z,y) = x * y.
x * K(y,z) = (x / T(z,y)) * z.
(x / T(y,z)) * y = x * K(z,y).
((x * y) * z) / (y * z) = R(R(x,y,T(z,y)),z * y,K(y,z)).
R(R(x,y,T(z,y)),z * y,K(y,z)) = ((x * y) * z) / (y * z).
R(R(x,y,T(z,y)),z * y,K(y,z)) != u | R(x,y,z) = u.
x * (y * z) != z * K(y \ 1,y * z) | (y * z) \ z = x.
(x * y) \ y = y / T(x * y,x \ 1).
x / T(y * x,y \ 1) = (y * x) \ x.
(x * y) / ((z * y) / z) = x / K(z,y).
(x * y) / ((z * y) / z) != u | (x / ((z * y) / z)) * y = u.
(x / ((y * z) / y)) * z = x / K(y,z).
x * y = (x * ((z * y) / z)) / K(z,y).
(x * ((y * z) / y)) / K(y,z) = x * z.
(x * (y * K(z,y))) / K(z,y) = x * y.
(x * y) * K(z,y) = x * (y * K(z,y)).
(x * (y * z)) / u != x * y | L(z,y,x) = u.
L(K(x,y),y,z) = K(x,y).
(x * (y \ z)) * K(y,y \ z) = x * (z / y).
K(x,y) \ 1 = L(K(y,x),y,z).
L(K(x,y),x,z) = K(y,x) \ 1.
K(x,y) \ 1 != z | L(K(y,x),y,u) = z.
L(K(x,y),x,z) = K(x,y).
L(K(x,y),x,z) != u | (z * x) \ (z * T(x,y)) = u.
(x * y) \ (x * T(y,z)) = K(y,z).
L(x \ T(x,y),x,z) = K(x,y).
L((x \ y) \ z,x \ y,x) != u | y \ (x * z) = u.
x \ (y * T(y \ x,z)) = K(y \ x,z).
L(K(x,y),z * x,u) = (u * (z * x)) \ (u * (z * T(x,y))).
(x * (y * z)) \ (x * (y * T(z,u))) = L(K(z,u),y * z,x).
(x * y) * K(y,z) = x * T(y,z).
R(x,y,K(y,z)) = x.
x * K(y \ x,z) = y * T(y \ x,z).
x * T(y,z) != u | (x * y) * K(y,z) = u.
(K(x,y) * z) * K(z,y) = T(K(x,y) * z,y).
L(L(K(x,y),z * x,u) \ w,L(K(x,y),z * x,u),u * (z * x)) = (u * (z * T(x,y))) \ ((u * (z * x)) * w).
K(x,y) * (z * T(y,x)) = T(z * y,K(y,x)).
(x * K(y,z)) * K(z,u) = (x / T(z,y)) * T(z,u).
(x / T(y,z)) * T(y,u) = (x * K(z,y)) * K(y,u).
x = (x * K(y,z)) * K(z,y).
(x * K(y,z)) * K(z,y) = x.
(x * K(y,z)) \ x = K(z,y).
x * y != ((z * y) / u) * u | (z / w) * w = x.
(x / y) * y = (x * K(z,u)) * K(u,z).
x * y != T(x,z) | K(x,z) = y.
K(K(x,y) * z,y) = K(z,y).
K(x,y) = K(K(y,z) * x,y).
K(K(x,y) * z,x) = K(z,x).
R(x,(y * z) / y,K(z,y)) = x.
x * y = (x * ((z * y) / z)) * K(y,z).
(x * ((y * z) / y)) * K(z,y) = x * z.
(x * ((y * z) / y)) \ (x * z) = K(z,y).
(x * (y / z)) * K(z \ y,z) = x * (z \ y).
x * (y \ z) != u | (x * (z / y)) * K(y \ z,y) = u.
(x * (y / x)) * K(x \ y,x) = y.
x * T(y,y \ x) = (y * (x / y)) * y.
(x * (y / x)) * x = y * T(x,x \ y).
(x * y) \ (y * T(x,x \ y)) = a(x,y / x,x).
K(x,y) * (z * T(y,x)) != u | y * T(z,T(y,x)) = u.
x * T(y,T(x,z)) = T(y * x,K(x,z)).
T(x * y,K(y,z)) \ u = (x * T(y,z)) \ (K(y,z) * u).
(x * T(y,z)) \ (K(y,z) * u) = T(x * y,K(y,z)) \ u.
(a(x,y,z) * T(u,w)) \ (K(u,w) * ((v5 * u) * a(x,y,z))) != v6 | L(T(v5,u),T(u,w),a(x,y,z)) = v6.
L(T(x,y),T(y,z),a(u,w,v5)) = T(a(u,w,v5) * y,K(y,z)) \ ((x * y) * a(u,w,v5)).
T(a(x,y,z) * u,K(u,w)) \ ((v5 * u) * a(x,y,z)) = L(T(v5,u),T(u,w),a(x,y,z)).
x * a(y,z,u) = T(a(y,z,u) * x,K(x,w)).
T(a(x,y,z) * u,K(u,w)) = u * a(x,y,z).
(x * a(y,z,u)) \ ((w * x) * a(y,z,u)) = L(T(w,x),T(x,v5),a(y,z,u)).
L(T(x,y),T(y,z),a(u,w,v5)) = (y * a(u,w,v5)) \ ((x * y) * a(u,w,v5)).
(x * a(y,z,u)) \ ((w * x) * a(y,z,u)) != v5 | L(T(w,x),T(x,v6),a(y,z,u)) = v5.
L(T(x,y),T(y,z),a(u,w,v5)) = R(T(x,y * a(u,w,v5)),y,a(u,w,v5)).
R(T(x,y * a(z,u,w)),y,a(z,u,w)) = L(T(x,y),T(y,v5),a(z,u,w)).
x \ (y * T(y \ x,z)) != u | T(K(x / y,z),x) = u.
T(K(x / y,z),x) = K(y \ x,z).
x \ (y \ T(y * x,z)) = K((y \ 1) \ x,z).
x * K((y \ 1) \ x,z) = y \ T(y * x,z).
x \ T(x * y,z) = y * K((x \ 1) \ y,z).
T(K(x / (x * y),z),x) != u | K(y \ 1,z) = u.
K(x \ 1,y) = K((z * x) \ z,y).
K((x * y) \ x,z) = K(y \ 1,z).
T(K((x * (y * z)) / (x * y),u),x * (y * z)) != w | (x * (y * z)) \ (x * (y * T(z,u))) = w.
(x * (y * z)) \ (x * (y * T(z,u))) = K((x * y) \ (x * (y * z)),u).
x * K(y \ x,z) = K(x / y,z) * x.
K(x / y,z) * x = x * K(y \ x,z).
T(K(x,y),z) = K((x \ z) \ z,y).
K((x \ y) \ y,z) = T(K(x,z),y).
K((x \ y) \ y,z) != u | K(T(x,y),z) = u.
K(T(x,y),z) = T(K(x,z),y).
T(K(x,y),z) = K(T(x,z),y).
K(T(x,x \ y),z) = T(K(x,z),y).
K(T(x,y),z) = T(K(x,z),y * x).
T(K(x,y),z * x) = K(T(x,z),y).
K(T(x,y \ 1),z) = T(K(x,z),y \ x).
(x * (y * z)) \ (x * (y * T(z,u))) = K(L(z,y,x),u).
(x * (y * z)) \ (x * (y * T(z,u))) != w | L(K(z,u),y * z,x) = w.
L(K(x,y),z * x,u) = K(L(x,z,u),y).
L(K(x \ y,z),y,u) = K(L(x \ y,x,u),z).
K(L(x \ y,x,z),u) = L(K(x \ y,u),y,z).
L(K(x,y),z,u) = K(L(x,z / x,u),y).
K(L(x,y / x,z),u) = L(K(x,u),y,z).
L(K(L(x,y,z),u) \ w,L(K(x,u),y * x,z),z * (y * x)) = (z * (y * T(x,u))) \ ((z * (y * x)) * w).
L(K(x,L(y,z,u)) * w,L(K(y,x),z * y,u),u * (z * y)) = (u * (z * T(y,x))) \ ((u * (z * y)) * w).
K(L(x,y,x),z) != u | K(x,z) = u.
K(x,y) = L(K(x,y),z,x).
L(K(x,y),z,x) = K(x,y).
K((x * (y / z)) \ (x * y),u) = L(K(z,u),y,x).
(x * y) * K(x,z) = x * (y * K(x,z)).
R(x,y,K(x,z)) = x.
x \ (y * K(x,z)) = (x \ y) * K(x,z).
K(x \ (y * z),u) = L(K((y \ x) \ z,u),z,y).
L(K((x \ y) \ z,u),z,x) = K(y \ (x * z),u).
K((x * y) \ z,u) = L(K(y \ (x \ z),u),x \ z,x).
L(K(x \ (y \ z),u),y \ z,y) = K((y * x) \ z,u).
1 / (x \ K(y \ 1,x)) != z | T(x,(u * y) \ u) = z.
T(x,(y * z) \ y) = T(x,z \ 1).
T(x,y \ z) = T(x,(z \ y) \ 1).
T(x,(y \ z) \ 1) = T(x,z \ y).
T(x,L(y \ 1,y,z)) = T(x,y \ 1).
x \ (y * T(y \ x,z)) != u | K(y \ x,z) = u.
(x * K(y \ x,z)) \ (y * u) != w | L(T(y \ x,z) \ u,T(y \ x,z),y) = w.
T(K(x / y,z),x) != u | K(y \ x,z) = u.
K(x / (x / y),z) * x = x * K(y,z).
K((x * y) / x,z) * x = x * K(y,z).
K(x * K(y,z),z) = K(x,z).
K(x * R(y,z,u),y) = K(R(y,z,u) * x,y).
K(R(x,y,z) * u,x) = K(u * R(x,y,z),x).
((x * R(y,z,u)) * y) / (x * R(y,z,u)) = y * K(R(y,z,u) * x,y).
((x * y) * R(y,z,u)) / (x * R(y,z,u)) = y * K(R(y,z,u) * x,y).
T(x * K(R(x,y,z) * u,x),u) = R(x,u,R(x,y,z)).
K(x,y) * z = z * K(T(x,z),y).
x * K(T(y,x),z) = K(y,z) * x.
x \ (K(y,z) * x) = K(T(y,x),z).
T(K(x,y),K(x,z)) = K(x,y).
T(K(x,y),z) \ 1 = K(y,T(x,z)).
x / K(y,z) = x * K(z,y).
x \ (K(y,z) * u) != K(T(y,u),z) | u = x.
x = (K(y,z) * x) * K(z,T(y,x)).
(K(x,y) * z) * K(y,T(x,z)) = z.
x * K(y,z) != u | x = u * K(z,y).
x * K(y,z) != u | u * K(z,y) = x.
((x * K(y,z)) * R((x * K(y,z)) \ u,w,v5)) * K(z,y) = x * R(x \ (u * ((x * K(y,z)) \ x)),w,v5).
(x / T(y,z)) \ (x / y) = K(y,z).
K(x,y) * z = z * K(x,T(y,z)).
x * K(y,T(z,x)) = K(y,z) * x.
T(K(x,y),z) = K(x,T(y,z)).
x * y != K(z,u) * x | K(T(z,x),u) = y.
K(T(x,y),z) = K(x,T(z,y)).
a(x,y,z) * u != w * a(x,y,z) | w = u.
K(x,y) = K(x,T(y,a(z,u,w))).
K(x,T(y,a(z,u,w))) = K(x,y).
x * y != K((x * z) / x,u) * x | K(z,u) = y.
K(x,y) = K((z * x) / z,T(y,z)).
K((x * y) / x,T(z,x)) = K(y,z).
x * y != K(x / z,u) * x | K(z \ x,u) = y.
K(x \ y,z) = K(y / x,T(z,y)).
K(x / y,T(z,x)) = K(y \ x,z).
K(x,y) * z != K(y,u) * K(x,y) | K(y,u) = z.
K(x,y) = K(x,T(y,K(z,x))).
K(x,T(y,K(z,x))) = K(x,y).
K(x,y) * z != z * u | K(x,T(y,z)) = u.
x * K(y,z \ x) = K(y,x / z) * x.
K(x,y / z) * y = y * K(x,z \ y).
T(K(x,y / z),y) = K(x,z \ y).
x * y != K(z,x / u) * x | K(z,(x \ u) \ 1) = y.
K(x,(y \ z) \ 1) = K(x,z \ y).
x * y != K(z,x / (x * u)) * x | K(z,u \ 1) = y.
K(x,y \ 1) = K(x,(z * y) \ z).
K(x,(y * z) \ y) = K(x,z \ 1).
T(K(x,y),z) = K(x,(y \ z) \ z).
K(x,(y \ z) \ z) = T(K(x,y),z).
K(x,T(y,y \ z)) = T(K(x,y),z).
K(x,T(y,z)) = T(K(x,y),z * y).
T(K(x,y),z * y) = K(x,T(y,z)).
K(x,T(y,z)) = T(K(x,y),y * z).
T(K(x,y),y * z) = K(x,T(y,z)).
x * T(K(x,y),z) = T(x,T(y,y \ z)).
T(x,T(y,y \ z)) = x * T(K(x,y),z).
K(x,T(y,K(y,z) * u)) = T(K(x,y),T(y,z) * u).
T(K(x,y),T(y,z) * u) = K(x,T(y,K(y,z) * u)).
T(x,T(y,y \ z)) != u | T(x,T(y,z)) = u.
T(x,T(y,z)) = x * T(K(x,y),z).
x * T(K(x,y),z) = T(x,T(y,z)).
K(x,L(y \ z,y,u) \ 1) = K(x,(u * z) \ (u * y)).
L(K(x,y \ z),u,w) = K(x,L(z \ y,u,w) \ 1).
K(x,L(y \ z,u,w) \ 1) = L(K(x,z \ y),u,w).
K(x,L(y \ z,u,w) \ 1) != v5 | L(K(x,z \ y),u,w) = v5.
L(K(x,y \ z),z,u) = K(x,(u * y) \ (u * z)).
K(x,(y * z) \ (y * u)) = L(K(x,z \ u),u,y).
K(x,(y * (z / u)) \ (y * z)) = L(K(x,u),z,y).
K(x,L(y,z / y,u)) = L(K(x,y),z,u).
K(x,L(y,z,u)) = L(K(x,y),z * y,u).
L(K(x,y),z * y,u) = K(x,L(y,z,u)).
(x * y) * K(z,L(u,y / u,x)) = x * (y * K(z,u)).
(x * y) * K(z,x) = x * (y * K(z,x)).
K(x / y,z) != u | K(x * (y \ 1),z) = u.
K(x * (y \ 1),T(z,x)) = K(y \ x,z).
K(x * (y \ 1),x) = K(y \ x,x).
K(x,T(y,z)) != u | T(K(x,y),z * y) = u.
T(K(x,y),z * y) = T(K(x,y),y * z).
T(K(x,y),z * y) * K(y,x) = K(K(x,y),y * z).
K(x / y,T(z,y)) = K(y \ x,z).
K(T(x,y),T(z,u)) = K(x,T(T(z,y),u)).
K(R(T(x,y),z,u),w) = K(R(x,z,u),T(w,y)).
K(x,y) = K(x,T(y,L(x,z,u))).
K(x,T(y,L(x,z,u))) = K(x,y).
x / K(y,T(x,z)) = T(x,T(y,z)).
K(x,T(y,z)) * (K(y,T(x,z)) * u) = u.
K(T(x,y),z) != u | K(x,T(z,y)) = u.
T(K(x,y),z \ x) != u | K(x,T(y,z \ 1)) = u.
T(K(x,y),z) != u | K(x,T(y,z)) = u.
K(R(x,y,z),T(u,w)) * v5 = (T(T(x,w),u) * v6) * ((T(x,w) * v6) \ v5).
K(R(x,y,z),u) * w != v5 | (T(x,u) * v6) * ((x * v6) \ w) = v5.
(T(x,T(y,z)) * u) * ((x * u) \ w) = (T(T(x,z),y) * v5) * ((T(x,z) * v5) \ w).
(T(T(x,y),z) * u) * ((T(x,y) * u) \ w) = (T(x,T(z,y)) * v5) * ((x * v5) \ w).
K(T(x,y),z) != u | T(K(x,z),y) = u.
T(K(x,T(y,z)),u) = K(x,T(T(y,u),z)).
K(x,T(y,z)) != u | T(K(x,y),z) = u.
T(K(x,y),z) = T(K(x,y),z * y).
T(K(x,y),z * y) = T(K(x,y),z).
K(x / y,T(z,x)) != u | K(y \ x,z) = u.
(x / T(y,z)) * K(y,z) = x / y.
x * K(y,z) = (x * T(y,z)) / y.
(x * T(y,z)) / y = x * K(y,z).
(x * K(y,z)) * y = x * T(y,z).
(x * T(K(y,z),u)) * K(z,y) = x * K(K(y,z),u).
(K(x,y) * K(y,z)) * K(y,x) = K(y,z).
(x * K(y,T(z,u))) * K(z,y) = x * K(K(y,z),u).
T((K(x,y) * z) * K(y,x),K(x,y)) = z.
K(x,y * K(z,y \ 1)) = T(K(x,y),z).
x / L(K(y,z),u,w) = x * K(z,L(y,u / y,w)).
x * K(y,L(z,u / z,w)) = x / L(K(z,y),u,w).
T(x * K(y,z),K(z,y)) = K(y,z) * x.
K(x,y) = K(x * K(y,z),y).
K(x * K(y,z),y) = K(x,y).
T(x * K(y,x),y * K(x,z)) = x.
x / (K(y,z) * x) = K(z,y * K(z,u)).
K(x,y * K(x,z)) = u / (K(y,x) * u).
T(x,y) = T(x,y * K(x,z)).
T(x,y * K(x,z)) = T(x,y).
T(x,K(x,y) * z) = T(x,z).
T(x,y) = T(x,y * K(z,x)).
T(x,y * K(z,x)) = T(x,y).
T(K(x,y),T(y,z) * u) = K(x,T(y,u)).
T(K(x,y),T(y,z) * u) != w | K(x,T(y,K(y,z) * u)) = w.
K(x,T(y,K(y,z) * u)) = K(x,T(y,u)).
K(x,y * a(z,u,w)) = K(x,a(z,u,w) * y).
K(x,a(y,z,u) * w) = K(x,w * a(y,z,u)).
T(x,y) != z | T(x,K(x,u) * y) = z.
T(x,K(x,y) * (z * K(u,x))) = T(x,z).
x \ T(x,a(y,z,u) * w) = K(x,w * a(y,z,u)).
K(x,y * a(z,u,w)) != v5 | K(x,a(z,u,w) * y) = v5.
T(x,T(y,K(z,x))) = T(x,y).
K(x,T(y,z)) = K(x,T(y,z * K(u,y))).
K(x,T(y,z * K(u,y))) = K(x,T(y,z)).
x / (K(y,z) * x) != u | K(z,y * K(z,w)) = u.
K(x,y * K(x,z)) = K(x,y).
K(x,x * y) = K(x,y * x).
K(x,y * x) = K(x,x * y).
K(x,y) = K(x,K(z,x) * y).
K(x,K(y,x) * z) = K(x,z).
K(x,K(x,y) * z) = K(x,z).
K(x,K(R(x,y,z),u) * w) = K(x,w).
K(x,R(x,y,z) * u) = K(x,u * R(x,y,z)).
K(x,y * R(x,z,u)) != w | K(x,R(x,z,u) * y) = w.
K(x,R(x,y,z) * u) = K(R(x,w,v5),u * R(x,y,z)).
K(R(x,y,z),u * R(x,w,v5)) = K(x,R(x,w,v5) * u).
K(x,R(x,y,z) * u) * (T(x,u) \ w) = R(x,u,R(x,y,z)) \ w.
K(x,x * y) * (T(x,y) \ z) = R(x,y,R(x,u,w)) \ z.
R(x,y,R(x,z,u)) \ w = K(x,x * y) * (T(x,y) \ w).
R(x,y,x) \ z = K(x,x * y) * (T(x,y) \ z).
K(x,x * y) * (T(x,y) \ z) = R(x,y,x) \ z.
x \ y != K(z,z * u) * (T(z,u) \ y) | R(z,u,R(z,w,v5)) = x.
R(x,y,R(x,z,u)) = R(x,y,x).
R(R(x,y,x),z,u) = R(R(x,z,u),y,R(x,w,v5)).
R(R(x,y,z),u,R(x,w,v5)) = R(R(x,u,x),y,z).
(R(x / y,z,u) * w) / R(y \ x,z,u) = (K(y,y \ x) * w) * K(y \ x,w).
K(T(x,y),K(z,x) * u) = K(T(x,y),u).
(K(x,x \ y) * z) * K(T(x \ y,z),z) = ((y / x) * z) / (x \ y).
(K(x,x \ y) * z) * K(x \ y,z) = ((y / x) * z) / (x \ y).
(K(x,x \ y) * z) * K(x \ y,z) != u | (R(y / x,w,v5) * z) / R(x \ y,w,v5) = u.
(R(x / y,z,u) * w) / R(y \ x,z,u) = ((x / y) * w) / (y \ x).
K(x,((1 / (1 / R(y / z,u,w))) * v5) / R(z \ y,u,w)) = K(x,((y / z) * v5) / (z \ y)).
T(K(x,y),z) = T(K(x,y),z / y).
T(K(x,y),z / y) = T(K(x,y),z).
T(K(x,L(T(y,y \ z),y \ z,u)),u * (y \ z)) = T(K(x,L(T(y,y \ z),y \ z,u)),u * z).
T(K(x,(y * (z \ u)) \ (y * u)),y * (z \ u)) = T(K(x,L(T(z,z \ u),z \ u,y)),y * u).
T(K(x,L(T(y,y \ z),y \ z,u)),u * z) = T(K(x,(u * (y \ z)) \ (u * z)),u * (y \ z)).
T(K(x,L(T(y,z),y \ z,u)),u * z) = T(K(x,(u * (y \ z)) \ (u * z)),u * (y \ z)).
T(K(x,(y * (z \ u)) \ (y * u)),y * (z \ u)) = T(K(x,L(T(z,u),z \ u,y)),y * u).
K(x,T((y * (z \ u)) \ (y * u),y * (z \ u))) = T(K(x,L(T(z,u),z \ u,y)),y * u).
x * L(K(y,z),u,w) = x / L(K(z,y),u,w).
x / L(K(y,z),u,w) = x * L(K(z,y),u,w).
x / L(T(K(y,z),u),w,v5) = x * L(K(T(z \ 1,u) \ 1,y),w,v5).
x * L(K(T(y \ 1,z) \ 1,u),w,v5) = x / L(T(K(u,y),z),w,v5).
x * L(T(K(y,z),u),w,v5) = x / L(T(K(z,y),u),w,v5).
x / L(T(K(y,z),u),w,v5) = x * L(T(K(z,y),u),w,v5).
(x * (y * z)) / L(T(y,z),z,x) != u | x * z = u.
x * y = (x * (K(z,u) * y)) * L(T(K(u,z),y),y,x).
(x * (K(y,z) * u)) * L(T(K(z,y),u),u,x) = x * u.
((x * (K(y,z) * u)) * R(L(T(K(z,y),u),u,x),w,v5)) / (x * (K(y,z) * u)) = R((x * u) / (x * (K(y,z) * u)),w,v5).
R((x * y) / (x * (K(z,u) * y)),x * (K(z,u) * y),L(T(K(u,z),y),y,x)) = (x * (y * T(K(u,z),y))) / (x * y).
((x * (K(y,z) * u)) * L(R(T(K(z,y),u),w,v5),u,x)) / (x * (K(y,z) * u)) = R((x * u) / (x * (K(y,z) * u)),w,v5).
((x * (K(y,z) * u)) * L(T(K(z,y),u),u,x)) / (x * (K(y,z) * u)) = R((x * u) / (x * (K(y,z) * u)),w,v5).
R((x * y) / (x * (K(z,u) * y)),w,v5) = ((x * (K(z,u) * y)) * L(T(K(u,z),y),y,x)) / (x * (K(z,u) * y)).
R((x * y) / (x * (K(z,u) * y)),w,v5) = (x * y) / (x * (K(z,u) * y)).
R((x * y) / (x * (K(z,u) * y)),x * (K(z,u) * y),L(T(K(u,z),y),y,x)) != w | (x * (y * T(K(u,z),y))) / (x * y) = w.
(x * (y * T(K(z,u),y))) / (x * y) = (x * y) / (x * (K(u,z) * y)).
(x * (K(y,z) * u)) / (x * u) = (x * u) / (x * (K(z,y) * u)).
(x * (T(K(y,z),u) * w)) / (x * w) = (x * w) / (x * (K(T(z \ 1,u) \ 1,y) * w)).
(x * y) / (x * (K(T(z \ 1,u) \ 1,w) * y)) = (x * (T(K(w,z),u) * y)) / (x * y).
(x * (T(K(y,z),u) * w)) / (x * w) != v5 | (x * w) / (x * (K(T(z \ 1,u) \ 1,y) * w)) = v5.
(x * y) / (x * (K(T(z \ 1,u) \ 1,w) * y)) = T((x * (K(w,z) * y)) / (x * y),u).
(x * y) / (x * (K(T(z \ 1,u) \ 1,w) * y)) = T((x * y) / (x * (K(z,w) * y)),u).
(x * y) / (x * (T(K(z,u),w) * y)) = T((x * y) / (x * (K(z,u) * y)),w).
K(x,y) * T((z * u) / (z * (K(x,y) * u)),z) = a(z,K(x,y),u).
K(x,y) * K(y,T(x,z)) = K(z,K(x,y)).
K(x,y) * K(y,z) != u | K(y,z) * K(x,y) = u.
K(x,T(y,z)) * K(y,x) = K(z,K(y,x)).
