The rewrite relation of the following TRS is considered.
b(b(a(a(a(b(x1)))))) | → | b(a(a(a(b(a(b(x1))))))) | (1) |
b(b(x1)) | → | b(a(b(a(b(a(b(x1))))))) | (2) |
b(a(b(a(a(a(b(a(b(x1))))))))) | → | b(b(a(a(b(x1))))) | (3) |
b(a(a(b(x1)))) | → | b(a(a(a(b(x1))))) | (4) |
{b(☐), a(☐)}
We obtain the transformed TRSb(b(b(a(a(a(b(x1))))))) | → | b(b(a(a(a(b(a(b(x1)))))))) | (5) |
b(b(b(x1))) | → | b(b(a(b(a(b(a(b(x1)))))))) | (6) |
b(b(a(b(a(a(a(b(a(b(x1)))))))))) | → | b(b(b(a(a(b(x1)))))) | (7) |
b(b(a(a(b(x1))))) | → | b(b(a(a(a(b(x1)))))) | (8) |
a(b(b(a(a(a(b(x1))))))) | → | a(b(a(a(a(b(a(b(x1)))))))) | (9) |
a(b(b(x1))) | → | a(b(a(b(a(b(a(b(x1)))))))) | (10) |
a(b(a(b(a(a(a(b(a(b(x1)))))))))) | → | a(b(b(a(a(b(x1)))))) | (11) |
a(b(a(a(b(x1))))) | → | a(b(a(a(a(b(x1)))))) | (12) |
{b(☐), a(☐)}
We obtain the transformed TRSb(b(b(b(a(a(a(b(x1)))))))) | → | b(b(b(a(a(a(b(a(b(x1))))))))) | (13) |
b(b(b(b(x1)))) | → | b(b(b(a(b(a(b(a(b(x1))))))))) | (14) |
b(b(b(a(b(a(a(a(b(a(b(x1))))))))))) | → | b(b(b(b(a(a(b(x1))))))) | (15) |
b(b(b(a(a(b(x1)))))) | → | b(b(b(a(a(a(b(x1))))))) | (16) |
b(a(b(b(a(a(a(b(x1)))))))) | → | b(a(b(a(a(a(b(a(b(x1))))))))) | (17) |
b(a(b(b(x1)))) | → | b(a(b(a(b(a(b(a(b(x1))))))))) | (18) |
b(a(b(a(b(a(a(a(b(a(b(x1))))))))))) | → | b(a(b(b(a(a(b(x1))))))) | (19) |
b(a(b(a(a(b(x1)))))) | → | b(a(b(a(a(a(b(x1))))))) | (20) |
a(b(b(b(a(a(a(b(x1)))))))) | → | a(b(b(a(a(a(b(a(b(x1))))))))) | (21) |
a(b(b(b(x1)))) | → | a(b(b(a(b(a(b(a(b(x1))))))))) | (22) |
a(b(b(a(b(a(a(a(b(a(b(x1))))))))))) | → | a(b(b(b(a(a(b(x1))))))) | (23) |
a(b(b(a(a(b(x1)))))) | → | a(b(b(a(a(a(b(x1))))))) | (24) |
a(a(b(b(a(a(a(b(x1)))))))) | → | a(a(b(a(a(a(b(a(b(x1))))))))) | (25) |
a(a(b(b(x1)))) | → | a(a(b(a(b(a(b(a(b(x1))))))))) | (26) |
a(a(b(a(b(a(a(a(b(a(b(x1))))))))))) | → | a(a(b(b(a(a(b(x1))))))) | (27) |
a(a(b(a(a(b(x1)))))) | → | a(a(b(a(a(a(b(x1))))))) | (28) |
{b(☐), a(☐)}
We obtain the transformed TRSb(b(b(b(b(a(a(a(b(x1))))))))) | → | b(b(b(b(a(a(a(b(a(b(x1)))))))))) | (29) |
b(b(b(b(b(x1))))) | → | b(b(b(b(a(b(a(b(a(b(x1)))))))))) | (30) |
b(b(b(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | b(b(b(b(b(a(a(b(x1)))))))) | (31) |
b(b(b(b(a(a(b(x1))))))) | → | b(b(b(b(a(a(a(b(x1)))))))) | (32) |
b(b(a(b(b(a(a(a(b(x1))))))))) | → | b(b(a(b(a(a(a(b(a(b(x1)))))))))) | (33) |