K(x,y) * K(y,T(x,z)) = K(x * z,K(x,y)).
K(x,y) * T(K(y,x),z) = K(z,K(x,y)).
K(x,y) * K(y,T(x,z)) != u | K(z,K(x,y)) = u.
K(x,K(y,z)) = K(y * x,K(y,z)).
K(x * y,K(x,z)) = K(y,K(x,z)).
K(x,K(y,z)) = K(y \ x,K(y,z)).
K(x \ y,K(x,z)) = K(y,K(x,z)).
T(K(x,y),z) * K(y,x) = K(z,K(y,x)).
K(x,y) * K(z,K(y,x)) = T(K(x,y),z).
K(x,y) * T(K(y,x),z) != u | (y * x) \ (x * (y * T(K(y,x),z))) = u.
(x * y) \ (y * (x * T(K(x,y),z))) = K(z,K(y,x)).
K(x,y) * T(K(y,x),z) != u | K(K(y,x),z) = u.
K(K(x,y),z) = K(z,K(y,x)).
T(K(x,y),z) != u | K(x,y) * K(z,K(y,x)) = u.
K(x,y) * K(z,K(y,x)) = K(T(x,z),y).
x * K(K(y,z),x) = T(x,K(z,y)).
K(x,K(y,z)) * K(x,K(z,y)) = 1.
K(x,K(y,z)) * (K(x,K(z,y)) * u) = u.
T(x,y) * K(y,T(x,y)) != z | x = z.
x = T(T(x,K(y,z)),K(z,y)).
T(T(x,K(y,z)),K(z,y)) = x.
T(x,y) = T(x,T(y,K(x,z))).
T(x,T(y,K(x,z))) = T(x,y).
K(K(x,y),z) != u | K(z,K(y,x)) = u.
T(K(x,y),z) * K(y,x) != u | K(z,K(y,x)) = u.
K(x * y,K(y,z)) = K(K(z,y),y * x).
K(K(x,y),y * z) = K(z * y,K(y,x)).
K(x * y,K(x,z)) = K(y * x,K(x,z)).
K(x * y,K(y,z)) = K(y * x,K(y,z)).
K(x * y,K(x,z)) != u | K(y * x,K(x,z)) = u.
K(x * y,K(y,z)) = K(x,K(y,z)).
K(x,K(y \ x,z)) = K(y,K(y \ x,z)).
K(x,K(y,z)) != u | K(K(z,y),x) = u.
(x * y) \ (y * T(x,T(y,z))) = K(z,K(y,x)).
(x * y) \ T(x * y,K(y,z)) = K(z,K(y,x)).
K(x * y,K(y,z)) = K(z,K(y,x)).
K(x * y,K(y,z)) != u | K(x,K(y,z)) = u.
K(x,K(y,z)) = K(z,K(y,x)).
K(K(x,y),z) = K(x,K(y,z)).
K(x * y,K(x,z)) != u | K(y,K(x,z)) = u.
K(x,K(y,z)) = K(z,K(y,y * x)).
K(x,K(y,y * z)) = K(z,K(y,x)).
K(x,K(y,z)) * z = T(z,K(y,x)).
K(x,y) * K(x,K(y,z)) = T(K(x,y),z).
K(x,K(y,z)) != u | K(z,K(y,y * x)) = u.
K(x,K(y,y * z)) = K(x,K(y,z)).
x * K(y,K(z,x)) != u | T(x,K(z,z * y)) = u.
K(x,K(y,z \ y)) = K(x,K(y,z \ 1)).
K(x,K(y,z \ 1)) = K(x,K(y,z \ y)).
K(x,y) * K(x,K(y,z)) != u | T(K(x,y),z) = u.
(x * K(y,T(z,u))) * K(z,y) = x * K(y,K(z,u)).
K(K(x,y),z) = K(K(y,u) * x,K(y,z)).
K(K(x,y) * z,K(x,u)) = K(K(z,x),u).
K(x,K(y,z)) != u | K(z,K(y,x)) = u.
K(x,K(y,z)) * K(K(x,z),y) = 1.
T(x * K(y,K(z,u)),K(y,z)) = K(z,y) * (x * K(y,T(z,u))).
K(x,y) * (z * K(y,T(x,u))) = T(z * K(y,K(x,u)),K(y,x)).
K(K(x,y),z) != u | K(K(y,w) * x,K(y,z)) = u.
K(K(x,y) * z,K(x,u)) = K(z,K(x,u)).
K(x,K(y,z)) = K(y,K(x,z)).
K(x,K(y,z)) = K(y,K(z,x)).
K(x,K(y,z)) = K(z,K(x,y)).
K(x \ y,K(x,z)) != u | K(y,K(x,z)) = u.
K(x,K(y,z)) = K(y,K(y \ x,z)).
K(x,K(x \ y,z)) = K(y,K(x,z)).
K(x,K(y,z)) * y = T(y,K(x,z)).
x * K(y,K(x,z)) = T(x,K(y,z)).
K(x,K(y,z)) * z = T(z,K(x,y)).
K(x,K(y,z)) != u | K(z,K(x,y)) = u.
K(x,K(y,z)) != u | K(y,K(y \ x,z)) = u.
K(x,K(x \ y,z)) = K(x,K(y,z)).
K(x,K(x \ y,z)) != u | K(y,K(x \ y,z)) = u.
K(x,K(y \ x,z)) = K(y,K(x,z)).
K(x,K(y,z \ y)) = K(z,K(y,x)).
K(x,K(y,z)) = K(x,K(z,y)).
K(x,K(y,z)) != u | K(x,K(z,y)) = u.
K(x,K(y,z)) != u | K(y,K(z,x)) = u.
K(x,K(y,K(x,z) * u)) = K(u,K(x,y)).
K(x,K(y,z \ y)) != u | K(x,K(y,z \ 1)) = u.
K(x,K(y,z \ 1)) = K(z,K(y,x)).
K(x,K(y,z)) != u | K(z,K(y,x \ 1)) = u.
K(x,K(y,z \ 1)) = K(x,K(y,z)).
K(x,y) * K(z,K(x,y)) = T(K(x,y),z).
K(x,K(y,z)) * y = T(y,K(z,x)).
T(T(K(x,y),z),z) = K(x,y).
x * T(K(x,y),z) = T(x,y) * K(z,K(x,y)).
T(x,y) * K(z,K(x,y)) = x * T(K(x,y),z).
K(x \ y,z) * K(x,K(y,z)) = T(K(x \ y,z),x).
T(x,y) != K(z,T(u,y)) | K(z,u) = x.
K(x,y) = T(K(x,T(y,z)),z).
T(K(x,T(y,z)),z) = K(x,y).
T(x,y) != K(z \ y,u) | K(y / z,u) = x.
K(x / y,z) = T(K(y \ x,z),x).
T(K(x \ y,z),y) = K(y / x,z).
K(x,T(T(y,z),z)) = K(x,y).
K(x \ y,T(z,y)) = K(y / x,z).
(x * K(y,z)) / x = K(y,T(z,x)).
T(K(x,y),z) != u | K(T(x,z),y) = u.
K(T(x,y),T(z,y)) = K(x,z).
T(x,y) != K(z,T(T(u,y),w)) | K(z,T(u,w)) = x.
K(x,T(y,z)) = K(x,T(T(T(y,u),z),u)).
K(x,T(T(T(y,z),u),z)) = K(x,T(y,u)).
x * K(y,z) = K(y,T(z,x)) * x.
K(x,T(y,z)) * z = z * K(x,y).
x * K(y,z) != u * x | K(y,T(z,x)) = u.
T(K(x \ y,z),x) = K(y / x,z).
K(x,T(y,z)) = K((z * x) / z,y).
K((x * y) / x,z) = K(y,T(z,x)).
(x * K(y,z)) * u != w | K(y,T(z,x)) * (x * u) = w.
(x * K(y,z)) * u = K(y,T(z,x)) * (x * u).
K(x,T(y,z)) * (z * u) = (z * K(x,y)) * u.
R(x * K(y,z),u,w) * v5 = K(y,T(z,x)) * (R(x,u,w) * v5).
K(x,T(y,z)) * (R(z,u,w) * v5) = R(z * K(x,y),u,w) * v5.
K(x,T(y,z)) * (z * x) = z * T(x,y).
K(x,T(y,z)) * (R(z,u,w) * v5) != v6 * v5 | R(z * K(x,y),u,w) = v6.
K(x,T(y,z)) * (R(z,u,w) * v5) = (R(z,u,w) * K(x,y)) * v5.
R(x * K(y,z),u,w) = R(x,u,w) * K(y,z).
R(x,y,z) * K(u,w) = R(x * K(u,w),y,z).
R((x \ 1) \ 1,y,z) * K(u,x \ 1) != w | T(R(x,y,z) \ 1,u) \ 1 = w.
T(R(x,y,z) \ 1,u) \ 1 = R(((x \ 1) \ 1) * K(u,x \ 1),y,z).
R(((x \ 1) \ 1) * K(y,x \ 1),z,u) = T(R(x,z,u) \ 1,y) \ 1.
(K(x,y) * (R(y * K(x,y),z,u) \ w)) * a(R(y,z,u),K(x,y),(R(y,z,u) * K(x,y)) \ w) = R(y,z,u) \ w.
K(x,T(T(T(y,z),z),u)) = K(x,T(y,u)).
K(x / y,z) * (y \ x) = T(y \ x,T(z,x)).
K(x,T(L(T(y,z),u,w),z)) = K(x,L(y,u,w)).
K(x,T(y \ z,y)) = K(x,z / y).
T(K(x \ y,z),x) != u | K(x \ y,z) * K(x,K(y,z)) = u.
K(x \ y,z) * K(x,K(y,z)) = K(y / x,z).
K(x \ y,z) * K(y,K(x,z)) = K(y / x,z).
K(x / y,z) != u | K(y \ x,z) * K(x,K(y,z)) = u.
K(x \ y,z) * K(y,K(x,z)) = K(x \ y,T(z,y)).
K(x \ y,T(z,y)) != u | K(x \ y,z) * K(y,K(x,z)) = u.
K(x \ y,z) * K(y,K(x,z)) = K(T(x \ y,y),z).
K(x \ y,z) * K(y,K(z,x)) = K(T(x \ y,y),z).
K(x,y) * z != K(T(x,u),y) | K(u,K(y,x)) = z.
K(x,K(y,z \ x)) = K(x,K(y,z)).
K(x,y) * K(x,K(y,z)) = T(K(x,y),z \ x).
T(K(x,y),z) = T(K(x,y),z \ x).
T(K(x,y),z \ x) = T(K(x,y),z).
K(x,T(y,z \ 1)) = T(K(x,y),z).
T(K(x,y),z) != u | K(x,T(y,z \ 1)) = u.
K(x,T(y,z \ 1)) = K(x,T(y,z)).
K(x,T(y,z)) != u | K(T(x,z),y) = u.
K(T(x,y \ 1),z) = K(x,T(z,y)).
K(x,T(y * z,y \ 1)) != u | K(x,T(y * z,z)) = u.
K(x,T(y * z,z)) = K(x,T(y * z,y)).
K(x,T(y,z \ 1)) != u | K(x,T(y,z \ y)) = u.
K(x,T(y,z \ y)) = K(x,T(y,z)).
K(x,R(y \ 1,z,u) \ w) = K(x,T(w / R(y \ 1,z,u),y)).
K(x,T(y / R(z \ 1,u,w),z)) = K(x,R(z \ 1,u,w) \ y).
K(x / y,T(z,y)) != u | K(y \ x,z) = u.
K((x \ 1) \ y,z) = T(K(y / (x \ 1),z),x).
T(K(x / (y \ 1),z),y) = K((y \ 1) \ x,z).
K(L(T(x,y),z,u),T(w,y)) = K(L(x,z,u),w).
K(T(x,y),z) = K(x,(y * z) / y).
K(x,(y * z) / y) = K(T(x,y),z).
K(R(T(x,y * z),y,z),T(u,y)) = K((y * z) \ ((y * x) * z),u).
K(T(x,y \ 1),R(z,y \ 1,y)) = K(x,((1 / y) * z) * y).
K(T(x,y),R(y,z,u) \ w) = K(x,w / R(y,z,u)).
K(L(x \ y,z,u),T(w,x)) = K(L(y / x,z,u),w).
K((x * (y / T(z,u))) \ (x * y),T(w,u)) = K(L(z,y / T(z,u),x),w).
K(L(x,y / T(x,z),u),w) = K((u * (y / T(x,z))) \ (u * y),T(w,z)).
K(L(x,y / T(x,z),u),w) = K((u * (y / T(x,T(z,K(x,v5))))) \ (u * y),T(w,T(z,K(x,v5)))).
K((x * (y / T(z,T(u,K(z,w))))) \ (x * y),T(v5,T(u,K(z,w)))) = K(L(z,y / T(z,u),x),v5).
K((x * (y / T(z,u))) \ (x * y),T(w,T(u,K(z,v5)))) = K(L(z,y / T(z,u),x),w).
K((x * (y / z)) \ (x * y),u) != w | L(K(z,u),y,x) = w.
L(K(T(x,y),T(z,T(y,K(x,u)))),w,v5) = K(L(x,w / T(x,y),v5),z).
L(K(x,T(T(y,T(z,K(x,u))),z)),w,v5) = K(L(x,w / T(x,z),v5),y).
L(K(x,T(T(y,z),z)),u,w) = K(L(x,u / T(x,z),w),y).
K(L(x,y / T(x,z),u),w) = L(K(x,T(T(w,z),z)),y,u).
K(L(x,y / T(x,z),u),w) = L(K(x,w),y,u).
K(L(x,x \ y,z),u) = L(K(x,u),y,z).
K(L(R(1 / x,x,y),x * y,z),u) = L(K(R(1 / x,x,y),u),y,z).
K(L(R(1 / x,x,y),x * y,z),u) = L(K(x \ 1,u),y,z).
L(K(x \ 1,y),z,u) != w | K(L(R(1 / x,x,z),x * z,u),y) = w.
K(L(R(1 / x,x,y),x * y,z),u) = K(L(x,y,z) \ 1,u).
K(L(x / (y * x),y * x,z),u) = K(L(y,x,z) \ 1,u).
K((x * y) \ (x * z),T(u,y)) = K(L(z / y,y,x),u).
K((x * y) / x,z) != u | (z * ((x * y) / x)) \ (y * (K(x,y) * z)) = u.
(x * ((y * z) / y)) \ (z * (K(y,z) * x)) = K(z,T(x,y)).
(x * T(y,z)) * ((x * y) \ u) = (T(y,T(z,x)) * w) * ((y * w) \ u).
(T(x,T(y,z)) * u) * ((x * u) \ w) = (z * T(x,y)) * ((z * x) \ w).
K(x,K(y,z)) * (K(y,u) * x) = K(y,u) * T(x,K(y,z)).
(T(x,T(y,z)) * u) * ((x * u) \ w) != v5 | (T(T(x,z),y) * v6) * ((T(x,z) * v6) \ w) = v5.
(T(T(x,y),z) * u) * ((T(x,y) * u) \ w) = (y * T(x,z)) * ((y * x) \ w).
(T(x,y) * z) * ((x * z) \ u) != w | v5 * ((K(y,x) * v5) \ u) = w.
x * ((K(y,T(z,u)) * x) \ w) = (u * T(z,y)) * ((u * z) \ w).
(x * T(y,z)) * ((x * y) \ u) = w * ((K(z,T(y,x)) * w) \ u).
(x * T(y,z)) * ((x * y) \ u) = x * ((x * K(z,y)) \ u).
T(x,y) * K(z,K(x,y)) = T(T(x,y),K(z,y)).
x * K(y,K(z,x)) = T(x,K(y,z)).
T(x,y) * K(z,K(x,y)) != u | x * T(K(x,y),z) = u.
x * T(K(x,y),z) = T(T(x,y),K(z,y)).
T(T(x,y),K(z,y)) = x * T(K(x,y),z).
x * T(K(x,y),z) != u | T(T(x,y),K(z,y)) = u.
T(T(x,y),K(z,y)) = T(x,T(y,z)).
T(x,K(y,y * z)) = T(x,K(z,y)).
T(x,K(y,z)) != u | T(x,K(z,z * y)) = u.
x * K(K(y,z),x) = T(x,K(y,z)).
T(x,K(y,z * y)) = T(x,K(z,y)).
x * K(K(y,z),x) != u | T(x,K(z,y)) = u.
T(x,K(y,z)) = T(x,K(z,y)).
T(x,K(y,y * z)) = T(x,K(y,z)).
T(T(x,y),K(z,y)) != u | T(x,T(y,z)) = u.
T(x,T(y,z)) = T(T(x,y),K(y,z)).
T(T(x,y),K(y,z)) = T(x,T(y,z)).
K(x,T(K(y,z) / u,K(z,y))) = K(x,u \ K(y,z)).
x * T(y,T(x,z)) = T(y,K(x,z)) * x.
T(x,K(y,z)) * y = y * T(x,T(y,z)).
x * T(y,T(x,z)) != u | T(y,K(x,z)) * x = u.
T(x,K(y,z)) * y = T(x * y,K(y,z)).
L(x \ 1,x,T(y,K(x,z))) = T(y * x,K(x,z)) \ T(y,K(x,z)).
T(x * y,K(y,z)) \ T(x,K(y,z)) = L(y \ 1,y,T(x,K(y,z))).
L(x \ 1,x,T(y,K(x,z))) != u | T(y * x,K(x,z)) \ T(y,K(x,z)) = u.
T(x * y,K(y,z)) \ T(x,K(y,z)) = L(y \ 1,y,x).
T(x,T(y * z,y)) = T(T(x,y * z),K(y,z)).
T(T(x,y * z),K(y,z)) = T(x,T(y * z,y)).
K(x,K(y,z)) * y = T(y,K(x,z \ 1)).
T(x,K(y,z \ 1)) = K(y,K(x,z)) * x.
K(x,K(y,z)) * y != u | T(y,K(x,z \ 1)) = u.
T(x,K(y,z \ 1)) = T(x,K(z,y)).
(x * y) * K(z,K(u,y)) = x * T(y,K(z,u)).
R(T(x \ 1,y) \ 1,z,u) = T(R(x,z,u) \ 1,y) \ 1.
T(R(x,y,z) \ 1,u) \ 1 = R(T(x \ 1,u) \ 1,y,z).
(K(x,x \ y) * (R(y / x,z,u) \ w)) * a(R(x \ y,z,u),K(x,x \ y),(R(x \ y,z,u) * K(x,x \ y)) \ w) = R(x \ y,z,u) \ w.
(K(x,x \ y) * (R(y / x,z,u) \ w)) * 1 = R(x \ y,z,u) \ w.
K(x,x \ y) * (R(y / x,z,u) \ w) = R(x \ y,z,u) \ w.
(x \ y) * (R(x \ y,z,u) \ w) = (y / x) * (R(y / x,z,u) \ w).
(x / y) * (R(x / y,z,u) \ w) = (y \ x) * (R(y \ x,z,u) \ w).
((x \ 1) * (R(x \ 1,y,z) \ u)) * x = R(u / R(1 / x,y,z),x \ 1,x).
K(x,T(R((y \ 1) / z,z,y),K(y,y \ 1))) = K(x,(z * y) \ K(y \ 1,y)).
K(x,R((y \ 1) / z,z,y)) = K(x,(z * y) \ K(y \ 1,y)).
K(x,R(y,z,u)) != w | K(x,y) = w.
K(x,(y \ 1) / z) = K(x,(z * y) \ K(y \ 1,y)).
K(x,(y * z) \ K(z \ 1,z)) = K(x,(z \ 1) / y).
K(x,y \ K(z \ 1,z)) != u | K(x,y \ 1) = u.
K(x,(y * z) \ 1) = K(x,(z \ 1) / y).
K(x,(y \ 1) / z) = K(x,(z * y) \ 1).
K(x,K(y,K(x,z) * u)) * (K(x,w) * u) = K(x,w) * T(u,K(x,y)).
K(1 / R(x \ 1,y,z),u) * T(R(x \ 1,y,z) \ 1,x) = T(R(x \ 1,y,z) \ 1,T(u,1)).
K(R(1 / x,y,z) \ 1,u) * T(R(x \ 1,y,z) \ 1,x) = T(R(x \ 1,y,z) \ 1,T(u,1)).
K((1 / x) \ 1,y) * T(R(x \ 1,z,u) \ 1,x) = T(R(x \ 1,z,u) \ 1,T(y,1)).
K(x,y) * T(R(x \ 1,z,u) \ 1,x) = T(R(x \ 1,z,u) \ 1,T(y,1)).
K(x,y) * (R(x \ 1,z,u) \ 1) = T(R(x \ 1,z,u) \ 1,T(y,1)).
T(R(x \ 1,y,z) \ 1,T(u,1)) = K(x,u) * (R(x \ 1,y,z) \ 1).
T(R(x \ 1,y,z) \ 1,u) = K(x,u) * (R(x \ 1,y,z) \ 1).
K(x,y) * (R(x \ 1,z,u) \ 1) = T(R(x \ 1,z,u) \ 1,y).
K(x \ 1,x) * (R((x \ 1) \ 1,y,z) \ 1) != u | ((x \ 1) * (R((x \ 1) \ 1,y,z) \ 1)) / (1 / x) = u.
((x \ 1) * (R((x \ 1) \ 1,y,z) \ 1)) / (1 / x) = T(R((x \ 1) \ 1,y,z) \ 1,x).
K(x,(T(R((y \ 1) \ 1,z,u) \ 1,y) \ 1) \ w) = K(x,((R((y \ 1) \ 1,z,u) \ 1) \ 1) \ w).
K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) = K(x,((R((y \ 1) \ 1,z,u) \ 1) \ 1) \ w).
K(x,((R((y \ 1) \ 1,z,u) \ 1) \ 1) \ w) != v5 | K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) = v5.
K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) = K(x,R((y \ 1) \ 1,z,u) \ w).
K(x,R((y \ 1) \ 1,z,u) \ w) != v5 | K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) = v5.
K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) = K(x,R(y,z,u) \ w).
K(x,T((y * (z \ u)) \ (y * u),y * (z \ u))) != w | T(K(x,L(T(z,u),z \ u,y)),y * u) = w.
T(K(x,L(T(y,z),y \ z,u)),u * z) = K(x,(u * z) / (u * (y \ z))).
K(x,(y * z) / (y * (u \ z))) != w | T(K(x,L(T(u,z),u \ z,y)),y * z) = w.
T(K(x,L(T(y,z),y \ z,u)),u * z) = K(x,u / ((u * (y \ z)) / z)).
K(T(x,y \ 1),z) = K(x,((1 / y) * z) * y).
K(x,((1 / y) * z) * y) = K(T(x,y \ 1),z).
L(K(x,T(y,z * u)),u,z) = (z * (u * K(x,y))) / (z * u).
(x * (y * K(z,u))) / (x * y) = L(K(z,T(u,x * y)),y,x).
(x * (K(y,z) * u)) / (x * u) = L(K(y,T(T(z,u),x * u)),u,x).
L(K(x,T(T(y,z),u * z)),z,u) = (u * (K(x,y) * z)) / (u * z).
(x * (K(y,z) * u)) / (x * u) != w | L(K(y,T(T(z,u),x * u)),u,x) = w.
L(K(x,T(T(y,z),u * z)),z,u) = (u * z) / (u * (K(y,x) * z)).
K(x,K(y,K(x,z) * u)) * (K(x,w) * u) != v5 | K(x,w) * T(u,K(x,y)) = v5.
K(x,y) * T(z,K(x,u)) = T(K(x,y) * z,K(x,u)).
K(x,y) * T(T(z,K(x,y)),K(x,u)) = T(z * K(x,y),K(x,u)).
x * T(T(y,x),z) != u | T(y,z) * x = u.
T(x,K(y,z)) * K(y,u) = T(x * K(y,u),K(y,z)).
(x * K(y,z)) * K(y,u) = T((K(y,z) * x) * K(y,u),K(y,z)).
T((K(x,y) * z) * K(x,u),K(x,y)) = (z * K(x,y)) * K(x,u).
T(K(x,y) * (z * K(x,u)),K(x,y)) = (z * K(x,y)) * K(x,u).
(x * K(y,z)) * K(y,u) = (x * K(y,u)) * K(y,z).
((x * y) / x) * K(x,z) = (y * K(x,z)) * K(x,y).
(x * K(y,z)) * K(y,x) != u | ((y * x) / y) * K(y,z) = u.
((x * y) / x) * K(x,z) = y * (K(x,z) * K(x,y)).
x * K(y,x \ 1) != z | K(y,x \ 1) * x = z.
K(x,((x * y) / x) \ 1) * ((x * y) / x) = y * (K(x,((x * y) / x) \ 1) * K(x,y)).
K(T(x,y),z) != u | T(K(x,z),y * x) = u.
T(K(x,y),z * x) = K(x,T(y,z)).
T(K(x,y / z),y) != u | K(x,z \ y) = u.
K(x,y \ (z * x)) = K(x,T((z * x) / y,z)).
K(x,T((y * x) / z,y)) = K(x,z \ (y * x)).
K(x,T((y * z) / u,w)) != v5 | K(x,T(y / (u / z),w)) = v5.
K(x,T(y / (z / x),y)) = K(x,z \ (y * x)).
K(x,(y / x) \ z) = K(x,y \ (z * x)).
K(x,(x * y) \ (1 * x)) * ((x * y) / x) = y * (K(x,((x * y) / x) \ 1) * K(x,y)).
K(x,(x * y) \ x) * ((x * y) / x) = y * (K(x,((x * y) / x) \ 1) * K(x,y)).
K(x,y \ 1) * ((x * y) / x) = y * (K(x,((x * y) / x) \ 1) * K(x,y)).
x * (K(y,((y * x) / y) \ 1) * K(y,x)) = K(y,x \ 1) * ((y * x) / y).
K(x,y \ 1) * ((x * y) / x) != z | y * (K(x,((x * y) / x) \ 1) * K(x,y)) = z.
x * (K(y,((y * x) / y) \ 1) * K(y,x)) = (T(y,x \ 1) * x) / y.
x * (K(y,(y * x) \ (1 * y)) * K(y,x)) = (T(y,x \ 1) * x) / y.
x * (K(y,(y * x) \ y) * K(y,x)) = (T(y,x \ 1) * x) / y.
x * (K(y,x \ 1) * K(y,x)) = (T(y,x \ 1) * x) / y.
K(x,y * (K(z,((z * y) / z) \ 1) * K(z,y))) = T(K(x,(z * y) / z),z).
K(x,y * (K(z,(z * y) \ (1 * z)) * K(z,y))) = T(K(x,(z * y) / z),z).
K(x,y * (K(z,(z * y) \ z) * K(z,y))) = T(K(x,(z * y) / z),z).
K(x,y * (K(z,y \ 1) * K(z,y))) = T(K(x,(z * y) / z),z).
K(x,y * (K(z,y \ 1) * K(z,y))) = T(K(T(x,z),y),z).
K(x,(T(y,z \ 1) * z) / y) = T(K(T(x,y),z),y).
K(x,(y * z) / u) != w | K(x,y / (u / z)) = w.
K(x,T(y,z \ 1) / (y / z)) = T(K(T(x,y),z),y).
K(x,T(y,z \ 1) / (y / z)) != u | K(x,(y \ (y / z)) \ 1) = u.
K(x,(y \ (y / z)) \ 1) = T(K(T(x,y),z),y).
K(x,((y * z) \ (y * (u \ z))) \ 1) = T(K(T(x,y * z),L(T(u,u \ z),u \ z,y)),y * z).
T(K(T(x,y * z),L(T(u,u \ z),u \ z,y)),y * z) = K(x,((y * z) \ (y * (u \ z))) \ 1).
K(x,((y * z) \ (y * (u \ z))) \ 1) != w | T(K(T(x,y * z),L(T(u,u \ z),u \ z,y)),y * z) = w.
T(K(T(x,y * z),L(T(u,u \ z),u \ z,y)),y * z) = L(T(K(x,u),z),z,y).
T(K(x,T(L(T(y,y \ z),y \ z,u),u * z)),u * z) = L(T(K(x,y),z),z,u).
T(K(x,L(T(T(y,y \ z),u * z),y \ z,u)),u * z) = L(T(K(x,y),z),z,u).
T(K(x,L(T(T(y,z),u * z),y \ z,u)),u * z) = L(T(K(x,y),z),z,u).
K(x,T(L(T(T(y,z),u * z),y \ z,u),u * z)) = L(T(K(x,y),z),z,u).
K(x,T(L(T(y,z),u,w),z)) != v5 | K(x,L(y,u,w)) = v5.
K(x,L(T(y,z),y \ z,u)) = L(T(K(x,y),z),z,u).
K(x,L(T(y,z),y \ z,u)) = L(K(x,T(y,z)),z,u).
T(L(K(x,T(y,z)),z,u),u * z) = K(x,u / ((u * (y \ z)) / z)).
L(T(K(x,T(y,z)),u * z),z,u) = K(x,u / ((u * (y \ z)) / z)).
L(K(x,T(T(y,z),u * z)),z,u) = K(x,u / ((u * (y \ z)) / z)).
L(K(x,T(T(y,z),u * z)),z,u) != w | (u * z) / (u * (K(y,x) * z)) = w.
(x * y) / (x * (K(z,u) * y)) = K(u,x / ((x * (z \ y)) / y)).
K(x,y) * T(K(y,z / ((z * (x \ u)) / u)),z) = a(z,K(x,y),u).
K(x,y) * K(y,((z * (x \ u)) / u) \ z) = a(z,K(x,y),u).
(x * (K(y,z) * R(K(y,z) \ (x \ u),w,v5))) * K(z,y) = x * R(x \ (u * ((x * K(y,z)) \ x)),w,v5).
(x * (K(y,z) * R(K(z,y) * (x \ u),w,v5))) * K(z,y) = x * R(x \ (u * ((x * K(y,z)) \ x)),w,v5).
(x * (K(y,z) * R(K(z,y) * (x \ u),w,v5))) * K(z,y) = x * R(x \ (u * K(z,y)),w,v5).
(x * R(K(y,z) * (K(z,y) * (x \ u)),w,v5)) * K(z,y) = x * R(x \ (u * K(z,y)),w,v5).
(x * R(x \ y,z,u)) * K(w,v5) = x * R(x \ (y * K(w,v5)),z,u).
(x * R(x \ y,z,u)) * K(y,w) != v5 | K(y,w) * (x * R(x \ y,z,u)) = v5.
K(x,y) * (z * R(z \ x,u,w)) = z * R(z \ (x * K(x,y)),u,w).
K(x,y) * (z * R(z \ x,u,w)) = z * R(z \ T(x,y),u,w).
((x * R(x \ y,z,u)) * ((y * w) / y)) \ (w * (x * R(x \ T(y,w),z,u))) = K(w,T(x * R(x \ y,z,u),y)).
((x * R(x \ y,z,u)) * ((y * w) / y)) \ ((x * R(x \ y,z,u)) * w) = K(w,T(x * R(x \ y,z,u),y)).
(x * ((y * z) / y)) \ (x * z) != u | K(z,y) = u.
K(x,y) = K(x,T(z * R(z \ y,u,w),y)).
K(x,T(y * R(y \ z,u,w),z)) = K(x,z).
K(x,y * R(y \ z,u,w)) = K(x,z).
K(x,y * R(z,u,w)) = K(x,y * z).
K(x,y \ R(y * z,u,w)) = K(x,z).
K(x,y \ R(z,u,w)) = K(x,y \ z).
K(x,R(y,z,u) / w) = K(x,y / w).
K(x,y \ T(z,u)) = K(x,y \ T(z,z * u)).
K(x,y \ T(z,z * u)) = K(x,y \ T(z,u)).
K(x,y * z) = K(x,y / (z \ 1)).
K(x,y / (z \ 1)) = K(x,y * z).
K(x,((y / z) * u) / (z \ y)) != w | K(x,((1 / (1 / R(y / z,v5,v6))) * u) / R(z \ y,v5,v6)) = w.
K(x,((1 / (1 / R(1 / y,z,u))) * w) / R(y \ 1,z,u)) = K(x,((1 / y) * w) * y).
K(x,(y * z) / y) != u | K(T(x,y),z) = u.
K(T(x,y \ 1),z) = K(x,((y \ 1) * z) * y).
K(x,((y \ 1) * z) * y) = K(T(x,y \ 1),z).
K(x,((1 / y) * z) * y) != u | K(x,((1 / (1 / R(1 / y,w,v5))) * z) / R(y \ 1,w,v5)) = u.
K(x,((1 / (1 / R(1 / y,z,u))) * w) / R(y \ 1,z,u)) = K(T(x,y \ 1),w).
K(x,(R(1 / (1 / (1 / y)),z,u) * w) / R(y \ 1,z,u)) = K(T(x,y \ 1),w).
K(x,R(1 / (1 / (1 / y)),z,u) / (R(y \ 1,z,u) / w)) = K(T(x,y \ 1),w).
K(T(x,y \ 1),z) != u | K(x,R(1 / (1 / (1 / y)),w,v5) / (R(y \ 1,w,v5) / z)) = u.
K(x,R(1 / (1 / (1 / y)),z,u) / (R(y \ 1,z,u) / w)) = K(x,T(w,y)).
K(x,R(y,z,u) / w) != v5 | K(x,y / w) = v5.
K(x,(1 / (1 / (1 / y))) / (R(y \ 1,z,u) / w)) = K(x,T(w,y)).
K(x,1 / ((R(y \ 1,z,u) / w) * (1 / (1 / y)))) = K(x,T(w,y)).
K(x,y / (z * (1 / u))) != w | K(x,y / (z * (u \ 1))) = w.
K(x,1 / ((R(y \ 1,z,u) / w) * ((1 / y) \ 1))) = K(x,T(w,y)).
K(x,1 / ((R(y \ 1,z,u) / w) * y)) = K(x,T(w,y)).
K(x,1 / y) != z | K(x,y \ 1) = z.
K(x,((R(y \ 1,z,u) / w) * y) \ 1) = K(x,T(w,y)).
K(x,R(y / R(1 / z,u,w),z \ 1,z)) = K(T(x,z \ 1),R(z \ 1,u,w) \ y).
K(x,y / R(1 / z,u,w)) = K(T(x,z \ 1),R(z \ 1,u,w) \ y).
K(T(x,y \ 1),R(y \ 1,z,u) \ w) = K(x,w / R(1 / y,z,u)).
K(T(x,y),R(y,z,u) \ w) != v5 | K(x,w / R(y,z,u)) = v5.
K(x,y / R(z \ 1,u,w)) = K(x,y / R(1 / z,u,w)).
K(x,y / R(1 / z,u,w)) = K(x,y / R(z \ 1,u,w)).
K(x,(R(1 / y,z,u) * (w / R(1 / y,z,u))) * (R(1 / y,z,u) \ 1)) = K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)).
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,(R(1 / y,z,u) * (w / R(1 / y,z,u))) * (R(1 / y,z,u) \ 1)).
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,((1 / y) * (w / (1 / y))) * (R(1 / y,z,u) \ 1)).
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,((y \ 1) * (w / (y \ 1))) * (R(1 / y,z,u) \ 1)).
K(x,((y \ 1) * (z / (y \ 1))) * (R(1 / y,u,w) \ 1)) != v5 | K(x,(R(1 / y,u,w) * (z * (R(1 / y,u,w) \ 1))) / R(y \ 1,u,w)) = v5.
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,((y \ 1) * (w / (y \ 1))) / R(1 / y,z,u)).
K(x,((y \ 1) * (z / (y \ 1))) / R(1 / y,u,w)) != v5 | K(x,(R(1 / y,u,w) * (z * (R(1 / y,u,w) \ 1))) / R(y \ 1,u,w)) = v5.
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,((y \ 1) * (w / (y \ 1))) / R(y \ 1,z,u)).
K(x,((y \ 1) * (z / (y \ 1))) / R(y \ 1,u,w)) != v5 | K(x,(R(1 / y,u,w) * (z * (R(1 / y,u,w) \ 1))) / R(y \ 1,u,w)) = v5.
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,(y \ 1) / (R(y \ 1,z,u) / (w / (y \ 1)))).
K(x,(y \ 1) / (R(y \ 1,z,u) / (w / (y \ 1)))) != v5 | K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = v5.
K(x,(R(1 / y,z,u) * (w * (R(1 / y,z,u) \ 1))) / R(y \ 1,z,u)) = K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1).
K(x,((1 / y) * (z * (R(1 / y,u,w) \ 1))) / (y \ 1)) = K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1).
K(x,y / (z \ 1)) != u | K(x,y * z) = u.
K(x,((1 / y) * (z * (R(1 / y,u,w) \ 1))) * y) = K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1).
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(x,((1 / y) * (w * (R(1 / y,z,u) \ 1))) * y).
K(x,((1 / y) * (z * (R(1 / y,u,w) \ 1))) * y) != v5 | K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1) = v5.
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(T(x,y \ 1),w * (R(1 / y,z,u) \ 1)).
K(T(x,y \ 1),z * (R(1 / y,u,w) \ 1)) != v5 | K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1) = v5.
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(T(x,y \ 1),w / R(1 / y,z,u)).
K(T(x,y \ 1),z / R(1 / y,u,w)) != v5 | K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1) = v5.
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(T(x,y \ 1),w / R(y \ 1,z,u)).
K(T(x,y \ 1),z / R(y \ 1,u,w)) != v5 | K(x,((R(y \ 1,u,w) / (z / (y \ 1))) * y) \ 1) = v5.
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(x,T(w / R(y \ 1,z,u),y)).
K(x,T(y / R(z \ 1,u,w),z)) != v5 | K(x,((R(z \ 1,u,w) / (y / (z \ 1))) * z) \ 1) = v5.
K(x,((R(y \ 1,z,u) / (w / (y \ 1))) * y) \ 1) = K(x,R(y \ 1,z,u) \ w).
K(x,((R(y \ 1,z,u) / w) * y) \ 1) != v5 | K(x,T(w,y)) = v5.
K(x,T(y / (z \ 1),z)) = K(x,R(z \ 1,u,w) \ y).
K(x,T(y / (z \ 1),u)) != w | K(x,T(y * z,u)) = w.
K(x,T(y * z,z)) = K(x,R(z \ 1,u,w) \ y).
K(x,T(y * z,y)) = K(x,z * y).
K(x,T(y * z,y)) != u | K(x,T(y * z,z)) = u.
K(x,T(y * z,z)) = K(x,z * y).
x * K(y,z * x) = K(y,x * z) * x.
K(x,y * z) * y = y * K(x,z * y).
K(x,T(y * z,z)) != u | K(x,R(z \ 1,w,v5) \ y) = u.
K(x,R(y \ 1,z,u) \ w) = K(x,y * w).
K(x,R(T(((y \ 1) \ 1) \ 1,y) \ 1,z,u) \ w) != v5 | K(x,R(y,z,u) \ w) = v5.
K(x,R(y,z,u) \ w) = K(x,T(((y \ 1) \ 1) \ 1,y) * w).
K(x,T(((y \ 1) \ 1) \ 1,y) * z) != u | K(x,R(y,w,v5) \ z) = u.
K(x,R(y,z,u) \ w) = K(x,T(y \ 1,y) * w).
K(x,y \ z) = K(x,T(y \ 1,y) * z).
K(x,T(y \ 1,y) * z) = K(x,y \ z).
K(x,T(y \ 1,y) * z) != u | K(x,R(y,w,v5) \ z) = u.
K(x,R(y,z,u) \ w) = K(x,y \ w).
K(x,T(y,z) \ u) = K(x,T(y,y * z) \ u).
K(x,T(y,y * z) \ u) = K(x,T(y,z) \ u).
K(x,((y * (z \ u)) / u) \ w) = K(x,(y / z) \ w).
K(x,y) * K(y,(z / x) \ z) = a(z,K(x,y),u).
a(x,K(y,z),u) = K(y,z) * K(z,(x / y) \ x).
a(x,K(y,z),u) = K(y,z) * K(z,y).
K(x,y) * K(y,x) != z | a(u,K(x,y),w) = z.
a(x,K(y,z),u) = 1.
L(x,K(y,z),u) = x.
x * (K(y,z) * u) = (x * K(y,z)) * u.
(x * K(y,z)) * u = x * (K(y,z) * u).
x / y != L((z \ u) / y,y,z) | y * ((z * y) \ u) = x.
K(x,y) * ((z * K(x,y)) \ u) = z \ u.
(x * K(y,z)) * u != w | x * (K(y,z) * u) = w.
L(x,T(K(y,z),u),w) = x.
(K(x,y) * z) * u = z * (T(K(x,y),z) * u).
x * (T(K(y,z),x) * u) = (K(y,z) * x) * u.
L(x,L(K(y,z),u,w),v5) = x.
L(K(x,L(y,z,u)) * w,L(K(y,x),z * y,u),u * (z * y)) != v5 | (u * (z * T(y,x))) \ ((u * (z * y)) * w) = v5.
(x * (y * T(z,u))) \ ((x * (y * z)) * w) = K(u,L(z,y,x)) * w.
L(x,L(K(y,z),u,w),v5) != v6 | x = v6.
x * K(y,z) != y \ (u * K(y,z)) | y \ u = x.
(x * (y * T(z,u))) \ (x * (y * z)) = K(u,L(z,y,x)).
(x * (y * z)) \ (x * (z * y)) = K(z,L(y,z,x)).
(x * (y * z)) * K(z,L(y,z,x)) = x * (z * y).
x * (T(K(y,z),u) * w) = (x * T(K(y,z),u)) * w.
(x * T(K(y,z),u)) * w = x * (T(K(y,z),u) * w).
R(x,T(K(y,z),u),w) = x.
x \ ((K(y,z) * x) * u) = T(K(y,z),x) * u.
x \ ((y * T(y \ x,z)) * u) = T(K(x / y,z),x) * u.
x \ ((y * T(y \ x,z)) * u) != w | (x \ (y * u)) * T((x \ (y * u)) \ u,z) = w.
(x \ (y * z)) * T((x \ (y * z)) \ z,u) = T(K(x / y,u),x) * z.
K(x / (y \ (z * x)),u) = T(K(y / z,u),y).
T(K(x / y,z),x) != u | K(w / (x \ (y * w)),z) = u.
K(x / (y \ (z * x)),u) = K(z \ y,u).
K((x \ (y * z)) \ z,u) = K(y \ x,T(u,z)).
K(x / (y \ z),u) = K((z / x) \ y,u).
K((x \ y) / z,u) = K(x \ (y / z),u).
K(x / y,z) = K(((u * y) / x) \ u,z).
K(((x * y) / z) \ x,u) = K(z / y,u).
K(x / y,z) = K(u \ ((u * x) / y),z).
K(x \ ((x * y) / z),u) = K(y / z,u).
1 / (x \ K(y / z,x)) != u | T(x,((w * z) / y) \ w) = u.
K((T(x * y,K(y,z)) / u) \ T(x,K(y,z)),w) = K(u / y,w).
T(x,((y * z) / u) \ y) = T(x,u / z).
T(x,y \ z) = T(x,z / T(y,z)).
T(x,y / T(z,y)) = T(x,z \ y).
T(x,(T(y,z) / u) \ y) = T(x,u / K(y,z)).
T(x,(T(y,z) / u) \ y) = T(x,u * K(z,y)).
T(x,y \ z) = T(x,(y \ T(z,u)) * K(u,z)).
T(x,(y \ T(z,u)) * K(u,z)) = T(x,y \ z).
K(x,T(y,z \ y)) = K(x,T(y,z \ T(y,u))).
K(x,T(y,z \ T(y,u))) = K(x,T(y,z \ y)).
K(x,T(y,z \ y)) * (z \ T(y,u)) = (z \ T(y,u)) * K(x,y).
K(x,T(y,z)) * (z \ T(y,u)) = (z \ T(y,u)) * K(x,y).
K(x \ (y \ z),u) = K(y \ (z / x),T(u,x)).
K(x \ (y / z),T(u,z)) = K(z \ (x \ y),u).
K(x \ y,T(z,u)) = K(u \ (x \ (y * u)),z).
K(x \ (y \ (z * x)),u) = K(y \ z,T(u,x)).
K(x \ (y / (1 / z)),T(u,z \ 1)) = K((1 / z) \ (x \ y),u).
K(x,T(y,z \ 1)) != u | K(x,T(y,z)) = u.
K(x \ (y / (1 / z)),T(u,z)) = K((1 / z) \ (x \ y),u).
K(R(T(x,y * z),y,z),u) = K(y \ (L(x,z,y) * y),T(u,z)).
K(x \ (L(y,z,x) * x),T(u,z)) = K(R(T(y,x * z),x,z),u).
K(T(L(x,y,z),z),T(u,y)) = K(R(T(x,z * y),z,y),u).
K(R(T(x,y * z),y,z),u) = K(T(L(x,z,y),y),T(u,z)).
K(R(T(x,y * z),y,z),u) != w | K(L(x,z,y),T(T(u,z),y)) = w.
K(L(x,y,z),T(T(T(u,z),y),z)) = K((z * y) \ ((z * x) * y),u).
K(x,T(T(T(y,z),u),z)) != w | K(x,T(y,u)) = w.
K(L(x,y,z),T(u,y)) = K((z * y) \ ((z * x) * y),u).
K((x * y) \ ((x * z) * y),u) = K(L(z,y,x),T(u,y)).
K(x / y,z) != u | K(w \ ((w * x) / y),z) = u.
K(x \ ((x * y) / (z * y)),u) = K(z \ 1,u).
K((x \ y) \ z,u) = K((y / z) \ x,T(u,z)).
K((x / y) \ z,T(u,y)) = K((z \ x) \ y,u).
T(K((1 / x) \ y,z),y) = K((y \ 1) \ x,z).
T(K(x \ y,z),y) != u | K(y / x,z) = u.
K(x / (1 / y),z) = K((x \ 1) \ y,z).
K((x \ y) / z,u) != w | K(x \ (y / z),u) = w.
K(x \ (y / (1 / z)),u) = K(((x \ y) \ 1) \ z,u).
K(((x \ y) \ 1) \ z,u) = K(x \ (y / (1 / z)),u).
K(x / (1 / y),z) != u | K(x * y,z) = u.
K(x * y,z) = K((x \ 1) \ y,z).
K((x \ 1) \ y,z) = K(x * y,z).
x \ T(x * y,z) = y * K(x * y,z).
x * (y * K(x * y,z)) = T(x * y,z).
L(x * K(y * x,z),y,z) = (z * y) \ ((y * x) * z).
(x * K(y * x,z)) * y = T(x * y,z).
(x * ((x * a(a(y,z,u),w,v5)) \ ((a(a(y,z,u),w,v5) * v6) * x))) / (a(a(y,z,u),w,v5) * (v6 * K(a(a(y,z,u),w,v5) * v6,x))) = a(a(y,z,u),w,v5) \ x.
(x * ((x * a(a(y,z,u),w,v5)) \ (a(a(y,z,u),w,v5) * (v6 * x)))) / (a(a(y,z,u),w,v5) * (v6 * K(a(a(y,z,u),w,v5) * v6,x))) = a(a(y,z,u),w,v5) \ x.
(x * L(T(y,x),x,a(a(z,u,w),v5,v6))) / (a(a(z,u,w),v5,v6) * (y * K(a(a(z,u,w),v5,v6) * y,x))) = a(a(z,u,w),v5,v6) \ x.
(x * T(y,x)) / (a(a(z,u,w),v5,v6) * (y * K(a(a(z,u,w),v5,v6) * y,x))) = a(a(z,u,w),v5,v6) \ x.
(x * y) / (a(a(z,u,w),v5,v6) * (x * K(a(a(z,u,w),v5,v6) * x,y))) = a(a(z,u,w),v5,v6) \ y.
L(x,y,K(z,u)) = (w * K(x * w,v5)) \ T(w * x,v5).
K(x * y,z) * x = x * K(y * x,z).
K(x * y,T(z,x)) = K(y * x,z).
x * y != y * K(z,u) | K(z,T(u,y)) = x.
K(x * y,T(z,y)) = K(y * x,z).
K(x,T(y,z)) = K((z \ x) * z,y).
K((x \ y) * x,z) = K(y,T(z,x)).
x / K(y,T(x,z)) = T(x,(z \ y) * z).
T(x,(y \ z) * y) = x / K(z,T(x,y)).
x / K(y,T(x,z)) != u | T(x,(z \ y) * z) = u.
T(x,(y \ z) * y) = T(x,T(z,y)).
T(x,y * z) = T(x,T(z * y,z)).
T(x,T(y * z,y)) = T(x,z * y).
T(x,T(y * z,y)) != u | T(T(x,y * z),K(y,z)) = u.
T(T(x,y * z),K(y,z)) = T(x,z * y).
T(x,y * z) != u | T(T(x,z * y),K(z,y)) = u.
T(T(x,y * z),K(y,z)) = u \ (u * T(x,z * y)).
T(T(x,y * z),K(y,z)) != u | T(x,z * y) = u.
T(x,y * a(z,u,w)) != v5 | T(x,a(z,u,w) * y) = v5.
K(x,T(y,z)) = K(z * (x / z),y).
K(x * (y / x),z) = K(y,T(z,x)).
K(x * ((y / x) / L(x,z,u)),w) = K(y / L(x,z,u),T(w,x)).
(x * y) / T(a(a(z,u,w),v5,v6) * x,y) = a(a(z,u,w),v5,v6) \ y.
K((x * y) \ z,T(u,L(y \ 1,y,x))) = K((z \ x) \ L(y \ 1,y,x),u).
K((x * y) \ z,T(u,y \ 1)) = K((z \ x) \ L(y \ 1,y,x),u).
K((x \ y) \ L(z \ 1,z,y),u) = K((y * z) \ x,T(u,z \ 1)).
K((x * y) \ z,T(u,y \ 1)) != w | K((z \ x) \ L(y \ 1,y,x),u) = w.
K((x \ y) \ L(z \ 1,z,y),u) = K((y * z) \ x,T(u,z)).
L(K(x \ y,T(z,u)),u,y) = K((x * u) \ (y * u),z).
L(K(x,T(y,z)),z,u * x) = K((u * z) \ ((u * x) * z),y).
K((x * y) \ ((x * z) * y),u) = L(K(z,T(u,y)),y,x * z).
K((x * y) \ ((x * z) * y),u) != w | K(L(z,y,x),T(u,y)) = w.
K(L(x,y,z),T(u,y)) = L(K(x,T(u,y)),y,z * x).
L(K(x,T(y,z)),z,u * x) = K(L(x,z,u),T(y,z)).
L(K(x,y),z,u * x) = K(L(x,z,u),T(y * K(z,y),z)).
K(L(x,y,z),T(u * K(y,u),y)) = L(K(x,u),y,z * x).
K(L(x,y,z),u) = L(K(x,u),y,z * x).
L(K(x,y),z,u * x) = K(L(x,z,u),y).
L(K(x,y),y,z) != u | K(x,y) = u.
K(x,y) = K(L(x,y,z),y).
K(L(x,y,z),y) = K(x,y).
K(L(x,x \ y,z),u) != w | L(K(x,u),y,z) = w.
L(K(x,x \ y),y,z) = K(x,x \ y).
a(x,y,K(z,z \ y)) = 1.
a(x,y * z,K(y,z)) = 1.
L(K(x,y),x * y,z) = K(x,y).
L(K(x,y),z * y,u) != w | K(x,L(y,z,u)) = w.
K(x,L(y,x,z)) = K(x,y).
(x * (y * z)) * K(z,y) = x * (z * y).