b(b(a(b(b(x1))))) | → | b(b(a(b(a(b(a(b(a(b(x1)))))))))) | (34) |
b(b(a(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | b(b(a(b(b(a(a(b(x1)))))))) | (35) |
b(b(a(b(a(a(b(x1))))))) | → | b(b(a(b(a(a(a(b(x1)))))))) | (36) |
b(a(b(b(b(a(a(a(b(x1))))))))) | → | b(a(b(b(a(a(a(b(a(b(x1)))))))))) | (37) |
b(a(b(b(b(x1))))) | → | b(a(b(b(a(b(a(b(a(b(x1)))))))))) | (38) |
b(a(b(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | b(a(b(b(b(a(a(b(x1)))))))) | (39) |
b(a(b(b(a(a(b(x1))))))) | → | b(a(b(b(a(a(a(b(x1)))))))) | (40) |
b(a(a(b(b(a(a(a(b(x1))))))))) | → | b(a(a(b(a(a(a(b(a(b(x1)))))))))) | (41) |
b(a(a(b(b(x1))))) | → | b(a(a(b(a(b(a(b(a(b(x1)))))))))) | (42) |
b(a(a(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | b(a(a(b(b(a(a(b(x1)))))))) | (43) |
b(a(a(b(a(a(b(x1))))))) | → | b(a(a(b(a(a(a(b(x1)))))))) | (44) |
a(b(b(b(b(a(a(a(b(x1))))))))) | → | a(b(b(b(a(a(a(b(a(b(x1)))))))))) | (45) |
a(b(b(b(b(x1))))) | → | a(b(b(b(a(b(a(b(a(b(x1)))))))))) | (46) |
a(b(b(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | a(b(b(b(b(a(a(b(x1)))))))) | (47) |
a(b(b(b(a(a(b(x1))))))) | → | a(b(b(b(a(a(a(b(x1)))))))) | (48) |
a(b(a(b(b(a(a(a(b(x1))))))))) | → | a(b(a(b(a(a(a(b(a(b(x1)))))))))) | (49) |
a(b(a(b(b(x1))))) | → | a(b(a(b(a(b(a(b(a(b(x1)))))))))) | (50) |
a(b(a(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | a(b(a(b(b(a(a(b(x1)))))))) | (51) |
a(b(a(b(a(a(b(x1))))))) | → | a(b(a(b(a(a(a(b(x1)))))))) | (52) |
a(a(b(b(b(a(a(a(b(x1))))))))) | → | a(a(b(b(a(a(a(b(a(b(x1)))))))))) | (53) |
a(a(b(b(b(x1))))) | → | a(a(b(b(a(b(a(b(a(b(x1)))))))))) | (54) |
a(a(b(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | a(a(b(b(b(a(a(b(x1)))))))) | (55) |
a(a(b(b(a(a(b(x1))))))) | → | a(a(b(b(a(a(a(b(x1)))))))) | (56) |
a(a(a(b(b(a(a(a(b(x1))))))))) | → | a(a(a(b(a(a(a(b(a(b(x1)))))))))) | (57) |
a(a(a(b(b(x1))))) | → | a(a(a(b(a(b(a(b(a(b(x1)))))))))) | (58) |
a(a(a(b(a(b(a(a(a(b(a(b(x1)))))))))))) | → | a(a(a(b(b(a(a(b(x1)))))))) | (59) |
a(a(a(b(a(a(b(x1))))))) | → | a(a(a(b(a(a(a(b(x1)))))))) | (60) |
As carrier we take the set {0,...,7}. Symbols are labeled by the interpretation of their arguments using the interpretations (modulo 8):
[b(x1)] | = | 2x1 + 0 |
[a(x1)] | = | 2x1 + 1 |
There are 256 ruless (increase limit for explicit display).