R(x,y * z,K(z,y)) = x.
R(x,y,z) = R(x,y,T(z,y)).
R(x,y,T(z,y)) = R(x,y,z).
R(x,y,R(T(z,y),u,w)) = R(x,y,R(z,u,w)).
R(x,y,T(z,z * y)) = R(x,y,L(z,y,z)).
R(x,y,T(z,y * z)) = R(x,y,L(z,y,z)).
R(x,y,R(z,u,w)) != v5 | R(x,y,R(T(z,y),u,w)) = v5.
R(x,y,R(T(x,y),z,u)) = T(x * K(R(x,z,u) * y,x),y).
T(x * K(R(x,y,z) * u,x),u) = R(x,u,R(T(x,u),y,z)).
L(R(x,y,R(T(x,y),z,u)),y,R(x,z,u)) = (R(x,z,u) * (x * y)) / (R(x,z,u) * y).
L(R(x,y,R(T(x,y),z,u)),y,R(x,z,u)) = (x * (R(x,z,u) * y)) / (R(x,z,u) * y).
(x * (R(x,y,z) * u)) / (R(x,y,z) * u) != w | L(R(x,u,R(T(x,u),y,z)),u,R(x,y,z)) = w.
L(R(x,y,R(T(x,y),z,u)),y,R(x,z,u)) = x.
L(R(x,y,R(x,z,u)),y,R(x,z,u)) = x.
L(R(x,y,x),y,R(x,z,u)) = x.
L(x,y,x) = L(x,y,R(x,z,u)).
L(x,y,R(x,z,u)) = L(x,y,x).
(R(x,y,z) * (u * x)) / (u * L(x,u,x)) = R(R(x,y,z),u,L(x,u,R(x,y,z))).
R(R(x,y,z),u,L(x,u,R(x,y,z))) = (R(x,y,z) * (u * x)) / (u * L(x,u,x)).
x * y != (K(z,u) * w) * (w \ v5) | (K(u,z) * x) \ v5 = y.
(K(x,y) * z) \ u = T(K(y,x),z) * (z \ u).
T(K(x,y),z) * (z \ u) = (K(y,x) * z) \ u.
K(x,T(y,z)) * (z \ u) = (K(y,x) * z) \ u.
K(x,T(y,z)) * (z \ T(y,u)) != w | (z \ T(y,u)) * K(x,y) = w.
(x \ T(y,z)) * K(u,y) = (K(y,u) * x) \ T(y,z).
(K(x,y) * z) \ T(x,u) = (z \ T(x,u)) * K(y,x).
(K(x,y) * z) \ T(x,y) != u | z \ x = u.
x \ y = (x \ T(y,z)) * K(z,y).
(x \ T(y,z)) * K(z,y) = x \ y.
(x \ y) * K(y,z) = x \ T(y,z).
(x \ y) * K(z,y * K(z,y)) = x \ (y * K(z,y)).
(x \ y) * K(z,y) = x \ (y * K(z,y)).
x \ (y * K(z,y)) = (x \ y) * K(z,y).
x * K(y,z) = (y / x) \ T(y,z).
(x / y) \ T(x,z) = y * K(x,z).
x * K(x * a(y,z,u),w) = a(y,z,u) \ T(x * a(y,z,u),w).
a(x,y,z) \ T(u * a(x,y,z),w) = u * K(u * a(x,y,z),w).
x / (y * K(x,z)) = K(z,x) * (x / y).
(x * (y * (z * K(x * y,z)))) / (z * K(x * y,z)) = (K(z,x * y) * ((x * y) / z)) * ((x * (y * z)) / (x * y)).
(x * (y * (z * K(x * y,z)))) / (z * K(x * y,z)) != u | K(z,x * y) * (((x * y) / z) * ((x * (y * z)) / (x * y))) = u.
x * (K(y,z) * u) = K(y,T(z,x)) * (x * u).
K(x,T(y,z)) * (z * u) = z * (K(x,y) * u).
(x * y) * z != u | (y * x) * (K(x,y) * z) = u.
(x * y) * z != u | (x * T(y,w)) * (K(w,y) * z) = u.
(x * T(y,z)) * (K(z,y) * u) = (x * y) * u.
(x * y) \ (x * (K(z,u) * y)) = T(K(z,T(u,x)),x * y).
(x * y) \ (x * (K(z,u) * y)) != w | K(z,T(T(u,x),x * y)) = w.
(x * y) * (K(y,x) * z) = (y * x) * z.
(x * y) * (K(y,x) * K(y * x,z)) = T(y * x,z).
(x * y) \ ((y * x) * z) = K(y,x) * z.
(x * y) \ (z * (y * x)) = K(y,x) * T(z,y * x).
(x * y) \ (y * T(x,z)) = K(y,x) * K(x,z).
(x * y) \ (y * T(x,x \ y)) != z | a(x,y / x,x) = z.
a(x,y / x,x) = K(y,x) * K(x,x \ y).
K(x,y) * K(y,y \ x) = a(y,x / y,y).
K(x,y) * K(y,y \ x) != z | y \ R(y,y \ x,y) = z.
x \ R(x,x \ y,x) = a(x,y / x,x).
a(x,y / x,x) * K(x,y) = K(x,x \ y).
a(x,x \ y,x) * K(x,y) = K(x,x \ y).
x \ R(x,x \ (y * x),x) = a(x,y,x).
x \ R(x,y,x) = a(x,y,x).
x \ R(x,y,x) != z | K(x * y,x) * K(x,y) = z.
K(x * y,x) * K(x,y) = a(x,y,x).
x \ R(x,y,x) != z | K(x,y) * K(x * y,x) = z.
K(x,y) * K(x * y,x) = a(x,y,x).
R(x,y,z) \ R(R(x,u,x),y,z) = a(R(x,y,z),u,R(x,y,z)).
R(x,y,z) \ R(R(x,y,z),u,x) = a(R(x,y,z),u,R(x,y,z)).
a(x,y,x) \ z = K(y,x) * (K(x,x * y) * z).
K(x,y) * (K(y,y * x) * z) = a(y,x,y) \ z.
K(x,y) * a(y,x,y) = K(y * x,y).
K(x,x * y) * (K(y,x) * z) = a(x,y,x) \ z.
K(x,y) * K(y,y * x) = a(y,x,y) \ 1.
(x * y) * a(y,x,y) = T(y * x,y).
L(x,y,x) = K(y,x) * T(x,y * x).
K(x,y) * T(y,x * y) = L(y,x,y).
K(x,y) * T(y,y * x) = L(y,x,y).
T(x,x * y) * K(y,x) = L(x,y,x).
x \ L(x,y,x) = K(y,x) * K(x,x * y).
K(x,y) * K(y,y * x) = y \ L(y,x,y).
K(x,y) * (z \ u) = (z * K(y,x)) \ u.
(x * K(y,z)) \ u = K(z,y) * (x \ u).
K(x,y) * ((z * y) \ u) = (z * T(y,x)) \ u.
K(x,y * a(z,u,w)) * ((v5 * (a(z,u,w) * y)) \ v6) = (v5 * T(y * a(z,u,w),x)) \ v6.
L(T(x \ y,z) \ u,T(x \ y,z),x) = K(z,x \ y) * (y \ (x * u)).
K(x,y) * (z \ u) != w | (z * K(y,x)) \ u = w.
(x * K(y,z)) \ (x * u) = K(z,y) * u.
(x * T(y,z)) * ((x * y) \ u) = x * (K(y,z) * (x \ u)).
(x * T(y,z)) \ (x * (K(y,z) * (x \ u))) = (x * y) \ u.
(x * y) \ z != u | L(y \ (x \ z),T(y,w),x) = u.
L(x \ (y \ (y * (x * z))),T(x,u),y) = L(z,x,y).
L(x,T(y,z),u) = L(x,y,u).
L(x,y,z) != u | L(x,T(y,w),z) = u.
L(x,T(y,z),u) = L(L(x,y,u),w,K(v5,v6)).
L(L(x,y,z),u,K(w,v5)) = L(x,T(y,v6),z).
L(x,T(y,z),u) != w | L(x,y,u) = w.
R(T(x,y * a(z,u,w)),y,a(z,u,w)) != v5 | L(T(x,y),y,a(z,u,w)) = v5.
L(T(x \ y,z) \ u,x \ y,x) = K(z,x \ y) * (y \ (x * u)).
T(x \ y,z) * (K(z,x \ y) * (y \ (x * T(u,z)))) = T((x \ y) * (y \ (x * u)),z).
(x \ y) * (y \ (x * T(z,u))) = T((x \ y) * (y \ (x * z)),u).
(x \ y) * ((y \ x) * T((y \ x) \ z,u)) = T((x \ y) * (y \ (x * (x \ (y * z)))),u).
(x \ y) * ((y \ x) * T((y \ x) \ z,u)) = T((x \ y) * z,u).
(x \ y) \ T((x \ y) * z,u) = (y \ x) * T((y \ x) \ z,u).
x \ ((y \ z) * T((y \ z) \ x,u)) = K(((z \ y) \ 1) \ x,u).
K((x \ y) \ z,u) = K(((y \ x) \ 1) \ z,u).
K(((x \ y) \ 1) \ z,u) = K((y \ x) \ z,u).
K(((x \ y) \ 1) \ z,u) != w | K((y \ x) \ z,u) = w.
K((x \ y) \ z,u) = K((y \ x) * z,u).
K(x \ (y / (1 / z)),u) != w | K((y \ x) \ z,u) = w.
K((x \ y) \ L(z \ 1,z,y),u) != w | K((y * z) \ x,T(u,z)) = w.
K((x * y) \ z,T(u,y)) = K((x \ z) * L(y \ 1,y,x),u).
K((x \ y) * L(z \ 1,z,x),u) = K((x * z) \ y,T(u,z)).
K(((x \ 1) \ 1) \ y,z) = K(x \ y,z).
K((x \ 1) \ y,z) = K((1 / x) \ y,z).
K((1 / x) \ y,z) = K((x \ 1) \ y,z).
K((1 / x) \ (y \ z),u) != w | K(y \ (z / (1 / x)),T(u,x)) = w.
K(x \ (y / (1 / z)),T(u,z)) = K((z \ 1) \ (x \ y),u).
K((x \ y) \ z,T(u,z)) = K((z \ 1) \ (y \ x),u).
K((x \ 1) \ (y \ z),u) = K((z \ y) \ x,T(u,x)).
K((x \ y) \ z,T(u,z)) != w | K((z \ 1) \ (y \ x),u) = w.
K((x \ 1) \ (y \ z),u) = K(x / (z \ y),u).
K((x \ 1) \ y,z) != u | K(x * y,z) = u.
K(x * (y \ z),u) = K(x / (z \ y),u).
K(x / (y \ z),u) = K(x * (z \ y),u).
K(x / (y \ z),u) != w | K((z / x) \ y,u) = w.
K((x / y) \ z,u) = K(y * (x \ z),u).
K((T(x * y,K(y,z)) / u) \ T(x,K(y,z)),w) != v5 | K(u / y,w) = v5.
K(x / y,z) = K(x * (T(u * y,K(y,w)) \ T(u,K(y,w))),z).
K(x * (T(y * z,K(z,u)) \ T(y,K(z,u))),w) = K(x / z,w).
K(x * L(y \ 1,y,z),u) = K(x / y,u).
K((x \ y) * L(z \ 1,z,x),u) != w | K((x * z) \ y,T(u,z)) = w.
K((x * y) \ z,T(u,y)) = K((x \ z) / y,u).
K((x \ y) / z,u) != w | K((x * z) \ y,T(u,z)) = w.
K((x * y) \ z,T(u,y)) = K(x \ (z / y),u).
K((x * y) \ (x * z),T(u,y)) != w | K(L(z / y,y,x),u) = w.
K(L(x / y,y,z),u) = K(z \ ((z * x) / y),u).
K(x \ ((x * y) / z),u) != w | K(L(y / z,z,x),u) = w.
K(L(x / (y * x),y * x,z),u) = K(y \ 1,u).
K(L(x / (y * x),y * x,z),u) != w | K(L(y,x,z) \ 1,u) = w.
K(L(x,y,z) \ 1,u) = K(x \ 1,u).
K(L(x,y,z) \ 1,u) != w | L(K(x \ 1,u),y,z) = w.
L(K(x \ 1,y),z,u) = K(x \ 1,y).
a(x,y,K(z \ 1,u)) = 1.
a(x,y,K(z,u)) = 1.
L(K(x,y),z,u) = K(x,y).
L(K(x,y \ z),z,u) != w | K(x,(u * y) \ (u * z)) = w.
K(x,(y * z) \ (y * u)) = K(x,z \ u).
L(x,T(y,z),T(z,y)) != u | (z * y) \ (z * (y * x)) = u.
(x * y) \ (x * (y * K(z,u))) = K(z,u).
K(x,L(y,z,u)) = K(x,y).
L(K(x \ (y \ z),u),y \ z,y) != w | K((y * x) \ z,u) = w.
K((x * y) \ z,u) = K(y \ (x \ z),u).
L(K((x \ y) \ z,u),z,x) != w | K(y \ (x * z),u) = w.
K(x \ (y * z),u) = K((y \ x) \ z,u).
K((x \ y) \ z,u) = K(y \ (x * z),u).
x * K(y,z) = (x / u) * (u * K(y,z)).
(x / y) * (y * K(z,u)) = x * K(z,u).
(x * y) * K(z,u) = x * (y * K(z,u)).
L(K(x,T(y,z)),u,w) * K(y,x) = K(z,K(y,x)).
L(T(K(x,y),z),u,w) * K(y,x) = K(z,K(y,x)).
((x * y) \ (x * (K(z,u) * y))) * K(u,z) = K(y,K(u,z)).
x * K(y,z) != K(u,K(y,z)) | T(K(z,y),u) = x.
T(K(x,y),z) = (u * z) \ (u * (K(x,y) * z)).
(x * y) \ (x * (K(z,u) * y)) = T(K(z,u),y).
K(x,T(T(y,z),z * u)) = T(K(x,y),u).
K(x,T(T(y,z),z * u)) != w | K(x,T(y,u)) = w.
K(x,T(T(y,z),u)) = K(x,T(y,z * u)).
K(x,T(y,a(z,u,w))) != v5 | K(x,y) = v5.
K(x,T(y,z)) = K(x,T(y,z * a(u,w,v5))).
K(x,T(y,z * a(u,w,v5))) = K(x,T(y,z)).
R(x,y,K(z,u)) = x.
((x * y) * z) * K(u,w) = R(x,y,z) * ((y * z) * K(u,w)).
R(x,y,z) * ((y * z) * K(u,w)) = ((x * y) * z) * K(u,w).
(x * (y * K(z,u))) \ w = K(u,z) * ((x * y) \ w).
(x * (y * T(z,u))) \ w = K(u,z) * ((x * (y * z)) \ w).
K(x,y) * ((z * (u * y)) \ w) = (z * (u * T(y,x))) \ w.
x != y | R(x,z,K(u,w)) = y.
R(x,y,K(z,u)) = L(x,w,K(v5,v6)).
x \ (y * K(z,u)) = (x \ y) * K(z,u).
L(x,y,K(z,u)) * (w * K(v5,v6)) = (x * w) * K(v5,v6).
L(x,y,K(z,u)) * (K(w,v5) * v6) = (x * v6) * K(w,T(v5,v6)).
K(x,y) * ((z * u) * K(y,T(x,u))) = u * T(z,K(y,x) * u).
K(x,y) * (z * K(y,T(x,u))) != w | T(z * K(y,K(x,u)),K(y,x)) = w.
T((x * y) * K(z,K(u,y)),K(z,u)) = y * T(x,K(z,u) * y).
T(x * T(y,K(z,u)),K(z,u)) = y * T(x,K(z,u) * y).
x \ T(y * T(x,K(z,u)),K(z,u)) = T(y,K(z,u) * x).
x \ T(y * T(x,K(z,u)),K(z,u)) != w | T(y,K(z,u) * x) = w.
x \ T(y * T(x,K(z,u)),K(u,z)) = T(y,K(z,u) * x).
x \ T(y * T(x,K(z,u)),K(z,u)) = T(y,K(u,z) * x).
T(x,K(y,z) * u) = T(x,K(z,y) * u).
x \ T(x,K(y,z) * u) = K(x,K(z,y) * u).
x / T(x,K(y,z) * u) = K(K(z,y) * u,x).
K(x,K(y,z) * u) != w | K(x,K(z,y) * u) = w.
K(K(x,y) * z,u) = K(K(y,x) * z,u).
K(x * y,T(z,y)) != u | K(y * x,z) = u.
K(x * K(y,z),u) = K(K(z,y) * x,T(u,x)).
K(K(x,y) * z,T(u,z)) = K(z * K(y,x),u).
K(x * K(y,z),u) = K(x * K(z,y),u).
K(x \ T(y,z),u) = K((x \ y) * K(z,y),u).
K((x \ y) * K(z,y),u) = K(x \ T(y,z),u).
K(x \ (y * K(z,y)),u) = K(x \ T(y,z),u).
K(x \ y,z) = K(x \ T(T(y,u),u),z).
K(x \ T(T(y,z),z),u) = K(x \ y,u).
1 / K(x \ y,z) = K(z,x \ T(T(y,u),u)).
K(x,y \ T(T(z,u),u)) = 1 / K(y \ z,x).
1 / K(x \ y,z) != u | K(z,x \ T(T(y,w),w)) = u.
K(x,y \ T(T(z,u),u)) = K(x,y \ z).
K(x,y \ T(z * (u / T(z,u)),z)) = K(x,y \ (z * (u / z))).
x \ 1 = (x \ K(y,z)) * K(z,y).
(x \ K(y,z)) * K(z,y) = x \ 1.
x \ (y * (z * K(u,w))) = (x \ (y * z)) * K(u,w).
x \ (y * (z * (u * K(w,v5)))) = (x \ (y * (z * u))) * K(w,v5).
(x * y) \ (x * (y * (z * K(u,w)))) = L(z,y,x) * K(u,w).
L(x * K(y,z),u,w) = L(x,u,w) * K(y,z).
L(x,y,z) * K(u,w) = L(x * K(u,w),y,z).
L(x,y,z) * K(u,w) != v5 | L(x * K(u,w),y,z) = v5.
R(x,y,z) * (y * (z * K(u,w))) = ((x * y) * z) * K(u,w).
((x * y) * z) * K(u,w) != v5 | R(x,y,z) * (y * (z * K(u,w))) = v5.
R(x,y,z) * (y * (z * K(u,w))) = (x * y) * (z * K(u,w)).
x * (y * z) != (u * y) * z | R(u,y,z) = x.
R(x,y,z * K(u,w)) = R(x,y,z).
x * (y * (K(z,u) * K(w,v5))) = (x * y) * (K(z,u) * K(w,v5)).
(x * y) * (K(z,u) * K(w,v5)) = x * (y * (K(z,u) * K(w,v5))).
R(x,y,K(z,u) * K(w,v5)) = x.
R(x,y,z) = R(x,y,T(z,u)).
R(x,y,T(z,u)) = R(x,y,z).
R(x,a(a(y,z,u),w,v5),T(v6,x)) != v7 | a(a(y,z,u),w,v5) * ((v6 * x) / (T(v6,x) * a(a(y,z,u),w,v5))) = v7.
a(a(x,y,z),u,w) * ((v5 * v6) / (T(v5,v6) * a(a(x,y,z),u,w))) = R(v6,a(a(x,y,z),u,w),v5).
R(x,a(y,z,u),T(w,a(y,z,u) * x)) != v5 | (w * (a(y,z,u) * x)) / (T(w,a(y,z,u) * x) * a(y,z,u)) = v5.
(x * (a(y,z,u) * w)) / (T(x,a(y,z,u) * w) * a(y,z,u)) = R(w,a(y,z,u),x).
R(x,y,T(z,y * z)) != u | R(x,y,L(z,y,z)) = u.
R(x,y,L(z,y,z)) = R(x,y,z).
(x \ K(y,z)) \ (x \ 1) = K(z,y).
(x \ K(y,z)) \ (x \ 1) != u | K(z,y) = u.
x * y != (z * K(u,w)) * K(w,u) | z / y = x.
x / (y * K(z,u)) = (x * K(u,z)) / y.
(x * K(y,z)) / u = x / (u * K(z,y)).
x / K(y,z) != u | x * K(z,y) = u.
(x * K(y,z)) * K(u,w) = x / (K(w,u) * K(z,y)).
x / (K(y,z) * K(u,w)) = (x * K(w,u)) * K(z,y).
(x * (y * K(z,u))) / w = (x * y) / (w * K(u,z)).
(x * (y * (z * K(u,w)))) / v5 = (x * (y * z)) / (v5 * K(w,u)).
(x * (y * z)) / u = (x * (y * (z * K(w,v5)))) / (u * K(w,v5)).
(x * (y * (z * K(u,w)))) / (v5 * K(u,w)) = (x * (y * z)) / v5.
K(x,y * z) * (((y * z) / x) * ((y * (z * x)) / (y * z))) = (y * (z * x)) / x.
K(x \ (y \ z),u) != w | K((y * x) \ z,u) = w.
K((x * y) \ z,u) = L(K(y \ (x \ z),u),w,v5).
L(K(x \ (y \ z),u),w,v5) = K((y * x) \ z,u).
K((x * y) \ z,u) != w | K(y \ (x \ z),u) = w.
K((x * (y * z)) \ u,w) != v5 | K(L(z,y,x) \ ((x * y) \ u),w) = v5.
K(L(x,y,z) \ ((z * y) \ u),w) = K((y * x) \ (z \ u),w).
K((x * y) \ (z \ u),w) != v5 | K(L(y,x,z) \ ((z * x) \ u),w) = v5.
K(L(x,y,z) \ ((z * y) \ u),w) = K(x \ (y \ (z \ u)),w).
K(L(x,y * z,u) \ a(u,y,z),w) = K(x \ ((y * z) \ (u \ ((u * y) * z))),w).
K(x \ ((y * z) \ (u \ ((u * y) * z))),w) = K(L(x,y * z,u) \ a(u,y,z),w).
K(L(x,y,z) \ L(u,y,z),w) = K(x \ (y \ (z \ (z * (y * u)))),w).
K(x \ (y \ (z \ (z * (y * u)))),w) = K(L(x,y,z) \ L(u,y,z),w).
K(x \ y,z) = K(L(x,u,w) \ L(y,u,w),z).
K(L(x,y,z) \ L(u,y,z),w) = K(x \ u,w).
(x \ K(y \ z,u)) \ (x \ 1) != w | K(u,L(y,v5,v6) \ L(z,v5,v6)) = w.
K(x,L(y,z,u) \ L(w,z,u)) = K(x,y \ w).
K(x,L(y,z,u) \ ((u * z) \ w)) = K(x,y \ (z \ (u \ w))).
K(x,L(y,z * u,w) \ a(w,z,u)) = K(x,y \ ((z * u) \ (w \ ((w * z) * u)))).
K(x,y \ ((z * u) \ (w \ ((w * z) * u)))) = K(x,L(y,z * u,w) \ a(w,z,u)).
K(x,L(y,z * u,w) \ a(w,z,u)) != v5 | K(x,y \ ((z * u) \ (w \ ((w * z) * u)))) = v5.
K(x,y \ ((z * u) \ (w \ ((w * z) * u)))) = x \ T(x,L(y,z * u,w) \ a(w,z,u)).
T(x,y \ ((z * u) \ (w \ ((w * z) * u)))) = T(x,L(y,z * u,w) \ a(w,z,u)).
K(T(x,x \ ((y * z) \ (u \ ((u * y) * z)))),w) = K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w).
K(T(x,L(x,y * z,u) \ a(u,y,z)),w) = K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w).
K(x,T(y,L(x,z * u,w) \ a(w,z,u))) = K(L(x \ ((z * u) \ (w \ ((w * z) * u))),z * u,w) \ a(w,z,u),y).
K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w) = K(x,T(w,L(x,y * z,u) \ a(u,y,z))).
K(L(x,y,z) \ ((z * y) \ u),w) != v5 | K(x \ (y \ (z \ u)),w) = v5.
K(x,(y * z) \ u) = K(x,z \ (y \ u)).
K(x,y) * x = T(x,L(y,z,u)).
T(x,L(y,z,u)) = K(x,y) * x.
K(x,y) * x != z | T(x,L(y,u,w)) = z.
T(x,L(y,z,u)) = T(x,y).
L(x,y,z) \ u = T(u / L(x,y,z),x).
T(x / L(y,z,u),y) = L(y,z,u) \ x.
T(x,y \ (z * u)) = T(x,(z \ y) \ u).
T(x,(y \ z) \ u) = T(x,z \ (y * u)).
L(x,y,z) * T(u,x) = u * L(x,y,z).
T(x,(y * z) \ u) = T(x,z \ (y \ u)).
((x * y) * z) / L(T(x * y,z),L(z,y,x),a(x,y,z)) = L(z,y,x) * a(x,y,z).
L(x,y,z) * K(u,T(w,x)) = K(u,w) * L(x,y,z).
K(x / L(y,z,u),T(w,y)) = K(L(y,z,u) \ x,w).
L(x,y,z) * (x \ u) = (u / x) * L(x,y,z).
L(x,y,z) * (x \ 1) != u | x \ L(x,y,z) = u.
x \ L(x,y,z) = (1 / x) * L(x,y,z).
(1 / x) * L(x,y,z) = x \ L(x,y,z).
(1 / x) * L(x,y,z) != u | L(x,y,z) / x = u.
L(x,y,z) / x = x \ L(x,y,z).
T(x,a(y,z,u) \ w) = T(x,((y * z) * u) \ ((y * (z * u)) * w)).
T(x,((y * z) * u) \ ((y * (z * u)) * w)) = T(x,a(y,z,u) \ w).
T(x,((y * z) * u) \ ((y * (z * u)) * w)) != v5 | T(x,a(y,z,u) \ w) = v5.
T(x,a(y,z,u) \ w) = T(x,u \ ((y * z) \ ((y * (z * u)) * w))).
T(x,y \ ((z * u) \ ((z * (u * y)) * w))) = T(x,a(z,u,y) \ w).
x / T(a(y,z,u) * x,u \ ((y * z) \ ((y * (z * u)) * 1))) = (a(y,z,u) * x) \ x.
x / T(a(y,z,u) * x,u \ ((y * z) \ (y * (z * u)))) = (a(y,z,u) * x) \ x.
x / T(a(y,z,u) * x,u \ L(u,z,y)) = (a(y,z,u) * x) \ x.
T(x * y,z) = L(z,y,x) \ (x * (y * z)).
L(x,y,z) \ (z * (y * x)) = T(z * y,x).
x * (L(x,y,z) \ u) = (u / L(x,y,z)) * x.
(x / L(y,z,u)) * y = y * (L(y,z,u) \ x).
(x * (y * z)) / T(x * y,z) != u | L(z,y,x) = u.
K(x * (L(x,y,z) \ u),T(w,x)) = K(x * (u / L(x,y,z)),w).
R(x,y,a(z,u,z)) = x.
R(x,y,z \ L(z,u,z)) = x.
L(T(x,y),y,a(z,u,z)) = T(x,y * a(z,u,z)).
x * L(y,z,y) = (x * y) * (y \ L(y,z,y)).
(x * y) * (y \ L(y,z,y)) = x * L(y,z,y).
T(a(x,y,z),u) != w | a(x,y,z) = w.
K(x,(y * K(z,u)) \ w) = K(x,K(u,z) * (y \ w)).
K(x,(y * (z / u)) \ w) = K(x,K(u \ z,u) * ((y * (u \ z)) \ w)).
K(x,K(y \ z,y) * ((u * (y \ z)) \ w)) = K(x,(u * (z / y)) \ w).
K(x,(y * (z * K(u,w))) \ v5) = K(x,K(w,u) * ((y * z) \ v5)).
K(x,(y * (z \ T(u,w))) \ v5) = K(x,K(w,u) * ((y * (z \ u)) \ v5)).
K(x,K(y,z) * ((u * (w \ z)) \ v5)) = K(x,(u * (w \ T(z,y))) \ v5).
K(x,K(y,z) * ((u * (w \ y)) \ v5)) = K(x,(u * (w \ T(y,z))) \ v5).
(x * L(y,z,u)) \ (x * L(y * K(w,v5),z,u)) = K(w,v5).
(x * L(y \ T(z,u),w,v5)) \ (x * L(y \ z,w,v5)) = K(u,z).
(x * L(y \ T(y * z,u),w,v5)) \ (x * L(z,w,v5)) = K(u,y * z).
K(x,y \ z) != u | K(x,(w * y) \ (w * z)) = u.
K(x,(y * z) \ (y * u)) = L(K(x,z \ u),w,v5).
K(x,(y * z) \ (y * u)) = K(x,R(z \ u,w,v5)).
K(x,R(y \ z,u,w)) = K(x,(v5 * y) \ (v5 * z)).
K(x,T(y / (z * u),z)) = K(x,(w * z) \ (w * (y / u))).
K(x,T(y / ((z * u) * w),z * u)) = K(x,(u * K(z \ 1,z * u)) \ (((z * u) \ u) * (y / w))).
K(x,(y * K(z \ 1,z * y)) \ (((z * y) \ y) * (u / w))) = K(x,T(u / ((z * y) * w),z * y)).
K(x,(y * K(z \ 1,z * y)) \ (((z * y) \ y) * (u / ((z * y) \ w)))) = K(x,T(u / w,z * y)).
K(x,(y * (z / u)) \ (y * z)) = L(K(x,u),w,v5).
K(x,(y * (z / u)) \ (y * z)) != w | L(K(x,u),v5,v6) = w.
L(K(x,y),z,u) != w | L(K(x,y),v5,v6) = w.
L(K(x,y),z,u) = L(K(x,y),w,v5 * K(v6,v7)).
L(K(x,y),z,u * K(w,v5)) = L(K(x,y),v6,v7).
L(K(x,y),z,u) != w | K(x,y) = w.
K(L(x,y,z),u) != w | K(x,u) = w.
K((x \ (y * z)) \ u,w) != v5 | K(z \ (y \ (x * u)),w) = v5.
L(x * K(y,T(z,x)),u,w) = K(y,z) * L(x,u,w).
L(K(x,y) * z,u,w) = K(x,y) * L(z,u,w).
K(x,y) * L(z,u,w) = L(K(x,y) * z,u,w).
T(x \ y,z) * L(K(z,x \ y) * ((x \ y) \ y),u,w) = L(x,u,w) * (x \ y).
T(x \ y,z) * L(T(x \ y,z) \ y,u,w) = L(x,u,w) * (x \ y).
T(x,y) * L(T((z / x) \ z,y) \ z,u,w) = L(z / x,u,w) * ((z / x) \ z).
T(x,y) * L(T(x,y) \ z,u,w) = L(z / x,u,w) * ((z / x) \ z).
L(x / y,z,u) * ((x / y) \ x) = T(y,w) * L(T(y,w) \ x,z,u).
L(x / y,z,u) * y = T(y,w) * L(T(y,w) \ x,z,u).
T(x,y) * L(T(x,y) \ z,u,w) = L(z / x,u,w) * x.
L(x / y,z,u) * y != w | T(y,v5) * L(T(y,v5) \ x,z,u) = w.
T(x,y) * L(T(x,y) \ z,u,w) = x * L(x \ z,u,w).
T(x,y) * L(T(x,y) \ T(z,y),u,w) != v5 | T(x * L(x \ z,u,w),y) = v5.
T(x * L(x \ y,z,u),w) = x * L(x \ T(y,w),z,u).
x * L(x \ T(y,z),u,w) = T(x * L(x \ y,u,w),z).
x * (y * L(y \ 1,z,u)) = (y * L(y \ 1,z,u)) * x.
(x * L(x \ 1,y,z)) * u = u * (x * L(x \ 1,y,z)).
T(x,y * L(y \ 1,z,u)) = x.
T(x,y \ L(y,z,u)) = x.
x / (a(y,z,u) * x) = (a(y,z,u) * x) \ x.
a(a(x,y,z),u,w) \ 1 = (a(a(x,y,z),u,w) * v5) \ v5.
(a(a(x,y,z),u,w) * v5) \ v5 = a(a(x,y,z),u,w) \ 1.
x \ (a(a(y,z,u),w,v5) \ x) = a(a(y,z,u),w,v5) \ 1.
x * L(x \ T(x * y,z),u,w) = T(x * L(y,u,w),z).
((x * y) / z) * L(((x * y) / z) \ T(((x * y) / z) * z,u),y,x) = T((x * (y * z)) / z,u).
T(x * L(y,z,u),w) \ (x * L(y,z,u)) = K(w,x * y).
((x * y) / z) * L(((x * y) / z) \ T(x * y,u),y,x) = T((x * (y * z)) / z,u).
((x * y) / z) * L(z * K(x * y,u),y,x) = T((x * (y * z)) / z,u).
((x * y) / z) * ((x * (y * z)) / (x * y)) = T((x * (y * z)) / z,z).
T((x * (y * z)) / z,z) = ((x * y) / z) * ((x * (y * z)) / (x * y)).
x \ (y * (z * x)) = ((y * z) / x) * ((y * (z * x)) / (y * z)).
((x * y) / z) * ((x * (y * z)) / (x * y)) = z \ (x * (y * z)).
K(x,y * z) * (x \ (y * (z * x))) = (y * (z * x)) / x.
K(x,a(y,z,u) * w) * (x \ ((w * x) * a(y,z,u))) = (a(y,z,u) * (w * x)) / x.
K(x,y * L(z,u,w)) = K(x,y * z).
K(x,y * L(y \ z,u,w)) = K(x,z).
K(x,L(y / z,u,w) * z) = K(x,y).
K(x,L(y,z,u) * w) = K(x,y * w).
K(x,y * z) != u | K(x,L(y,w,v5) * z) = u.
K(x,L(y,z,u) * w) = x \ T(x,y * w).
T(x,L(y,z,u) * w) = T(x,y * w).
T(x,y) = T(x,z * (L(z,u,w) \ y)).
T(x,y * (L(y,z,u) \ w)) = T(x,w).
(x * y) / L(T(x,y),z,u) = x * (L(x,z,u) \ y).
x / T(x,y) != z | K(u * (L(u,w,v5) \ y),x) = z.
((x * y) * z) / L(T(x * y,z),L(z,y,x),a(x,y,z)) != u | L(z,y,x) * a(x,y,z) = u.
L(x,y,z) * a(z,y,x) = (z * y) * (L(z * y,L(x,y,z),a(z,y,x)) \ x).
(x * y) * (L(x * y,L(z,y,x),a(x,y,z)) \ z) = L(z,y,x) * a(x,y,z).
L(x,y,a(z,u,w)) / ((a(z,u,w) * y) * (L(a(z,u,w) * y,L(x,y,a(z,u,w)),a(a(z,u,w),y,x)) \ x)) = a(a(z,u,w),y,x) \ 1.
L(x,y,a(z,u,w)) / ((a(z,u,w) * y) * ((a(z,u,w) * y) \ x)) = a(a(z,u,w),y,x) \ 1.
L(x,y,a(z,u,w)) / x = a(a(z,u,w),y,x) \ 1.
a(a(x,y,z),u,w) \ 1 = L(w,u,a(x,y,z)) / w.
L(x,y,a(z,u,w)) / x != v5 | a(a(z,u,w),y,x) \ 1 = v5.
a(a(x,y,z),u,w) \ 1 = w \ L(w,u,a(x,y,z)).
x \ y != a(a(z,u,w),v5,v6) \ 1 | a(a(z,u,w),v5,v6) \ x = y.
a(a(x,y,z),u,w) \ w = L(w,u,a(x,y,z)).
K(x * (L(x,y,z) \ u),w) = K(u,w).
K(x * (L(x,y,z) \ u),T(w,x)) != v5 | K(x * (u / L(x,y,z)),w) = v5.
K(x * (y / L(x,z,u)),w) = K(y,T(w,x)).
K(x / L(y,z,u),T(w,y)) != v5 | K(y * ((x / y) / L(y,z,u)),w) = v5.
K(x * ((y / x) / L(x,z,u)),w) = K(L(x,z,u) \ y,w).
K(x * (y / L(x,z,u)),w) != v5 | K(y,T(w,x)) = v5.
K(x / y,T(z,y)) = K(L(y,u,w) \ x,z).
K(L(x,y,z) \ u,w) = K(u / x,T(w,x)).
K(x / y,T(z,y)) != u | K(L(y,w,v5) \ x,z) = u.
K(L(x,y,z) \ u,w) = K(x \ u,w).
K(x \ ((y * z) \ u),w) != v5 | K(x \ (z \ (y \ u)),w) = v5.
K(x \ (y \ ((y * x) * z)),u) != w | K(z,u) = w.
(x * K(y,z)) * K(u,w) != v5 | x / (K(w,u) * K(z,y)) = v5.
x / (K(y,z) * K(u,w)) = x * (K(w,u) * K(z,y)).
x / a(y,z,y) = x * (K(z,y) * K(y,y * z)).
x * (K(y,z) * K(z,z * y)) = x / a(z,y,z).
x * (a(y,z,y) \ 1) = x / a(y,z,y).
x * (y \ L(y,z,y)) = x / a(y,z,y).
x * y != (z * u) / u | z / y = x.
x / (a(y,z,y) \ 1) = x * a(y,z,y).
(((a(x,y,x) \ 1) * z) * a(x,y,x)) \ z = K(z,a(x,y,x) \ 1).
(x * y) * (y \ L(y,z,y)) != u | x * L(y,z,y) = u.
x * L(y,z,y) = (x * y) / a(y,z,y).
(x * y) / a(y,z,y) = x * L(y,z,y).
x / a(y,z,u) != w | a(y,z,u) \ x = w.
a(x,y,x) \ (z * x) = z * L(x,y,x).
x / (K(y,z) * u) = (x / u) * K(z,y).
x / (y / z) = (x / (z \ y)) * K(z \ y,z).
(x / (y \ z)) * K(y \ z,y) = x / (z / y).
x / R(y,z,y) = (x / T(y,z)) * K(y,y * z).
(x / T(y,z)) * K(y,y * z) = x / R(y,z,y).
(x / R(y,z,y)) * y = (x / T(y,z)) * T(y,y * z).
(x / T(y,z)) * T(y,y * z) = (x / R(y,z,y)) * y.
(x / T(y,z)) * T(y,u) != w | (x * K(z,y)) * K(y,u) = w.
(x * K(y,z)) * K(z,z * y) = (x / R(z,y,z)) * z.
x * (K(y,z) * K(z,z * y)) = (x / R(z,y,z)) * z.
x * (K(y,z) * K(z,z * y)) != u | x / a(z,y,z) = u.
x / a(y,z,y) = (x / R(y,z,y)) * y.
(x / R(y,z,y)) * y = x / a(y,z,y).
x / y = (x * a(y,z,y)) / R(y,z,y).
(x * a(y,z,y)) / R(y,z,y) = x / y.
(x / y) * R(y,z,y) = x * a(y,z,y).
(x / y) * R(y,z,u) != w | R(y,z,u) * (y \ x) = w.
R(x,y,x) * (x \ z) = z * a(x,y,x).
R(x,y,z) * (x \ u) != w | x \ (R(x,y,z) * u) = w.
x \ (R(x,y,x) * z) = z * a(x,y,x).
x * a(y,z,y) != u | y \ (R(y,z,y) * x) = u.
x \ (R(x,y,x) * z) = a(x,y,x) * z.
x * (a(x,y,x) * z) = R(x,y,x) * z.
x * y != R(x,z,u) * (x * w) | R(x,z,u) * w = y.
R(x,y,x) * z = a(x,y,x) * (x * z).
a(x,y,x) * (x * z) = R(x,y,x) * z.
(x * y) \ (R(x,z,x) * y) = T(a(x,z,x),x * y).
((x * y) * z) \ ((R(x,u,x) * y) * z) = R(T(a(x,u,x),(x * y) * z),x * y,z).
R(T(a(x,y,x),(x * z) * u),x * z,u) = ((x * z) * u) \ ((R(x,y,x) * z) * u).
((x * y) * z) \ (R(R(x,y,z),u,R(x,y,z)) * (y * z)) = T(a(R(x,y,z),u,R(x,y,z)),R(x,y,z) * (y * z)).
((x * y) * z) \ ((R(x,u,R(x,y,z)) * y) * z) = T(a(R(x,y,z),u,R(x,y,z)),R(x,y,z) * (y * z)).
T(a(R(x,y,z),u,R(x,y,z)),R(x,y,z) * (y * z)) = ((x * y) * z) \ ((R(x,u,R(x,y,z)) * y) * z).
a(R(x,y,z),u,R(x,y,z)) = ((x * y) * z) \ ((R(x,u,R(x,y,z)) * y) * z).
((x * y) * z) \ ((R(x,u,R(x,y,z)) * y) * z) = a(R(x,y,z),u,R(x,y,z)).
((x * y) * z) \ ((R(x,u,x) * y) * z) = a(R(x,y,z),u,R(x,y,z)).
x * K(y \ z,y) = (x * (y \ z)) / (z / y).
(x * (y \ z)) / (z / y) = x * K(y \ z,y).
T(x * K(y \ z,y),z / y) = (z / y) \ (x * (y \ z)).
T(R(x,y,z) * K(x \ (y * z),x),(y * z) / x) = ((y * z) / x) \ (x \ ((x * y) * z)).
T(R(x * K(x \ (y * z),x),y,z),(y * z) / x) = ((y * z) / x) \ (x \ ((x * y) * z)).
R(T(x * K(x \ (y * z),x),(y * z) / x),y,z) = ((y * z) / x) \ (x \ ((x * y) * z)).
R(((x * y) / z) \ (z * (z \ (x * y))),x,y) = ((x * y) / z) \ (z \ ((z * x) * y)).
R(x,y,z) = ((y * z) / x) \ (x \ ((x * y) * z)).
((x * y) / z) \ (z \ ((z * x) * y)) = R(z,x,y).
(x * (K(y,z) * u)) * L(w,u,x * K(y,z)) = (x * K(y,z)) * (u * w).
K(x,x \ y) * z = a(x,x \ y,x) * (K(x,y) * z).
a(x,x \ y,x) * (K(x,y) * z) = K(x,x \ y) * z.
L(x,y,x) * z = T(x,x * y) * (K(y,x) * z).
T(x,x * y) * (K(y,x) * z) = L(x,y,x) * z.
T(x,y) * (K(z,x) * (x \ u)) != w | K(x,y) * (K(z,x) * u) = w.
K(x,x * y) * (K(y,x) * z) = L(x,y,x) * (x \ z).
K(x,x * y) * (K(y,x) * z) != u | a(x,y,x) \ z = u.
a(x,y,x) \ z = L(x,y,x) * (x \ z).
L(x,y,x) * (x \ z) = a(x,y,x) \ z.
L(x,y,x) * z = a(x,y,x) \ (x * z).
a(x,y,x) \ (x * z) = L(x,y,x) * z.
(L(x,y,x) * z) * a(x,y,x) = x * z.
(x * K(y,z)) * (u * w) != v5 | (x * (K(y,z) * u)) * L(w,u,x * K(y,z)) = v5.
(x * (K(y,z) * u)) * L(w,u,x * K(y,z)) = x * (K(y,z) * (u * w)).
(x * (K(y,z) * u)) \ (x * (K(y,z) * (u * w))) = L(w,u,x * K(y,z)).
L(x,y,z * K(u,w)) != v5 | L(x,K(u,w) * y,z) = v5.
L(x,K(y,z) * K(u,w),v5) = x.
L(x,a(y,z,y),u) = x.
(1 / a(x,y,x)) * z = a(x,y,x) \ z.
x * (a(y,z,y) * u) = (x * a(y,z,y)) * u.
(x * a(y,z,y)) * u = x * (a(y,z,y) * u).
L(x \ (y \ z),x,y) != u | (y * x) \ z = u.
(x * a(y,z,y)) \ u = a(y,z,y) \ (x \ u).
(x * y) / (a(z,u,z) \ y) = x * a(z,u,z).
(x * (y * z)) / (y * L(z,u,z)) = x * a(z,u,z).
(R(x,y,z) * (u * x)) / (u * L(x,u,x)) != w | R(R(x,y,z),u,L(x,u,R(x,y,z))) = w.
R(R(x,y,z),u,L(x,u,R(x,y,z))) = R(x,y,z) * a(x,u,x).
R(R(x,y,z),u,L(x,u,x)) = R(x,y,z) * a(x,u,x).
R(x,y,L(z,y,z)) != u | R(x,y,z) = u.
R(R(x,y,z),u,x) = R(x,y,z) * a(x,u,x).
R(x,y,z) * a(x,u,x) = R(R(x,y,z),u,x).
R(x,y,z) \ R(R(x,y,z),u,x) = a(x,u,x).
R(x,y,z) \ R(R(x,y,z),u,x) != w | a(R(x,y,z),u,R(x,y,z)) = w.
a(R(x,y,z),u,R(x,y,z)) = a(x,u,x).
(((a(x,y,x) \ 1) * z) * a(x,y,x)) \ z != u | K(z,a(x,y,x) \ 1) = u.
K(x,a(y,z,y) \ 1) = a(y,z,y) \ (((a(y,z,y) \ 1) * x) \ x).
a(x,y,x) \ (((a(x,y,x) \ 1) * z) \ z) = K(z,a(x,y,x) \ 1).
(a(x,y,x) * z) \ u = a(x,y,x) \ (z \ u).
(a(x,y,x) \ 1) * z = a(x,y,x) \ z.
a(x,y,x) \ ((a(x,y,x) \ z) \ z) = K(z,a(x,y,x) \ 1).
K(a(x,y,x),a(x,y,x) \ z) = K(z,a(x,y,x) \ 1).
K(a(x,y,z),u) != w | 1 = w.
1 = K(x,a(y,z,y) \ 1).
K(x,a(y,z,y) \ 1) = 1.
L(1,x,y) = K(z,L(a(u,w,u),x,y) \ 1).
K(x,L(a(y,z,y),u,w) \ 1) = L(1,u,w).
L(1,x,y) != z | K(u,L(a(w,v5,w),x,y) \ 1) = z.
K(x,L(a(y,z,y),u,w) \ 1) = 1.
(L(a(x,y,x),z,u) \ 1) * w = w * (L(a(x,y,x),z,u) \ 1).
R(x,a(y,z,y),u) = x.
(x * a(y,z,y)) * (L(a(y,z,y),u,w) \ 1) = x * (L(a(y,z,y),u,w) \ a(y,z,y)).
(a(x,y,x) * z) * u = z * (a(x,y,x) * u).
(a(x,y,x) * (z * u)) \ (z * (a(x,y,x) * u)) = a(a(x,y,x),z,u).
(a(x,y,x) * z) \ u != w | a(x,y,x) \ (z \ u) = w.
a(x,y,x) \ ((z * u) \ (z * (a(x,y,x) * u))) = a(a(x,y,x),z,u).
a(x,y,x) \ L(T(a(x,y,x),z),z,u) = a(a(x,y,x),u,z).
a(x,y,x) \ L(a(x,y,x),z,u) = a(a(x,y,x),u,z).
a(x,y,z) \ u != a(a(x,y,z),w,v5) | R(a(x,y,z),w,v5) = u.
R(a(x,y,x),z,u) = L(a(x,y,x),u,z).
R(a(x,y,x),z,u) = L(T(a(x,y,x),w),u,z).
L(T(a(x,y,x),z),u,w) = R(a(x,y,x),w,u).
(x * y) * L(L(a(z,u,z),y,x),w,v5) = (L(a(z,u,z),w,v5) * x) * y.
x * (y * L(a(z,u,z),w,v5)) = (L(a(z,u,z),w,v5) * x) * y.
(L(a(x,y,x),z,u) * w) * v5 = w * (v5 * L(a(x,y,x),z,u)).
(x * L(a(y,z,y),u,w)) * v5 = x * (v5 * L(a(y,z,y),u,w)).
(x * L(a(y,z,y),u,w)) * v5 = x * (L(a(y,z,y),u,w) * v5).
L(x,L(a(y,z,y),u,w),v5) = x.
(1 / L(a(x,y,x),z,u)) * w = L(a(x,y,x),z,u) \ w.
a(x,y,a(z,u,z)) = L(a(z,u,z),y,x) \ a(z,u,z).
L(a(x,y,x),z,u) \ a(x,y,x) = a(u,z,a(x,y,x)).
(L(a(x,y,x),z,u) \ 1) * w = L(a(x,y,x),z,u) \ w.
(L(a(x,y,x),z,u) \ 1) * w != v5 | w * (L(a(x,y,x),z,u) \ 1) = v5.
x * (L(a(y,z,y),u,w) \ 1) = L(a(y,z,y),u,w) \ x.
L(T(T(a(x,y,x),z),u),w,v5) = R(a(x,y,x),v5,w).
L(T(T(a(x,y,x),z),u),w,v5) = R(T(a(x,y,x),v6),v5,w).
R(T(a(x,y,x),z),u,w) = L(T(T(a(x,y,x),v5),v6),w,u).
R(T(a(x,y,x),(x * z) * u),x * z,u) != w | ((x * z) * u) \ ((R(x,y,x) * z) * u) = w.
((x * y) * z) \ ((R(x,u,x) * y) * z) = L(T(T(a(x,u,x),w),v5),z,x * y).
L(T(T(a(x,y,x),z),u),w,x * v5) = ((x * v5) * w) \ ((R(x,y,x) * v5) * w).
L(a(x,y,x),z,x * u) = ((x * u) * z) \ ((R(x,y,x) * u) * z).
((x * y) * z) \ ((R(x,u,x) * y) * z) = L(a(x,u,x),z,x * y).
((x * y) * z) \ ((R(x,u,x) * y) * z) != w | a(R(x,y,z),u,R(x,y,z)) = w.
a(R(x,y,z),u,R(x,y,z)) = L(a(x,u,x),z,x * y).
a(R(x,y,z),u,R(x,y,z)) != w | a(x,u,x) = w.
a(x,y,x) = L(a(x,y,x),z,x * u).
L(a(x,y,x),z,x * u) = a(x,y,x).
L(a(x,y,x),z,u) = a(x,y,x).
a(x,y,a(z,u,z)) = 1.
x * a(y,z,a(u,w,u)) = x.
x * (L(a(y,z,y),u,w) \ 1) != v5 | L(a(y,z,y),u,w) \ x = v5.
L(a(x,y,x),z,u) \ (w * a(x,y,x)) = w * (L(a(x,y,x),z,u) \ a(x,y,x)).
(x / a(y,z,y)) \ u = a(y,z,y) * (x \ u).
(a(x,y,x) \ z) \ u = a(x,y,x) * (z \ u).
a(a(x,y,x),z,u) \ w = a(x,y,x) * (L(a(x,y,x),u,z) \ w).
a(x,y,x) * (L(a(x,y,x),z,u) \ w) = a(a(x,y,x),u,z) \ w.
x * (L(x,y,z) \ u) != w | L(x,y,z) \ (x * u) = w.
L(a(x,y,x),z,u) \ (a(x,y,x) * w) = a(a(x,y,x),u,z) \ w.
L(a(x,y,x),z,u) \ (w * a(x,y,x)) = a(a(x,y,x),u,z) \ w.
L(a(x,y,x),z,u) \ (w * a(x,y,x)) != v5 | w * (L(a(x,y,x),z,u) \ a(x,y,x)) = v5.
x * (L(a(y,z,y),u,w) \ a(y,z,y)) = a(a(y,z,y),w,u) \ x.
x * a(y,z,a(u,w,u)) = a(a(u,w,u),y,z) \ x.
a(a(x,y,x),z,u) \ w = w * a(z,u,a(x,y,x)).
a(a(x,y,z),u,w) \ w != v5 | L(w,u,a(x,y,z)) = v5.
L(x,y,a(z,u,z)) = x * a(y,x,a(z,u,z)).
x * a(y,x,a(z,u,z)) = L(x,y,a(z,u,z)).
x * a(y,z,a(u,w,u)) != v5 | x = v5.
x = L(x,y,a(z,u,z)).
L(x,y,a(z,u,z)) = x.
a(x,y,x) * (z * u) = (a(x,y,x) * z) * u.
(a(x,y,x) * z) * u = a(x,y,x) * (z * u).
L(T(x,y),y,a(z,u,z)) != w | T(x,y * a(z,u,z)) = w.
T(x,y * a(z,u,z)) = T(x,y).
x \ (a(y,z,y) * u) = (a(y,z,y) \ x) \ u.
(a(x,y,x) \ z) \ u = z \ (a(x,y,x) * u).
x \ T(x,y) != z | K(x,y * a(u,w,u)) = z.
K(x,y * a(z,u,z)) = K(x,y).
K(x,a(y,z,y) * u) = K(x,u).
K(x,y) = K(x,a(z,u,z) \ y).
K(x,a(y,z,y) \ u) = K(x,u).
K(x,y \ (z \ u)) != w | K(x,(z * y) \ u) = w.
K(x,(y * a(z,u,z)) \ w) = K(x,y \ w).
K(x,T(y * z,y) \ u) = K(x,(z * y) \ u).
K(x,(y * z) \ u) = K(x,(L(y,w,y) * z) \ u).
K(x,(L(y,z,y) * u) \ w) = K(x,(y * u) \ w).
K(x,((y * (z * y)) / y) \ u) = K(x,(y * z) \ u).
K(x,T(y,z) \ u) = K(x,((z \ y) * z) \ u).
K(x,((y \ z) * y) \ u) = K(x,T(z,y) \ u).
K(x,K(y,y \ z) * u) = K(x,K(y,z) * u).
K(x,K(y \ z,y) * u) = K(x,K(y \ z,z) * u).
K(x,K(y \ z,z) * u) = K(x,K(y \ z,y) * u).
(x * a(y,z,y)) * u = a(y,z,y) * (x * u).
K(x,(y * a(z,u,z)) * w) = K(x,y * w).
K(x,K(y * z,y) * u) = K(x,K(z,y) * u).
K(x,K(y,z) * u) = K(x,K(z \ y,z) * u).
K(x,K(y \ z,y) * u) = K(x,K(z,y) * u).
K(x,K(y \ z,z) * u) = K(x,K(y \ 1,z) * u).
K(x,K(y \ 1,z) * u) = K(x,K(y \ z,z) * u).
K(x,K(y \ z,y) * u) != w | K(x,K(y \ z,z) * u) = w.
K(x,K(y \ z,z) * u) = K(x,K(z,y) * u).
K(x,K(y \ z,y) * ((u * (y \ z)) \ w)) != v5 | K(x,(u * (z / y)) \ w) = v5.
K(x,(y * (z / u)) \ w) = K(x,K(z,u) * ((y * (u \ z)) \ w)).
K(x,K(y,z) * ((u * (z \ y)) \ w)) = K(x,(u * (y / z)) \ w).
K(x,K(y,z) * ((u * (w \ y)) \ v5)) != v6 | K(x,(u * (w \ T(y,z))) \ v5) = v6.
K(x,(y * (z \ T(u,z))) \ w) = K(x,(y * (u / z)) \ w).
K(x,T(y,z) \ u) = K(x,(z * (y / z)) \ u).
K(x,(y * (z / y)) \ u) = K(x,T(z,y) \ u).
K(x,K(y \ z,z) * u) != w | K(x,K(y \ 1,z) * u) = w.
K(x,K(y \ 1,z) * u) = K(x,K(z,y) * u).
K(x,T(y,z \ 1) \ u) = K(x,K(y,z) * (y \ u)).
K(x,T(y,z \ 1) \ u) = K(x,((z * y) / z) \ u).
K(x,((y * z) / y) \ u) != w | K(x,T(z,y \ 1) \ u) = w.
K(x,T(y * z,z \ 1) \ u) = K(x,(z * y) \ u).
K(x,T(((y * z) \ y) * (y * z),K(z \ 1,y * z) \ 1) \ u) = K(x,(K(z \ 1,y * z) * y) \ u).
K(x,T(((y * z) \ y) * (y * z),K(y * z,z \ 1)) \ u) = K(x,(K(z \ 1,y * z) * y) \ u).
K(x,T(((y * z) \ y) * (y * z),K(z,y * z)) \ u) = K(x,(K(z \ 1,y * z) * y) \ u).
K(x,T(((y * z) \ y) * (y * z),K(y,z)) \ u) = K(x,(K(z \ 1,y * z) * y) \ u).
K(x,(((y * z) \ y) * (y * z)) \ u) = K(x,(K(z \ 1,y * z) * y) \ u).
K(x,(K(y \ 1,z * y) * z) \ u) = K(x,(((z * y) \ z) * (z * y)) \ u).
K(x,(((y * z) \ y) * (y * z)) \ u) != w | K(x,(K(z \ 1,y * z) * y) \ u) = w.
K(x,(K(y \ 1,z * y) * z) \ u) = K(x,T(z,z * y) \ u).
K(x,T(y,y * z) \ u) != w | K(x,(K(z \ 1,y * z) * y) \ u) = w.
K(x,(K(y \ 1,z * y) * z) \ u) = K(x,T(z,y) \ u).
K(x,(y * K(z \ 1,z * y)) \ u) = K(x,T(y,z) \ u).
(a(x,y,x) \ z) \ u != w | a(x,y,x) * (z \ u) = w.
a(x,y,x) * (z \ u) = z \ (a(x,y,x) * u).
x \ (a(y,z,y) * u) = a(y,z,y) * (x \ u).
K(x,y \ (a(z,u,z) * w)) = K(x,y \ w).
K(x,y \ (z * a(u,w,u))) = K(x,y \ z).
K(x,y \ T(z * u,z)) = K(x,y \ (u * z)).
K(x,y \ T(z * (u / T(z,u)),z)) != w | K(x,y \ (z * (u / z))) = w.
K(x,y \ (z * (u / z))) = K(x,y \ ((u / T(z,u)) * z)).
K(x,y \ ((z / T(u,z)) * u)) = K(x,y \ (u * (z / u))).
K(x,y \ T(z,u)) = K(x,y \ ((u \ z) * u)).
K(x,y \ ((z \ u) * z)) = K(x,y \ T(u,z)).
K(x,y \ T(z,u)) = K(x,y \ (u * (z / u))).
K(x,y \ (z * (u / z))) = K(x,y \ T(u,z)).
K(x,(y * z) \ (y * (u / w))) != v5 | K(x,T(u / (z * w),z)) = v5.
K(x,T(y / (z * u),z)) = K(x,(u * z) \ T(y,u)).
K(x,T(y / ((z / T(u,z)) * T(u,z)),z / T(u,z))) = K(x,(u * (z / u)) \ T(y,T(u,z))).
K(x,T(y / z,z / T(u,z))) = K(x,(u * (z / u)) \ T(y,T(u,z))).
K(x,T(y / z,u \ z)) = K(x,(u * (z / u)) \ T(y,T(u,z))).
K(x,(y * (z / y)) \ T(u,T(y,z))) = K(x,T(u / z,y \ z)).
K(x,(y * (z / y)) \ u) != w | K(x,T(z,y) \ u) = w.
K(x,T(y,z) \ T(u,T(z,y))) = K(x,T(u / y,z \ y)).
K(x,y \ (z * K(u \ 1,z * u))) = K(x,y \ T(z,z * u)).
K(x,y \ T(z,z * u)) != w | K(x,y \ (z * K(u \ 1,z * u))) = w.
K(x,y \ (z * K(u \ 1,z * u))) = K(x,y \ T(z,u)).
K(x,y \ (z * K(((u \ w) \ 1) \ 1,z * ((u \ w) \ 1)))) = K(x,y \ T(z,w \ u)).
K(x,y \ ((z \ u) * (w / (z \ u)))) = K(x,y \ T(w,u \ z)).
K(x,(y * K(z \ 1,z * y)) \ (((z * y) \ y) * (u / ((z * y) \ w)))) != v5 | K(x,T(u / w,z * y)) = v5.
K(x,T(y / z,u * z)) = K(x,(z * K(u \ 1,u * z)) \ T(y,z \ (u * z))).
K(x,(y * K(z \ 1,z * y)) \ T(u,y \ (z * y))) = K(x,T(u / y,z * y)).
K(x,(y * K(z \ 1,z * y)) \ T(u,T(z,y))) = K(x,T(u / y,z * y)).
K(x,(y * K(z \ 1,z * y)) \ u) != w | K(x,T(y,z) \ u) = w.
K(x,T(y,z) \ T(u,T(z,y))) = K(x,T(u / y,z * y)).
K(x,T(y,z) \ T(u,T(z,y))) != w | K(x,T(u / y,z \ y)) = w.
K(x,T(y / z,u \ z)) = K(x,T(y / z,u * z)).
K(x,T(y,z \ u)) = K(x,T((y * u) / u,z * u)).
K(x,T((y * z) / z,u * z)) = K(x,T(y,u \ z)).
K(x,T(y,z * u)) = K(x,T(y,z \ u)).
K(x,T(y,z \ u)) = K(x,T(y,z * u)).
K(x,T(y,L(x,z * u,w) \ a(w,z,u))) != v5 | K(L(x \ ((z * u) \ (w \ ((w * z) * u))),z * u,w) \ a(w,z,u),y) = v5.
K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w) = K(x,T(w,L(x,y * z,u) * a(u,y,z))).
K(x,T(y,L(x,z * u,w) * a(w,z,u))) != v5 | K(L(x \ ((z * u) \ (w \ ((w * z) * u))),z * u,w) \ a(w,z,u),y) = v5.
K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w) = K(x,T(w,L(x,y * z,u))).
K(x,T(y,L(x,z * u,w))) != v5 | K(L(x \ ((z * u) \ (w \ ((w * z) * u))),z * u,w) \ a(w,z,u),y) = v5.
K(L(x \ ((y * z) \ (u \ ((u * y) * z))),y * z,u) \ a(u,y,z),w) = K(x,w).
K(L(x,y,z) \ u,w) != v5 | K(x \ u,w) = v5.
K((x \ ((y * z) \ (u \ ((u * y) * z)))) \ a(u,y,z),w) = K(x,w).
K((x \ y) \ z,u) != w | K(y \ (x * z),u) = w.
K(((x * y) \ (z \ ((z * x) * y))) \ (u * a(z,x,y)),w) = K(u,w).
K((x \ ((x * y) * z)) \ ((y * z) * (u * a(x,y,z))),w) = K(u,w).
K(x \ ((y * z) \ (y * ((z * x) * (u * a(y,z,x))))),w) = K(u,w).
K(x \ (y \ (z \ (z * ((y * x) * (u * a(z,y,x)))))),w) = K(u,w).
K(x \ (y \ ((y * x) * (z * a(u,y,x)))),w) = K(z,w).
K(x * a(y,z,u),w) = K(x,w).
a(x,y,z) \ T(u * a(x,y,z),w) = u * K(u,w).
x * K(x,y) != z | a(u,w,v5) \ T(x * a(u,w,v5),y) = z.
a(x,y,z) \ T(u * a(x,y,z),w) = T(u,w).
T(x,y) * a(z,u,w) = T(x * a(z,u,w),y).
a(x,y,z) * T(u,w) = T(u * a(x,y,z),w).
T(x * a(y,z,u),w) != v5 | T(x,w) * a(y,z,u) = v5.
T(x,y) * a(z,u,w) = T(a(z,u,w) * x,y).
a(a(x,y,z),u,w) * ((v5 * v6) / T(a(a(x,y,z),u,w) * v5,v6)) = R(v6,a(a(x,y,z),u,w),v5).
a(a(x,y,z),u,w) * (a(a(x,y,z),u,w) \ v5) = R(v5,a(a(x,y,z),u,w),v6).
R(x,a(a(y,z,u),w,v5),v6) = a(a(y,z,u),w,v5) * (a(a(y,z,u),w,v5) \ x).
R(x,a(a(y,z,u),w,v5),v6) != v7 | x = v7.
K(x,y) * ((z * (a(u,w,v5) * y)) \ v6) = (z * T(y * a(u,w,v5),x)) \ v6.
x * ((y * (a(z,u,w) * v5)) \ v6) != (y * T(v5 * a(z,u,w),v7)) \ v6 | K(v7,v5 * a(z,u,w)) = x.
K(x,y * a(z,u,w)) = K(x,y).
K(x,a(y,z,u) * w) = K(x,w).
K(x,y) * (x \ ((y * x) * a(z,u,w))) = (a(z,u,w) * (y * x)) / x.
K(x,y) * (x \ ((y * x) * z)) != u | x \ ((x * y) * z) = u.
x \ ((x * y) * a(z,u,w)) = (a(z,u,w) * (y * x)) / x.
(a(x,y,z) * (u * w)) / w = w \ ((w * u) * a(x,y,z)).
((x * a(y,z,u)) / w) \ (w \ ((w * x) * a(y,z,u))) = L(w,x,a(y,z,u)).
((x * y) / z) \ (z \ ((z * x) * y)) != u | R(z,x,y) = u.
R(x,y,a(z,u,w)) = L(x,y,a(z,u,w)).
T(x,y * a(z,u,w)) = T(x,y).
T(x,a(y,z,u) * w) = T(x,w).
(x * (a(y,z,u) * w)) / (T(x,w) * a(y,z,u)) = R(w,a(y,z,u),x).
(x * (a(y,z,u) * w)) / T(x * a(y,z,u),w) = R(w,a(y,z,u),x).
L(x,a(y,z,u),w) = R(x,a(y,z,u),w).
R(x,a(y,z,u),w) = L(x,a(y,z,u),w).
x = L(x,a(a(y,z,u),w,v5),v6).
L(x,a(a(y,z,u),w,v5),v6) = x.
a(x,y,a(a(z,u,w),v5,v6)) = 1.
a(c36,c37,a(a(c38,c39,c40),c41,c42)) != 1.
((x * y) * T(z,y)) / (z * y) = R(x,y,T(z,y)).
(a(a(x,y,z),u,w) * (v5 * v6)) / (v5 * v6) = R(a(a(x,y,z),u,w),v5,v6).
R(a(a(x,y,z),u,w),v5,v6) != v7 | a(a(x,y,z),u,w) = v7.
R(x,y,z) * u != w | u * R(T(x,u),y,z) = w.
x * R(T(y,x),z,z \ x) = (y * z) * (z \ x).
(x * y) * a(x,z,z \ y) = (x * z) * (z \ y).
(x * (y * z)) * a(x,z,T(y,z)) = (x * z) * T(y,z).
(a(x,y,z) * u) / a(x,y,z) = u.
x * (a(y,z,u) * w) != v5 | x * (w * a(y,z,u)) = v5.
x * a(y,z,u) != w | a(y,z,u) * x = w.
(x * y) * z != u | K(x,y) * ((y * x) * z) = u.
K(x,y) * ((y * x) * a(x,z,z \ y)) = (x * z) * (z \ y).
x * (K(y,x) * R(y,z,z \ x)) = (y * z) * (z \ x).
x * (K(y,x) * z) != u | K(y,x) * (x * z) = u.
K(x,y) * (y * R(x,z,z \ y)) = (x * z) * (z \ y).
K(x,y) * z != (x * u) * (u \ y) | (y * x) * a(x,u,u \ y) = z.
(x * y) * a(y,z,z \ x) = x * R(y,z,z \ x).
((x * y) * z) * a(z,x,y) = (x * y) * R(z,x,x \ (x * y)).
((x * y) * z) * a(z,x,y) = (x * y) * R(z,x,y).
a(x,y,z) * ((y * z) * x) = (y * z) * R(x,y,z).
a(x,y,T(z,y)) * ((y * T(z,y)) * x) = (y * T(z,y)) * (((x * y) * T(z,y)) / (z * y)).
a(x,y,T(z,y)) * ((z * y) * x) = (y * T(z,y)) * (((x * y) * T(z,y)) / (z * y)).
(x * T(y,x)) * (((z * x) * T(y,x)) / (y * x)) != u | a(z,x,T(y,x)) * ((y * x) * z) = u.
a(x,y,T(z,y)) * ((z * y) * x) = (z * y) * (((x * y) * T(z,y)) / (z * y)).
a(x,y,T(z,y)) * ((z * y) * x) = (z * y) * R(x,y,T(z,y)).
T(x,K(y,z)) != u | (K(z,y) * x) * K(y,z) = u.
(K(x,y) * z) * K(y,x) = T(z,K(x,y)).
(x * (y * (z * K(u,w)))) \ v5 = K(w,u) * ((x * (y * z)) \ v5).
a(x,y,z * K(u,w)) = ((x * (y * (z * K(u,w)))) \ ((x * y) * z)) * K(u,w).
((x * (y * (z * K(u,w)))) \ ((x * y) * z)) * K(u,w) = a(x,y,z * K(u,w)).
(K(x,y) * ((z * (u * w)) \ ((z * u) * w))) * K(y,x) = a(z,u,w * K(y,x)).
(K(x,y) * a(z,u,w)) * K(y,x) = a(z,u,w * K(y,x)).
(K(x,y) * z) * K(y,x) != u | T(z,K(x,y)) = u.
T(a(x,y,z),K(u,w)) = a(x,y,z * K(w,u)).
a(x,y,z) = a(x,y,z * K(u,w)).
a(x,y,z * K(u,w)) = a(x,y,z).
a(x,y,z) = a(x,y,T(z,u)).
a(x,y,T(z,u)) = a(x,y,z).
(x * (y * z)) * a(x,z,y) = (x * z) * T(y,z).
a(x,y,z) * ((z * y) * x) = (z * y) * R(x,y,T(z,y)).
a(x,y,z) * ((z * y) * x) = (z * y) * R(x,y,z).
a(x,y,z) * (x * (z * y)) = (x * y) * T(z,y).
a(a(x,y,z),u,w) * ((w * u) * a(x,y,z)) = (a(x,y,z) * u) * T(w,u).
a(x,y,z) * ((z * y) * x) != u | (z * y) * R(x,y,z) = u.
(x * y) * R(a(z,u,w),y,x) = (a(z,u,w) * y) * T(x,y).
(x * a(y,z,u)) * T(w,x) = w * (x * a(y,z,u)).
(a(x,y,z) * u) * T(w,u) = w * (u * a(x,y,z)).
x * (y * a(z,u,w)) != v5 | (a(z,u,w) * y) * T(x,y) = v5.
(a(x,y,z) * u) * T(w,u) = (w * u) * L(a(x,y,z),u,w).
(x * y) * L(a(z,u,w),y,x) = (a(z,u,w) * y) * T(x,y).
(x * y) * z != (a(u,w,v5) * y) * T(x,y) | R(a(u,w,v5),y,x) = z.
R(a(x,y,z),u,w) = L(a(x,y,z),u,w).
a(a(x,y,z),u,w) = L(a(a(x,y,z),u,w),v5,v6).
L(a(a(x,y,z),u,w),v5,v6) = a(a(x,y,z),u,w).
a(a(x,y,a(z,u,w)),v5,v6) = 1.
a(a(c8,c9,a(c10,c11,c12)),c13,c14) != 1.
a(a(x,y,z),u,w) \ v5 = (a(a(x,y,z),u,w) \ 1) * v5.
(a(a(x,y,z),u,w) \ 1) * v5 = a(a(x,y,z),u,w) \ v5.
(a(a(x,y,z),u,w) \ (v5 * v6)) \ (((a(a(x,y,z),u,w) \ 1) * v5) * v6) = a(a(a(x,y,z),u,w) \ 1,v5,v6).
((a(a(x,y,z),u,w) \ v5) * v6) \ (((a(a(x,y,z),u,w) \ 1) * v5) * v6) = a(a(a(x,y,z),u,w) \ 1,v5,v6).
((a(a(x,y,z),u,w) \ v5) * v6) \ ((a(a(x,y,z),u,w) \ v5) * v6) = a(a(a(x,y,z),u,w) \ 1,v5,v6).
1 = a(a(a(x,y,z),u,w) \ 1,v5,v6).
a(a(a(x,y,z),u,w) \ 1,v5,v6) = 1.
K(x,y) = K(x,1 / (1 / y)).
K(x,1 / (1 / y)) = K(x,y).
(x * (a(y,z,u) * w)) \ ((x * w) * a(y,z,u)) = a(x,w,a(y,z,u)).
(x * (a(y,z,u) * w)) \ (a(y,z,u) * (x * w)) = a(x,w,a(y,z,u)).
(x * (1 / (1 / y))) / x = (1 / (1 / y)) * K(x,y).
(x * y) * R(z,x,y) != u | a(z,x,y) * ((x * y) * z) = u.
R(K(x,y) * z,u,w) != v5 | K(x,y) * R(z,u,w) = v5.
K(x,y) * R(z,u,w * K(v5,v6)) = R(K(x,y) * z,u,w).
x * K(y,z) = (K(z,y) / x) \ 1.
(K(x,y) / z) \ 1 = z * K(y,x).
((a(x,y,z) * u) * w) \ (a(x,y,z) * (u * w)) = a(a(x,y,z),u,w) \ 1.
x / (K(y,z) / u) = (x / (1 / u)) * K(z,y).
(x / (1 / y)) * K(z,u) = x / (K(u,z) / y).
(1 / (1 / x)) * K(y,x) != z | (y * (1 / (1 / x))) / y = z.
(x * (1 / (1 / y))) / x = 1 / (K(y,x) / y).
(1 / (K(x,y) / x)) * y = y * (1 / (1 / x)).
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * ((1 / (K(w,a(x,y,z) * u) / w)) * u)) = a(1 / (K(w,a(x,y,z) * u) / w),u,a(x,y,z)).
(x * (y * K(z,u))) * w = (x * y) * (K(z,u) * w).
a(x,y,z * K(u,w)) * ((y * (z * K(u,w))) * x) = (y * z) * (K(u,w) * R(x,y,z * K(u,w))).
a(x,y,z * K(u,w)) * ((y * z) * (K(u,w) * x)) = (y * z) * (K(u,w) * R(x,y,z * K(u,w))).
a(x,y,z) * ((y * z) * (K(u,w) * x)) = (y * z) * (K(u,w) * R(x,y,z * K(u,w))).
a(x,y,z) * ((y * z) * (K(u,w) * x)) = (y * z) * R(K(u,w) * x,y,z).
x * ((y * z) * u) != (y * z) * R(u,y,z) | a(u,y,z) = x.
a(K(x,y) * z,u,w) = a(z,u,w).
a(1 / x,y,z) = a(x \ 1,y,z).
a(x * K(y,z),u,w) = a(x,u,w).
a(1 / (K(x,a(y,z,u) * w) / x),w,a(y,z,u)) != v5 | ((a(y,z,u) * w) * (1 / (1 / x))) \ (a(y,z,u) * ((1 / (K(x,a(y,z,u) * w) / x)) * w)) = v5.
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * ((1 / (K(w,a(x,y,z) * u) / w)) * u)) = a((K(w,a(x,y,z) * u) / w) \ 1,u,a(x,y,z)).
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * ((1 / (K(w,a(x,y,z) * u) / w)) * u)) = a(w * K(a(x,y,z) * u,w),u,a(x,y,z)).
a(x * K(a(y,z,u) * w,x),w,a(y,z,u)) != v5 | ((a(y,z,u) * w) * (1 / (1 / x))) \ (a(y,z,u) * ((1 / (K(x,a(y,z,u) * w) / x)) * w)) = v5.
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * ((1 / (K(w,a(x,y,z) * u) / w)) * u)) = a(w,u,a(x,y,z)).
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * ((1 / (K(w,u) / w)) * u)) = a(w,u,a(x,y,z)).
((a(x,y,z) * u) * (1 / (1 / w))) \ (a(x,y,z) * (u * (1 / (1 / w)))) = a(w,u,a(x,y,z)).
((a(x,y,z) * u) * w) \ (a(x,y,z) * (u * w)) != v5 | a(a(x,y,z),u,w) \ 1 = v5.
a(a(x,y,z),u,1 / (1 / w)) \ 1 = a(w,u,a(x,y,z)).
a(x,y,a(z,u,a(w,v5,v6))) = 1.
a(c50,c51,a(c52,c53,a(c54,c55,c56))) != 1.
a(x,y,z) * u != w | u * a(x,y,z) = w.
a(a(x,y,z),u,w) * (v5 * v6) = (v5 * a(a(x,y,z),u,w)) * v6.
(x * a(a(y,z,u),w,v5)) * v6 = a(a(y,z,u),w,v5) * (x * v6).
(a(a(x,y,z),u,w) * (v5 * v6)) / (v5 * (a(a(x,y,z),u,w) * v6)) = a(v5,a(a(x,y,z),u,w),v6).
a(a(x,y,z),u,w) * ((v5 * v6) / (v5 * (a(a(x,y,z),u,w) * v6))) = a(v5,a(a(x,y,z),u,w),v6).
a(a(x,y,z),u,w) \ a(v5,a(a(x,y,z),u,w),v6) = (v5 * v6) / (v5 * (a(a(x,y,z),u,w) * v6)).
a(x,y,z / u) = a(x,y,u \ z).
a(a(x,y,z),u,w) \ 1 = (v5 * v6) / (v5 * (a(a(x,y,z),u,w) * v6)).
(x * y) / (x * (a(a(z,u,w),v5,v6) * y)) = a(a(z,u,w),v5,v6) \ 1.
a(a(x,y,z),u,(1 / w) \ 1) \ 1 = a(w,u,a(x,y,z)).
a(a(x,y,z),u,w) \ 1 = a(w,u,a(x,y,z)).
a(a(x,y,z),u,w) \ 1 != v5 | (v6 * v7) / (v6 * (a(a(x,y,z),u,w) * v7)) = v5.
(x * y) / (x * (a(a(z,u,w),v5,v6) * y)) = a(v6,v5,a(z,u,w)).
a(x,y,a(z,u,w)) * (v5 * (a(a(z,u,w),y,x) * v6)) = v5 * v6.
x = a(y,z,a(u,w,v5)) * (a(a(u,w,v5),z,y) * x).
a(x,y,a(z,u,w)) * (a(a(z,u,w),y,x) * v5) = v5.
x = a(a(y,z,u),w,v5) * (x * a(v5,w,a(y,z,u))).
a(a(x,y,z),u,w) * (v5 * a(w,u,a(x,y,z))) = v5.
a(x,y,a(z,u,w)) * (v5 * v6) = v5 * (v6 * a(x,y,a(z,u,w))).
(x * y) * a(z,u,a(w,v5,v6)) = x * (y * a(z,u,a(w,v5,v6))).
L(a(x,y,a(z,u,w)),v5,v6) = a(x,y,a(z,u,w)).
a(x,a(y,z,a(u,w,v5)),v6) = 1.
a(c29,a(c30,c31,a(c32,c33,c34)),c35) != 1.
x \ (a(a(y,z,u),w,v5) * v6) = (a(a(y,z,u),w,v5) \ x) \ v6.
(a(a(x,y,z),u,w) \ v5) \ v6 = v5 \ (a(a(x,y,z),u,w) * v6).
x * T(y,z) = T(y * K(x,y),z) * x.
T(x * K(y,x),z) * y = y * T(x,z).
T(x * K(y,x),z) \ (y * T(x,z)) = y.
x * (a(a(y,z,u),w,v5) \ 1) = a(a(y,z,u),w,v5) \ x.
(a(a(x,y,z),u,w) \ v5) \ (v5 * ((a(a(x,y,z),u,w) \ 1) * v6)) = L(v6,a(a(x,y,z),u,w) \ 1,v5).
(a(a(x,y,z),u,w) \ v5) \ (v5 * (a(a(x,y,z),u,w) \ v6)) = L(v6,a(a(x,y,z),u,w) \ 1,v5).
(a(a(x,y,z),u,w) \ v5) \ v6 != v7 | v5 \ (a(a(x,y,z),u,w) * v6) = v7.
x \ (a(a(y,z,u),w,v5) * (x * (a(a(y,z,u),w,v5) \ v6))) = L(v6,a(a(y,z,u),w,v5) \ 1,x).
T(x * K(a(a(y,z,u),w,v5) \ v6,x),v7) \ (a(a(y,z,u),w,v5) * ((a(a(y,z,u),w,v5) \ v6) * T(x,v7))) = L(v6,a(a(y,z,u),w,v5) \ 1,T(x * K(a(a(y,z,u),w,v5) \ v6,x),v7)).
T(x * K(a(a(y,z,u),w,v5) \ v6,x),v7) \ (v6 * T(x,v7)) = L(v6,a(a(y,z,u),w,v5) \ 1,T(x * K(a(a(y,z,u),w,v5) \ v6,x),v7)).
L(x,a(a(y,z,u),w,v5) \ 1,T(v6 * K(a(a(y,z,u),w,v5) \ x,v6),v7)) = T(v6 * K(a(a(y,z,u),w,v5) \ x,v6),v7) \ (x * T(v6,v7)).
L(x,a(a(y,z,u),w,v5) \ 1,v6 * K(a(a(y,z,u),w,v5) \ x,v6)) = T(v6 * K(a(a(y,z,u),w,v5) \ x,v6),v7) \ (x * T(v6,v7)).
L(x,y,z * K(u,w)) != v5 | L(x,y,z) = v5.
L(x,a(a(y,z,u),w,v5) \ 1,v6) = T(v6 * K(a(a(y,z,u),w,v5) \ x,v6),v7) \ (x * T(v6,v7)).
T(x * K(a(a(y,z,u),w,v5) \ v6,x),v7) \ (v6 * T(x,v7)) = L(v6,a(a(y,z,u),w,v5) \ 1,x).
x * K(y * a(z,u,w),v5) = x * K(y,v5).
x * K(y,z) = x * K(a(u,w,v5) \ y,z).
x * K(a(y,z,u) \ w,v5) = x * K(w,v5).
T(x * K(y,x),z) \ (y * T(x,z)) = L(y,a(a(u,w,v5),v6,v7) \ 1,x).
L(x,a(a(y,z,u),w,v5) \ 1,v6) = T(v6 * K(x,v6),v7) \ (x * T(v6,v7)).
T(x * K(y,x),z) \ (y * T(x,z)) != u | L(y,a(a(w,v5,v6),v7,v8) \ 1,x) = u.
L(x,a(a(y,z,u),w,v5) \ 1,v6) = x.
L(x,a(y,z,a(u,w,v5)),v6) = x.
a(a(x,a(y,z,u),w),v5,v6) = 1.
a(a(c1,a(c2,c3,c4),c5),c6,c7) != 1.
(x * y) / T(x,y) = y.
(T(x,y) * z) \ (z * (T(T(x,z),y) * u)) = L(u,T(T(x,z),y),z).
(x * y) \ (y * (T(x,y) * z)) = L(z,T(x,y),y).
x \ ((x / y) * z) = L(y \ z,y,x / y).
L(x \ y,x,z / x) = z \ ((z / x) * y).
a(a(x,y,z),u,w) * (v5 * (a(a(x,y,z),u,w) \ v6)) = v6 * T(v5,a(a(x,y,z),u,w) \ v6).
L(x,y,a(a(z,u,w),v5,v6) \ 1) = x.
x \ (R(x,y,z) * u) != w | R(x,y,z) * (x \ u) = w.
(x * L(y,z,u)) \ ((x * y) * L(y,z,u)) = y.
(x * y) \ (x * z) != L(u,y,x) | y \ z = u.
L(x,y,z) != (z * y) \ (z * u) | y \ u = x.
x \ (a(a(y,z,u),w,v5) \ v6) = (a(a(y,z,u),w,v5) * x) \ v6.
(a(a(x,y,z),u,w) * v5) \ v6 = v5 \ (a(a(x,y,z),u,w) \ v6).
(x * T(y,a(a(z,u,w),v5,v6) \ x)) \ v7 = (y * (a(a(z,u,w),v5,v6) \ x)) \ (a(a(z,u,w),v5,v6) \ v7).
(x * T(y,a(a(z,u,w),v5,v6) \ x)) \ (v7 * v8) = (y * (a(a(z,u,w),v5,v6) \ x)) \ ((a(a(z,u,w),v5,v6) \ v7) * v8).
(x * (a(a(y,z,u),w,v5) \ v6)) \ ((a(a(y,z,u),w,v5) \ v6) * (T(x,a(a(y,z,u),w,v5) \ v6) * v7)) != v8 | L(v7,T(x,a(a(y,z,u),w,v5) \ v6),v6) = v8.
(x \ x) * y = y.
R(x,y,z) * (x \ u) != w | (x \ u) * R((x \ u) \ u,y,z) = w.
(x * a(y,z,u)) / x = a(y,z,u).
x \ (a(a(y,z,u),w,v5) \ v6) = (x * a(a(y,z,u),w,v5)) \ v6.
(x * a(a(y,z,u),w,v5)) \ v6 = x \ (a(a(y,z,u),w,v5) \ v6).
a(a(x,y,z),u,w) * (v5 / v6) = (v5 * a(a(x,y,z),u,w)) / v6.
(x * a(a(y,z,u),w,v5)) / v6 = a(a(y,z,u),w,v5) * (x / v6).
a(a(x,y,z),u,w) * ((v5 * v6) / (v6 * a(a(x,y,z),u,w))) != v7 | R(v5,v6,a(a(x,y,z),u,w)) = v7.
(a(a(x,y,z),u,w) * (v5 * (v6 * v7))) \ (((v5 * a(a(x,y,z),u,w)) * v6) * v7) = a(v5 * a(a(x,y,z),u,w),v6,v7).
(a(a(x,y,z),u,w) * (v5 * v6)) / (a(a(x,y,z),u,w) * v6) != v7 | R(v5,a(a(x,y,z),u,w),v6) = v7.
(a(a(x,y,z),u,w) * (v5 * (v6 * v7))) \ ((a(a(x,y,z),u,w) * (v5 * v6)) * v7) = a(v5 * a(a(x,y,z),u,w),v6,v7).
(a(a(x,y,z),u,w) * (v5 * (v6 * v7))) \ (a(a(x,y,z),u,w) * ((v5 * v6) * v7)) = a(v5 * a(a(x,y,z),u,w),v6,v7).
(x * (y * z)) \ (a(a(u,w,v5),v6,v7) \ (a(a(u,w,v5),v6,v7) * ((x * y) * z))) = a(x * a(a(u,w,v5),v6,v7),y,z).
(x * (y * z)) \ ((x * y) * z) = a(x * a(a(u,w,v5),v6,v7),y,z).
a(x * a(a(y,z,u),w,v5),v6,v7) = (x * (v6 * v7)) \ ((x * v6) * v7).
(x * (y * z)) \ ((x * y) * z) != u | a(x * a(a(w,v5,v6),v7,v8),y,z) = u.
a(x * a(a(y,z,u),w,v5),v6,v7) = a(x,v6,v7).
(a(x,y,z) \ u) \ u = a(x,y,z).
((a(x,y,z) \ u) * L(a(x,y,z),w,v5)) \ (u * L(a(x,y,z),w,v5)) = a(x,y,z).
R(a(x,y,z),a(a(x,y,z),u,w),v5) \ (R(a(x,y,z),u,w) * v5) = (a(x,y,z) \ R(a(x,y,z),u,w)) * v5.
x \ (y * (a(z,u,w) * v5)) = x \ (y * (v5 * a(z,u,w))).
(x * (a(y,z,u) * w)) \ ((a(y,z,u) * x) * w) = a(x,a(y,z,u),w).
(a(x,y,z) * u) \ (u * (w * a(x,y,z))) = L(T(w,a(x,y,z)),a(x,y,z),u).
a(a(a(x,y,z),u,w) * v5,v6,v7) = a(v5,v6,v7).
a(a(x,y,z),u,w) \ 1 != v5 / v6 | v5 * a(a(x,y,z),u,w) = v6.
(a(x,y,z) * u) \ (u * (w * a(x,y,z))) = L(w,a(x,y,z),u).
R(x,y,a(a(z,u,w),v5,v6)) = R(x,a(a(z,u,w),v5,v6),y).
R(x,a(a(y,z,u),w,v5),v6) = R(x,v6,a(a(y,z,u),w,v5)).
R(x,a(a(y,z,u),w,v5),x \ v6) \ (v6 * a(a(y,z,u),w,v5)) = (x \ v6) * a(a(y,z,u),w,v5).
L(a(x,y,z),u,w) = (w * (u * a(x,y,z))) / (w * u).
(x * (y * a(z,u,w))) / (x * y) = L(a(z,u,w),y,x).
(x * (a(y,z,u) * w)) / (x * w) = L(a(y,z,u),w,x).
L(a(x,y,z),u,a(a(w,v5,v6),v7,v8)) != v9 | R(a(x,y,z),a(a(w,v5,v6),v7,v8),u) = v9.
R(a(x,y,z),a(a(u,w,v5),v6,v7),v8) = a(x,y,z).
a(x,y,z) \ (R(a(x,y,z),u,w) * v5) = (a(x,y,z) \ R(a(x,y,z),u,w)) * v5.
R(a(x,y,z),u,w) * (a(x,y,z) \ v5) = (a(x,y,z) \ R(a(x,y,z),u,w)) * v5.
(a(x,y,z) \ R(a(x,y,z),u,w)) * v5 = R(a(x,y,z),u,w) * (a(x,y,z) \ v5).
a(a(x,y,z),u,w) * v5 = R(a(x,y,z),u,w) * (a(x,y,z) \ v5).
R(a(x,y,z),u,w) * (a(x,y,z) \ v5) = a(a(x,y,z),u,w) * v5.
(a(x,y,z) \ u) * R((a(x,y,z) \ u) \ u,w,v5) = a(a(x,y,z),w,v5) * u.
(a(x,y,z) \ u) * R(a(x,y,z),w,v5) = a(a(x,y,z),w,v5) * u.
((x / y) * z) \ u = L(z \ ((x / y) \ u),z,y \ x).
L(x \ ((y / z) \ u),x,z \ y) = ((y / z) * x) \ u.
L(x \ y,x,z / x) != u | z \ ((z / x) * y) = u.
x \ ((x / y) * z) = L(y \ z,y,y \ x).
L(x \ y,x,x \ z) = z \ ((z / x) * y).
L(x \ y,x,z) = (x * z) \ (((x * z) / x) * y).
(x * y) \ (((x * y) / x) * z) = L(x \ z,x,y).
((x * y) * z) \ ((x * y) * R(z,x,y)) = a(z,x,y).
L(x,y,z * u) != a(y,z,u) | y \ R(y,z,u) = x.
L(x,T(y,z),z) != u | (y * z) \ (z * (T(y,z) * x)) = u.
(x * y) \ (y * (T(x,y) * z)) = L(z,x,y).
L(x,T(y,a(a(z,u,w),v5,v6) \ v7),v7) = L(x,y,a(a(z,u,w),v5,v6) \ v7).
L(x,y,z) * (y * z) = z * (T(y,z) * T(x,y * z)).
x * (T(y,x) * T(z,y * x)) = L(z,y,x) * (y * x).
(a(x,y,z) * L(u,w,a(x,y,z))) \ (a(x,y,z) * (T(w,a(x,y,z)) * T(u,w * a(x,y,z)))) = L(w,a(x,y,z),L(u,w,a(x,y,z))).
(a(x,y,z) * L(u,w,a(x,y,z))) \ (a(x,y,z) * (w * T(u,w * a(x,y,z)))) = L(w,a(x,y,z),L(u,w,a(x,y,z))).
L(x,T(T(y,z),u),z) != w | (T(y,u) * z) \ (z * (T(T(y,z),u) * x)) = w.
(T(x,y) * z) \ (z * (T(T(x,z),y) * u)) = L(u,T(x,z),z).
L(x,T(y,a(a(z,u,w),v5,v6) \ v7),v7) != v8 | L(x,y,a(a(z,u,w),v5,v6) \ v7) = v8.
L(x,y,a(a(z,u,w),v5,v6) \ v7) = L(x,y,v7).
L(x,T(y,z),z) != u | (T(y,w) * z) \ (z * (T(T(y,z),w) * x)) = u.
(T(x,y) * z) \ (z * (T(T(x,z),y) * u)) = L(u,x,z).
L(x,y,z) = L(x,y,z * a(a(u,w,v5),v6,v7)).
L(x,y,z * a(a(u,w,v5),v6,v7)) = L(x,y,z).
(x * y) \ (L(x,z,u) * (x \ (x * y))) = L(x \ L(x,z,u),x,y).
(x * y) \ (L(x,z,u) * y) = L(x \ L(x,z,u),x,y).
L(x \ L(x,y,z),x,u) = (x * u) \ (L(x,y,z) * u).
L(x,y,a(z,u,w)) * a(a(z,u,w),y,x) = x.
L(x,y,z) = L(x,y,L(z,u,a(w,v5,v6))).
L(x,y,L(z,u,a(w,v5,v6))) = L(x,y,z).
a(a(x,y,z),u,w) * (a(a(x,y,z),u,w) \ v5) != v6 | R(v5,a(a(x,y,z),u,w),v7) = v6.
R(x,a(a(y,z,u),w,v5),v6) = x.
x \ (y * a(a(z,u,w),v5,v6)) = (x \ y) * a(a(z,u,w),v5,v6).
x \ (a(a(y,z,u),w,v5) * v6) = (x \ v6) * a(a(y,z,u),w,v5).
L(x,y,z \ (a(a(u,w,v5),v6,v7) * v8)) = L(x,y,z \ v8).
(a(x,y,z) * L(u,w,a(x,y,z))) \ (a(x,y,z) * (w * T(u,w))) = L(w,a(x,y,z),L(u,w,a(x,y,z))).
(a(x,y,z) * L(u,w,a(x,y,z))) \ (a(x,y,z) * (u * w)) = L(w,a(x,y,z),L(u,w,a(x,y,z))).
a(x,y,z) \ L(a(x,y,z),u,w) = a(a(x,y,z),u,w).
(a(x,y,z) \ u) * L(a(x,y,z),w,v5) = a(a(x,y,z),w,v5) * u.
(a(a(x,y,z),u,w) * v5) \ (v5 * L(a(x,y,z),u,w)) = a(x,y,z).
x \ (a(a(y,z,u),w,v5) \ (x * L(a(y,z,u),w,v5))) = a(y,z,u).
L(x,y,a(z,u,a(w,v5,v6))) = x.
L(x,y,a(z,u,a(w,v5,v6))) != v7 | x = v7.
a(a(x,y,z),u,w) * a(w,u,a(x,y,z)) = 1.
a(a(x,y,z),u,w) \ 1 != v5 | w \ L(w,u,a(x,y,z)) = v5.
x \ L(x,y,a(z,u,w)) = a(x,y,a(z,u,w)).
a(x,y,a(z,u,w)) \ v5 = a(a(z,u,w),y,x) * v5.
x * a(y,z,a(u,w,v5)) = a(a(u,w,v5),z,y) \ x.
a(a(x,y,z),u,w) \ v5 = v5 * a(w,u,a(x,y,z)).
L(x \ (a(y,z,a(u,w,v5)) \ v6),x,(v7 * (a(a(u,w,v5),z,y) * v8)) \ (v7 * v8)) = (((v7 * v8) / (v7 * (a(a(u,w,v5),z,y) * v8))) * x) \ v6.
x * a(x,y,a(z,u,w)) = L(x,y,a(z,u,w)).
L(L(a(x,y,a(z,u,w)) \ v5,a(x,y,a(z,u,w)),x),L(x,y,a(z,u,w)),v6) = (v6 * (x * a(x,y,a(z,u,w)))) \ (v6 * (x * v5)).
L(x,y,z \ 1) = L(x,y,z \ a(u,w,a(v5,v6,v7))).
L(x,y,z \ a(u,w,a(v5,v6,v7))) = L(x,y,z \ 1).
L((x * (a(a(y,z,u),w,v5) * v6)) \ v7,x * (a(a(y,z,u),w,v5) * v6),a(v5,w,a(y,z,u))) = (x * v6) \ (a(v5,w,a(y,z,u)) * v7).
(x * (a(a(y,z,u),w,v5) * v6)) \ v7 = (x * v6) \ (a(v5,w,a(y,z,u)) * v7).
(x * y) \ (a(z,u,a(w,v5,v6)) * v7) != v8 | (x * (a(a(w,v5,v6),u,z) * y)) \ v7 = v8.
T(a(x,y,a(z,u,w)),v5 * v6) != v7 | (v5 * (a(a(z,u,w),y,x) * v6)) \ (v5 * v6) = v7.
(x * (a(a(y,z,u),w,v5) * v6)) \ (x * v6) = a(v5,w,a(y,z,u)).
L(x,a(a(y,z,u),w,v5) * v6,v7) = (v7 * v6) \ (a(v5,w,a(y,z,u)) * (v7 * ((a(a(y,z,u),w,v5) * v6) * x))).
(x * y) \ (a(z,u,a(w,v5,v6)) * (x * ((a(a(w,v5,v6),u,z) * y) * v7))) = L(v7,a(a(w,v5,v6),u,z) * y,x).
(x * y) \ (a(z,u,a(w,v5,v6)) * (x * (a(a(w,v5,v6),u,z) * (y * v7)))) = L(v7,a(a(w,v5,v6),u,z) * y,x).
(x * y) \ (x * (y * z)) = L(z,a(a(u,w,v5),v6,v7) * y,x).
L(x,a(a(y,z,u),w,v5) * v6,v7) = (v7 * v6) \ (v7 * (v6 * x)).
(x * y) \ (x * (y * z)) != u | L(z,a(a(w,v5,v6),v7,v8) * y,x) = u.
L(x,a(a(y,z,u),w,v5) * v6,v7) = L(x,v6,v7).
a(x,y,a(z,u,w)) \ v5 != v6 | a(a(z,u,w),y,x) * v5 = v6.
L(x,y,z) = L(x,y * a(u,w,a(v5,v6,v7)),z).
L(x,y * a(z,u,a(w,v5,v6)),v7) = L(x,y,v7).
L(x,L(y,z,a(u,w,v5)),v6) = L(x,y,v6).
(T(x,y) * z) \ (z * (a(u,w,a(v5,v6,v7)) * (T(T(x,z),y) * v8))) = L(v8 * a(u,w,a(v5,v6,v7)),x,z).
x * a(y,z,a(u,w,v5)) = v6 * ((v6 \ x) * a(y,z,a(u,w,v5))).
x * ((x \ y) * a(z,u,a(w,v5,v6))) = y * a(z,u,a(w,v5,v6)).
x \ (y * a(z,u,a(w,v5,v6))) = (x \ y) * a(z,u,a(w,v5,v6)).
x * y != L(x,z,u) * w | L(x,z,u) * (x \ w) = y.
L(x,y,z) * (x \ a(u,w,a(v5,v6,v7))) = (x \ L(x,y,z)) * a(u,w,a(v5,v6,v7)).
(x \ L(x,y,z)) * a(u,w,a(v5,v6,v7)) = L(x,y,z) * (x \ a(u,w,a(v5,v6,v7))).
x \ (y * (z * a(u,w,a(v5,v6,v7)))) = (x \ (y * z)) * a(u,w,a(v5,v6,v7)).
x \ (y * (z * a(u,w,v5))) != v6 | x \ (y * (a(u,w,v5) * z)) = v6.
x \ (y * (a(z,u,a(w,v5,v6)) * v7)) = (x \ (y * v7)) * a(z,u,a(w,v5,v6)).
(T(x,y) * z) \ (z * (a(u,w,a(v5,v6,v7)) * (T(T(x,z),y) * v8))) != v9 | L(v8 * a(u,w,a(v5,v6,v7)),x,z) = v9.
L(x * a(y,z,a(u,w,v5)),v6,v7) = ((T(v6,v8) * v7) \ (v7 * (T(T(v6,v7),v8) * x))) * a(y,z,a(u,w,v5)).
((T(x,y) * z) \ (z * (T(T(x,z),y) * u))) * a(w,v5,a(v6,v7,v8)) = L(u * a(w,v5,a(v6,v7,v8)),x,z).
L(x,y,z) * a(u,w,a(v5,v6,v7)) = L(x * a(u,w,a(v5,v6,v7)),y,z).
(x * a(a(y,z,u),w,v5)) \ v6 = x \ (v6 * a(v5,w,a(y,z,u))).
x \ ((x * L(a(y,z,u),w,v5)) * a(v5,w,a(y,z,u))) = a(y,z,u).
x \ (x * (L(a(y,z,u),w,v5) * a(v5,w,a(y,z,u)))) = a(y,z,u).
L(a(x,y,z),u,w) * a(w,u,a(x,y,z)) = a(x,y,z).
L(x,y,z) * a(u,w,a(v5,v6,v7)) != v8 | L(x * a(u,w,a(v5,v6,v7)),y,z) = v8.
L(a(x,y,z) * a(u,w,a(x,y,z)),w,u) = a(x,y,z).
x \ R(x,y,z) = a(x,y,z) * a(y * z,x,a(x,y,z)).
a(x,y,z) * a(y * z,x,a(x,y,z)) = x \ R(x,y,z).
L(a(x,y,z) \ L(a(x,y,z),u,w),a(x,y,z),a(y * z,x,a(x,y,z))) = (x \ R(x,y,z)) \ (L(a(x,y,z),u,w) * a(y * z,x,a(x,y,z))).
L(a(a(x,y,z),u,w),a(x,y,z),a(y * z,x,a(x,y,z))) = (x \ R(x,y,z)) \ (L(a(x,y,z),u,w) * a(y * z,x,a(x,y,z))).
(x \ R(x,y,z)) \ (L(a(x,y,z),u,w) * a(y * z,x,a(x,y,z))) = L(a(a(x,y,z),u,w),a(x,y,z),a(y * z,x,a(x,y,z))).
L(a(a(x,y,z),u,w),a(x,y,z),a(y * z,x,a(x,y,z))) != v5 | (x \ R(x,y,z)) \ (L(a(x,y,z),u,w) * a(y * z,x,a(x,y,z))) = v5.
(x \ R(x,y,z)) \ (L(a(x,y,z),u,w) * a(y * z,x,a(x,y,z))) = a(a(x,y,z),u,w).
(x \ R(x,y,z)) \ L(a(x,y,z) * a(y * z,x,a(x,y,z)),u,w) = a(a(x,y,z),u,w).
(x \ R(x,y,z)) \ L(x \ R(x,y,z),u,w) = a(a(x,y,z),u,w).
(x \ R(x,a(y,z,u),w)) \ L(x \ R(x,a(y,z,u),w),v5,v6) = a((x * (a(y,z,u) * w)) \ ((a(y,z,u) * x) * w),v5,v6).
(x \ L(x,a(y,z,u),w)) \ L(x \ R(x,a(y,z,u),w),v5,v6) = a((x * (a(y,z,u) * w)) \ ((a(y,z,u) * x) * w),v5,v6).
(x \ L(x,a(y,z,u),w)) \ L(x \ L(x,a(y,z,u),w),v5,v6) = a((x * (a(y,z,u) * w)) \ ((a(y,z,u) * x) * w),v5,v6).
(x \ L(x,a(y,z,u),w)) \ L(x \ L(x,a(y,z,u),w),v5,v6) = a(a(x,a(y,z,u),w),v5,v6).
x \ (y * a(z,u,a(w,v5,v6))) != v7 | (x * a(a(w,v5,v6),u,z)) \ y = v7.
(x * a(a(y,z,u),w,v5)) \ v6 = (x \ v6) * a(v5,w,a(y,z,u)).
(a(a(x,y,z),u,w) * v5) \ v6 = (v5 \ v6) * a(w,u,a(x,y,z)).
L(x \ (a(a(y,z,u),w,v5) * v6),x,(v7 * (a(a(y,z,u),w,v5) * v8)) \ (v7 * v8)) = (((v7 * v8) / (v7 * (a(a(y,z,u),w,v5) * v8))) * x) \ v6.
L(L(a(a(x,y,z),u,w) * v5,a(w,u,a(x,y,z)),w),L(w,u,a(x,y,z)),v6) = (v6 * (w * a(w,u,a(x,y,z)))) \ (v6 * (w * v5)).
L((x \ y) * a(a(z,u,w),v5,v6),x,(v7 * (a(a(z,u,w),v5,v6) * v8)) \ (v7 * v8)) = (((v7 * v8) / (v7 * (a(a(z,u,w),v5,v6) * v8))) * x) \ y.
L((x \ y) * a(a(z,u,w),v5,v6),x,a(v6,v5,a(z,u,w))) = (((v7 * v8) / (v7 * (a(a(z,u,w),v5,v6) * v8))) * x) \ y.
(x \ y) * a(a(z,u,w),v5,v6) = (((v7 * v8) / (v7 * (a(a(z,u,w),v5,v6) * v8))) * x) \ y.
(((x * y) / (x * (a(a(z,u,w),v5,v6) * y))) * v7) \ v8 = (v7 \ v8) * a(a(z,u,w),v5,v6).
(a(x,y,a(z,u,w)) * v5) \ v6 = (v5 \ v6) * a(a(z,u,w),y,x).
(x * (y * a(z,u,a(w,v5,v6)))) \ v7 = ((x * y) \ v7) * a(a(w,v5,v6),u,z).
L(a(a(x,y,z),u,w) * v5,L(w,u,a(x,y,z)),v6) = (v6 * (w * a(w,u,a(x,y,z)))) \ (v6 * (w * v5)).
L(a(a(x,y,z),u,w) * v5,L(w,u,a(x,y,z)),v6) = (v6 * L(w,u,a(x,y,z))) \ (v6 * (w * v5)).
L(x,L(y,z,a(u,w,v5)),v6) != v7 | L(x,y,v6) = v7.
L(a(a(x,y,z),u,w) * v5,w,v6) = (v6 * L(w,u,a(x,y,z))) \ (v6 * (w * v5)).
(x * L(y,z,a(u,w,v5))) \ (x * (y * v6)) = L(a(a(u,w,v5),z,y) * v6,y,x).
(a(x,y,z) * L(u,w,a(x,y,z))) \ (a(x,y,z) * (u * w)) != v5 | L(w,a(x,y,z),L(u,w,a(x,y,z))) = v5.
L(x,a(y,z,u),L(w,x,a(y,z,u))) = L(a(a(y,z,u),x,w) * x,w,a(y,z,u)).
L(a(a(x,y,z),u,w) * u,w,a(x,y,z)) = L(u,a(x,y,z),L(w,u,a(x,y,z))).
L(x,a(y,z,u),L(w,x,a(y,z,u))) != v5 | L(a(a(y,z,u),x,w) * x,w,a(y,z,u)) = v5.
L(a(a(x,y,z),u,w) * u,w,a(x,y,z)) = L(u,a(x,y,z),w).
(a(a(x,y,z),u,w) * u) \ L(u,a(x,y,z),w) = a(a(a(x,y,z),u,w) * u,w,a(x,y,z)).
(a(a(x,y,z),u,w) * v5) \ v6 != v7 | (v5 \ v6) * a(w,u,a(x,y,z)) = v7.
(x \ L(x,a(y,z,u),w)) * a(w,x,a(y,z,u)) = a(a(a(y,z,u),x,w) * x,w,a(y,z,u)).
(x \ L(x,y,z)) * a(u,w,a(v5,v6,v7)) != v8 | L(x,y,z) * (x \ a(u,w,a(v5,v6,v7))) = v8.
L(x,a(y,z,u),w) * (x \ a(w,x,a(y,z,u))) = a(a(a(y,z,u),x,w) * x,w,a(y,z,u)).
a(a(a(x,y,z),u,w) * u,w,a(x,y,z)) != v5 | L(u,a(x,y,z),w) * (u \ a(w,u,a(x,y,z))) = v5.
L(x,a(y,z,u),w) * (x \ a(w,x,a(y,z,u))) = a(x,w,a(y,z,u)).
L(x \ L(x,a(y,z,u),w),x,x \ a(w,x,a(y,z,u))) = (x * (x \ a(w,x,a(y,z,u)))) \ a(x,w,a(y,z,u)).
L(x,y,z \ a(u,w,a(v5,v6,v7))) != v8 | L(x,y,z \ 1) = v8.
L(x \ L(x,a(y,z,u),w),x,x \ 1) = (x * (x \ a(w,x,a(y,z,u)))) \ a(x,w,a(y,z,u)).
(x * (x \ a(y,x,a(z,u,w)))) \ a(x,y,a(z,u,w)) = L(x \ L(x,a(z,u,w),y),x,x \ 1).
L(x \ L(x,a(y,z,u),w),x,x \ 1) != v5 | (x * (x \ a(w,x,a(y,z,u)))) \ a(x,w,a(y,z,u)) = v5.
(x * (x \ a(y,x,a(z,u,w)))) \ a(x,y,a(z,u,w)) = (1 / x) * L(x,a(z,u,w),y).
(1 / x) * L(x,a(y,z,u),w) != v5 | (x * (x \ a(w,x,a(y,z,u)))) \ a(x,w,a(y,z,u)) = v5.
(x * (x \ a(y,x,a(z,u,w)))) \ a(x,y,a(z,u,w)) = x \ L(x,a(z,u,w),y).
a(x,y,a(z,u,w)) \ a(y,x,a(z,u,w)) = y \ L(y,a(z,u,w),x).
a(a(x,y,z),u,w) * a(u,w,a(x,y,z)) = u \ L(u,a(x,y,z),w).
L(L(x \ L(x,a(y,z,u),w),a(w,x,a(y,z,u)),v5),v5 * a(w,x,a(y,z,u)),v6) = (v6 * (v5 * a(w,x,a(y,z,u)))) \ (v6 * (v5 * a(x,w,a(y,z,u)))).
(x * (y * a(z,u,a(w,v5,v6)))) \ (x * (y * a(u,z,a(w,v5,v6)))) != v7 | L(L(u \ L(u,a(w,v5,v6),z),a(z,u,a(w,v5,v6)),y),y * a(z,u,a(w,v5,v6)),x) = v7.
L(L(x \ L(x,a(y,z,u),w),a(w,x,a(y,z,u)),v5),v5 * a(w,x,a(y,z,u)),v6) = ((v6 * (v5 * a(w,x,a(y,z,u)))) \ (v6 * v5)) * a(x,w,a(y,z,u)).
L(L(x \ L(x,a(y,z,u),w),a(w,x,a(y,z,u)),v5),v5 * a(w,x,a(y,z,u)),v6) = (((v6 * v5) \ (v6 * v5)) * a(a(y,z,u),x,w)) * a(x,w,a(y,z,u)).
L(L(x \ L(x,a(y,z,u),w),a(w,x,a(y,z,u)),v5),v5 * a(w,x,a(y,z,u)),v6) = a(a(y,z,u),x,w) * a(x,w,a(y,z,u)).
a(a(x,y,z),u,w) * a(u,w,a(x,y,z)) != v5 | L(L(u \ L(u,a(x,y,z),w),a(w,u,a(x,y,z)),v6),v6 * a(w,u,a(x,y,z)),v7) = v5.
L(L(x \ L(x,a(y,z,u),w),a(w,x,a(y,z,u)),v5),v5 * a(w,x,a(y,z,u)),v6) = x \ L(x,a(y,z,u),w).
L(x \ L(x,a(y,z,u),w),v5 * a(w,x,a(y,z,u)),v6) = x \ L(x,a(y,z,u),w).
L(x,y * a(z,u,a(w,v5,v6)),v7) != v8 | L(x,y,v7) = v8.
L(x \ L(x,a(y,z,u),w),v5,v6) = x \ L(x,a(y,z,u),w).
(x \ L(x,a(y,z,u),w)) \ (x \ L(x,a(y,z,u),w)) = a(a(x,a(y,z,u),w),v5,v6).
a(a(x,a(y,z,u),w),v5,v6) = (x \ L(x,a(y,z,u),w)) \ (x \ L(x,a(y,z,u),w)).
(x \ L(x,a(y,z,u),w)) \ (x \ L(x,a(y,z,u),w)) != v5 | a(a(x,a(y,z,u),w),v6,v7) = v5.
a(x,y,a(z,a(u,w,v5),v6)) = 1.
a(c43,c44,a(c45,a(c46,c47,c48),c49)) != 1.
L(x \ R(x,y,z),x,y * z) = a(x,y,z).
L(x \ L(x,a(y,z,u),w),x,a(y,z,u) * w) = a(x,a(y,z,u),w).
L(x \ L(x,a(y,z,u),w),x,a(y,z,u) * w) != v5 | a(x,a(y,z,u),w) = v5.
a(x,a(y,z,u),w) = x \ L(x,a(y,z,u),w).
x \ L(x,a(y,z,u),w) = a(x,a(y,z,u),w).
a(x,y,z \ L(z,a(u,w,v5),v6)) = 1.
a(x,a(y,a(z,u,w),v5),v6) = 1.
a(c22,a(c23,a(c24,c25,c26),c27),c28) != 1.
((x * y) * (z * u)) / ((y * z) * L(u,z,x * y)) = R(R(x,y,z),y * z,L(u,z,x * y)).
a(x,T(y,x),z) \ ((y * x) * z) = x * (T(y,x) * z).
a(a(x,y,z),u,w) * a(x,y,z) = R(a(x,y,z),u,w).
R(x * K(y,x),y,z) = ((y * x) * z) / (y * z).
x * y = K(z,x) * (T(x,z) * y).
K(x,y) * (T(y,x) * z) = y * z.
(x * y) \ (y * (x * z)) = L(K(y,x) * z,x,y).
a(x,y,z) \ ((y * x) * z) = x * (T(y,x) * z).
R(x * K(y,z),y,u) = ((x * T(y,z)) * u) / (y * u).
((x * T(y,z)) * u) / (y * u) = R(x * K(y,z),y,u).
K(x,y) * ((z * T(x,y)) \ u) = (z * x) \ u.
x \ (y * (T(z,y) * K(u,w))) = (x \ (z * y)) * K(u,w).
R(x,y,K(z,u) * w) = R(x,y,w).
(x * y) / (K(z,u) * y) = x * K(u,z).
(x * (T(y,z) * u)) / (y * u) = x * K(y,z).
((x * T(y,z)) * u) / (y * u) = R(x,T(y,z),u) * K(y,z).
((x * T(y,z)) * u) / (y * u) != w | R(x * K(y,z),y,u) = w.
R(x * K(y,z),y,u) = R(x,T(y,z),u) * K(y,z).
R(x,T(y,z),u) * K(y,z) = R(x * K(y,z),y,u).
x * K(y,z) != R(u * K(y,z),w,v5) | R(u,w,v5) = x.
R(x,y,z) = R(x,T(y,u),z).
R(x,T(y,z),u) = R(x,y,u).
R(x,y * K(z,u),w) = R(x,K(z,u) * y,w).
R(x,K(y,z) * u,w) = R(x,u * K(y,z),w).
R(x,y \ z,u) = R(x,z / y,u).
R(x,y / z,u) = R(x,z \ y,u).
R(x,R(y * K(z,y),z,u),w) = R(x,(z * u) \ ((z * y) * u),w).
((x * y) * (K(z,u) * w)) / ((y * K(z,u)) * w) = R(R(x,y,K(z,u)),y * K(z,u),w).
x / y != a(a(z,u,w),v5,v6) \ 1 | x * a(a(z,u,w),v5,v6) = y.
(x * y) * a(a(z,u,w),v5,v6) = x * (a(a(z,u,w),v5,v6) * y).
x / y != a(a(z,u,w),v5,v6) \ 1 | a(a(z,u,w),v5,v6) * x = y.
a(a(x,y,z),u,w) * (v5 * v6) = v5 * (a(a(x,y,z),u,w) * v6).
x \ a(a(y,z,u),w,v5) = a(a(y,z,u),w,v5) * (x \ 1).
a(a(x,y,z),u,w) * (v5 \ 1) = v5 \ a(a(x,y,z),u,w).
x * (a(a(y,z,u),w,v5) * v6) != v7 | (x * v6) * a(a(y,z,u),w,v5) = v7.
a(x \ 1,a(a(y,z,u),w,v5),v6) \ ((x \ a(a(y,z,u),w,v5)) * v6) = (x \ 1) * (T(a(a(y,z,u),w,v5),x \ 1) * v6).
a(a(x,y,z),u,w) * (v5 * K(v6,v7)) = (K(v7,v6) / v5) \ a(a(x,y,z),u,w).
(K(x,y) / z) \ a(a(u,w,v5),v6,v7) = a(a(u,w,v5),v6,v7) * (z * K(y,x)).
(x * (y \ 1)) * a(a(z,u,w),v5,v6) = x * (y \ a(a(z,u,w),v5,v6)).
1 \ ((x \ a(a(y,z,u),w,v5)) * v6) = (x \ 1) * (T(a(a(y,z,u),w,v5),x \ 1) * v6).
(x \ 1) * (T(a(a(y,z,u),w,v5),x \ 1) * v6) = 1 \ ((x \ a(a(y,z,u),w,v5)) * v6).
1 \ ((x \ a(a(y,z,u),w,v5)) * v6) != v7 | (x \ 1) * (T(a(a(y,z,u),w,v5),x \ 1) * v6) = v7.
(x \ 1) * (T(a(a(y,z,u),w,v5),x \ 1) * v6) = (x \ a(a(y,z,u),w,v5)) * v6.
(x \ 1) * (a(a(y,z,u),w,v5) * v6) = (x \ a(a(y,z,u),w,v5)) * v6.
((x \ 1) * y) * a(a(z,u,w),v5,v6) = (x \ a(a(z,u,w),v5,v6)) * y.
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ ((x * (y \ 1)) * (a(a(z,u,w),v5,v6) * v7)) = a(x,y \ 1,a(a(z,u,w),v5,v6) * v7).
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ (a(x * (y \ 1),a(a(z,u,w),v5,v6),v7) \ (((x * (y \ 1)) * a(a(z,u,w),v5,v6)) * v7)) = a(x,y \ 1,a(a(z,u,w),v5,v6) * v7).
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ (1 \ (((x * (y \ 1)) * a(a(z,u,w),v5,v6)) * v7)) = a(x,y \ 1,a(a(z,u,w),v5,v6) * v7).
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ (1 \ ((x * (y \ a(a(z,u,w),v5,v6))) * v7)) = a(x,y \ 1,a(a(z,u,w),v5,v6) * v7).
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ ((x * (y \ a(a(z,u,w),v5,v6))) * v7) = a(x,y \ 1,a(a(z,u,w),v5,v6) * v7).
(x * ((y \ a(a(z,u,w),v5,v6)) * v7)) \ v8 != a(x,y \ 1,a(a(z,u,w),v5,v6) * v7) | (x * (y \ 1)) * (a(a(z,u,w),v5,v6) * v7) = v8.
(x * (y \ 1)) * (a(a(z,u,w),v5,v6) * v7) = (x * (y \ a(a(z,u,w),v5,v6))) * v7.
(x * (y \ 1)) * (z * a(a(u,w,v5),v6,v7)) = (x * (y \ a(a(u,w,v5),v6,v7))) * z.
((x * (y \ a(a(z,u,w),v5,v6))) * v7) / (((y \ 1) * v7) * L(a(a(z,u,w),v5,v6),v7,x * (y \ 1))) = R(R(x,y \ 1,v7),(y \ 1) * v7,L(a(a(z,u,w),v5,v6),v7,x * (y \ 1))).
((x * (y \ a(a(z,u,w),v5,v6))) * v7) / (((y \ 1) * v7) * a(a(z,u,w),v5,v6)) = R(R(x,y \ 1,v7),(y \ 1) * v7,L(a(a(z,u,w),v5,v6),v7,x * (y \ 1))).
R(R(x,y \ 1,z),(y \ 1) * z,L(a(a(u,w,v5),v6,v7),z,x * (y \ 1))) = ((x * (y \ a(a(u,w,v5),v6,v7))) * z) / (((y \ 1) * z) * a(a(u,w,v5),v6,v7)).
R(R(x,y \ 1,z),(y \ 1) * z,L(a(a(u,w,v5),v6,v7),z,x * (y \ 1))) = ((x * (y \ a(a(u,w,v5),v6,v7))) * z) / ((y \ a(a(u,w,v5),v6,v7)) * z).
((x * (y \ a(a(z,u,w),v5,v6))) * v7) / ((y \ a(a(z,u,w),v5,v6)) * v7) != v8 | R(R(x,y \ 1,v7),(y \ 1) * v7,L(a(a(z,u,w),v5,v6),v7,x * (y \ 1))) = v8.
R(R(x,y \ 1,z),(y \ 1) * z,L(a(a(u,w,v5),v6,v7),z,x * (y \ 1))) = R(x,y \ a(a(u,w,v5),v6,v7),z).
R(R(x,y \ 1,z),(y \ 1) * z,a(a(u,w,v5),v6,v7)) = R(x,y \ a(a(u,w,v5),v6,v7),z).
R(x,y,a(z,u,w)) != v5 | L(x,y,a(z,u,w)) = v5.
L(R(x,y \ 1,z),(y \ 1) * z,a(a(u,w,v5),v6,v7)) = R(x,y \ a(a(u,w,v5),v6,v7),z).
R(x,y \ 1,z) = R(x,y \ a(a(u,w,v5),v6,v7),z).
R(x,y \ a(a(z,u,w),v5,v6),v7) = R(x,y \ 1,v7).
R(x,(K(y,z) / u) \ a(a(w,v5,v6),v7,v8),v9) = R(x,u * K(z,y),v9).
R(x,a(a(y,z,u),w,v5) * (v6 * K(v7,v8)),v9) = R(x,v6 * K(v7,v8),v9).
a(x,y,a(z,u,w)) * (y \ L(y,a(z,u,w),x)) = a(y,x,a(z,u,w)).
x \ L(x,a(y,z,u),w) != v5 | L(x \ L(x,a(y,z,u),w),v6,v7) = v5.
L(x \ L(x,a(y,z,u),w),v5,v6) = a(x,a(y,z,u),w).
((x * y) * (K(z,u) * w)) / (y * (K(z,u) * w)) = R(R(x,y,K(z,u)),y * K(z,u),w).
R(x,y,K(z,u) * w) = R(R(x,y,K(z,u)),y * K(z,u),w).
R(R(x,y,K(z,u)),y * K(z,u),w) = R(x,y,K(z,u) * w).
R(x,y * K(z,u),w) = R(x,y,K(z,u) * w).
R(x,y,K(z,u) * w) != v5 | R(x,y * K(z,u),w) = v5.
R(x,y * K(z,u),w) = R(x,y,w).
R(x,y * K(z,u),w) != v5 | R(x,K(z,u) * y,w) = v5.
R(x,K(y,z) * u,w) = R(x,u,w).
R(x,R(y * K(z,u),w,v5),v6) = R(x,R(y,w,v5),v6).
R(x,R(y * K(z,y),z,u),w) != v5 | R(x,(z * u) \ ((z * y) * u),w) = v5.
R(x,(y * z) \ ((y * u) * z),w) = R(x,R(u,y,z),w).
R(x,y,z) != u | R(x,K(w,v5) * y,z) = u.
R(x,K(y,z) * u,w) = v5 \ (v5 * R(x,u,w)).
R(x,(y * z) \ u,w) = R(x,(y * T(z,v5)) \ u,w).
R(x,(y * T(z,u)) \ w,v5) = R(x,(y * z) \ w,v5).
R(x,L(K(y,z) * u,w,v5),v6) = R(x,L(u,w,v5),v6).
R(x,(y * z) \ u,w) != v5 | R(x,(y * T(z,v6)) \ u,w) = v5.
R(x,(y * T(z,u)) \ ((y * w) * z),v5) = R(x,R(w,y,z),v5).
R(x,((y * T(T(z,y * u) * K(w,v5),v6)) \ (z * (y * u))) * K(w,v5),v7) = R(x,R(u,y,T(z,y * u) * K(w,v5)),v7).
R(x,y * K(z,u),w) != v5 | R(x,y,w) = v5.
R(x,(y * T(T(z,y * u) * K(w,v5),v6)) \ (z * (y * u)),v7) = R(x,R(u,y,T(z,y * u) * K(w,v5)),v7).
R(x,(y * T(z,u)) \ w,v5) != v6 | R(x,(y * z) \ w,v5) = v6.
R(x,(y * (T(z,y * u) * K(w,v5))) \ (z * (y * u)),v6) = R(x,R(u,y,T(z,y * u) * K(w,v5)),v6).
R(x,K(y,z) * ((u * T(w,u * v5)) \ (w * (u * v5))),v6) = R(x,R(v5,u,T(w,u * v5) * K(z,y)),v6).
R(x,K(y,z) * u,w) != v5 | R(x,u,w) = v5.
R(x,(y * T(z,y * u)) \ (z * (y * u)),w) = R(x,R(u,y,T(z,y * u) * K(v5,v6)),w).
R(x,R(y,z,T(u,z * y) * K(w,v5)),v6) = R(x,(z * T(u,z * y)) \ (u * (z * y)),v6).
R(x,(y * T(z,y * u)) \ (z * (y * u)),w) != v5 | R(x,R(u,y,T(z,y * u) * K(v6,v7)),w) = v5.
R(x,R(y,z,T(u,z * y) * K(w,v5)),v6) = R(x,(z * u) \ (u * (z * y)),v6).
R(x,R(y,z,T(u,z * y) * K(w,v5)),v6) = R(x,L(K(u,z) * y,z,u),v6).
R(x,L(K(y,z) * u,z,y),w) != v5 | R(x,R(u,z,T(y,z * u) * K(v6,v7)),w) = v5.
R(x,R(y,z,T(u,z * y) * K(w,v5)),v6) = R(x,L(y,z,u),v6).
R(x,R(y,z,u),w) = R(x,L(y,z,u),w).
L(x \ R(x,L(y,z,u),w),x,R(y,z,u) * w) = a(x,R(y,z,u),w).
L(x \ R(x,L(a(y,z,u),w,v5),v6),x,L(a(y,z,u),w,v5) * v6) = a(x,R(a(y,z,u),w,v5),v6).
R(x,y * (z * K(u,w)),v5) != v6 | R(x,y * z,v5) = v6.
R(x,y * K(z,u),w) != v5 | R(x,a(a(v6,v7,v8),v9,v10) * y,w) = v5.
R(x,a(a(y,z,u),w,v5) * v6,v7) = R(x,v6,v7).
R(x,R(a(y,z,u),w,v5),v6) = R(x,a(y,z,u),v6).
R(x,R(y,z,u),w) != v5 | R(x,L(y,z,u),w) = v5.
R(x,L(a(y,z,u),w,v5),v6) = R(x,a(y,z,u),v6).
R(x,a(y,z,u),w) != v5 | R(x,L(a(y,z,u),v6,v7),w) = v5.
R(x,L(a(y,z,u),w,v5),v6) = L(x,a(y,z,u),v6).
L(x \ L(x,a(y,z,u),w),x,L(a(y,z,u),v5,v6) * w) = a(x,R(a(y,z,u),v5,v6),w).
L(x \ L(x,a(y,z,u),w),v5,v6) != v7 | a(x,a(y,z,u),w) = v7.
a(x,a(y,z,u),w) = a(x,R(a(y,z,u),v5,v6),w).
a(x,R(a(y,z,u),w,v5),v6) = a(x,a(y,z,u),v6).
a(x,L(a(y,z,u),w,v5),v6) = a(x,a(y,z,u),v6).
a(x,y,a(z,a(u,w,v5),v6)) * (y \ L(y,a(z,L(a(u,w,v5),v7,v8),v6),x)) = a(y,x,a(z,L(a(u,w,v5),v7,v8),v6)).
1 * (x \ L(x,a(y,L(a(z,u,w),v5,v6),v7),v8)) = a(x,v8,a(y,L(a(z,u,w),v5,v6),v7)).
1 * (x \ L(x,a(y,a(z,u,w),v5),v6)) = a(x,v6,a(y,L(a(z,u,w),v7,v8),v5)).
a(x,y,a(z,L(a(u,w,v5),v6,v7),v8)) = 1 * (x \ L(x,a(z,a(u,w,v5),v8),y)).
1 * (x \ L(x,a(y,a(z,u,w),v5),v6)) != v7 | a(x,v6,a(y,L(a(z,u,w),v8,v9),v5)) = v7.
a(x,y,a(z,L(a(u,w,v5),v6,v7),v8)) = x \ L(x,a(z,a(u,w,v5),v8),y).
a(x,y,a(z,a(u,w,v5),v6)) = x \ L(x,a(z,a(u,w,v5),v6),y).
x \ L(x,a(y,a(z,u,w),v5),v6) = a(x,v6,a(y,a(z,u,w),v5)).
a(x,y,a(z,a(u,w,v5),v6)) != v7 | x \ L(x,a(z,a(u,w,v5),v6),y) = v7.
x \ L(x,a(y,a(z,u,w),v5),v6) = 1.
x \ L(x,a(y,z,u),w) != v5 | a(x,a(y,z,u),w) = v5.

end_of_list.