[b0(x1)] | = |
x1 +
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[b4(x1)] | = |
x1 +
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[b2(x1)] | = |
x1 +
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[b6(x1)] | = |
x1 +
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[b1(x1)] | = |
x1 +
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[b5(x1)] | = |
x1 +
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[b3(x1)] | = |
x1 +
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[b7(x1)] | = |
x1 +
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[a0(x1)] | = |
x1 +
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[a4(x1)] | = |
x1 +
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[a2(x1)] | = |
x1 +
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[a6(x1)] | = |
x1 +
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[a1(x1)] | = |
x1 +
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[a5(x1)] | = |
x1 +
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[a3(x1)] | = |
x1 +
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b0(b0(b4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (61) |
b0(b0(b4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (62) |
b0(b0(b4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (63) |
b0(b0(b4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (64) |
b0(b0(b4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (65) |
b0(b0(b4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (66) |
b0(b0(b4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (67) |
b0(b0(b4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | b0(b4(b6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (68) |
b1(a0(b4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (77) |
b1(a0(b4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (78) |
b1(a0(b4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (79) |
b1(a0(b4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (80) |
b1(a0(b4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (81) |
b1(a0(b4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (82) |
b1(a0(b4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (83) |
b1(a0(b4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | b1(a4(b6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (84) |
a0(b0(b4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (93) |
a0(b0(b4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (94) |
a0(b0(b4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (95) |
a0(b0(b4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (96) |
a0(b0(b4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (97) |
a0(b0(b4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (98) |
a0(b0(b4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (99) |
a0(b0(b4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | a0(b4(b6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (100) |
a1(a0(b4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (109) |
a1(a0(b4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (110) |
a1(a0(b4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (111) |
a1(a0(b4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (112) |
a1(a0(b4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (113) |
a1(a0(b4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (114) |
a1(a0(b4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (115) |
a1(a0(b4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | a1(a4(b6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (116) |
b0(b0(b0(b0(b0(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (125) |
b0(b0(b0(b0(b4(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (126) |
b0(b0(b0(b4(b2(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (127) |
b0(b0(b0(b4(b6(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (128) |
b0(b0(b4(b2(b1(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (129) |
b0(b0(b4(b2(b5(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (130) |
b2(b1(a0(b0(b0(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (133) |
b2(b1(a0(b0(b4(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (134) |
b2(b1(a0(b4(b2(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (135) |
b2(b1(a0(b4(b6(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (136) |
b2(b1(a4(b2(b1(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (137) |
b2(b1(a4(b2(b5(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (138) |
b1(a0(b0(b0(b0(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (141) |
b1(a0(b0(b0(b4(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (142) |
b1(a0(b0(b4(b2(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (143) |
b1(a0(b0(b4(b6(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (144) |
b1(a0(b4(b2(b1(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (145) |
b1(a0(b4(b2(b5(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (146) |
b3(a1(a0(b0(b0(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (149) |
b3(a1(a0(b0(b4(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (150) |
b3(a1(a0(b4(b2(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (151) |
b3(a1(a0(b4(b6(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (152) |
b3(a1(a4(b2(b1(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (153) |
b3(a1(a4(b2(b5(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (154) |
a0(b0(b0(b0(b0(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (157) |
a0(b0(b0(b0(b4(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (158) |
a0(b0(b0(b4(b2(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (159) |
a0(b0(b0(b4(b6(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (160) |
a0(b0(b4(b2(b1(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (161) |
a0(b0(b4(b2(b5(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (162) |
a2(b1(a0(b0(b0(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (165) |
a2(b1(a0(b0(b4(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (166) |
a2(b1(a0(b4(b2(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (167) |
a2(b1(a0(b4(b6(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (168) |
a2(b1(a4(b2(b1(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (169) |
a2(b1(a4(b2(b5(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (170) |
a1(a0(b0(b0(b0(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (173) |
a1(a0(b0(b0(b4(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (174) |
a1(a0(b0(b4(b2(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (175) |
a1(a0(b0(b4(b6(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (176) |
a1(a0(b4(b2(b1(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (177) |
a1(a0(b4(b2(b5(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (178) |
a3(a1(a0(b0(b0(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b1(a0(b0(x1)))))))))) | (181) |
a3(a1(a0(b0(b4(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b1(a0(b4(x1)))))))))) | (182) |
a3(a1(a0(b4(b2(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b1(a4(b2(x1)))))))))) | (183) |
a3(a1(a0(b4(b6(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b1(a4(b6(x1)))))))))) | (184) |
a3(a1(a4(b2(b1(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b5(a2(b1(x1)))))))))) | (185) |
a3(a1(a4(b2(b5(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b5(a2(b5(x1)))))))))) | (186) |
[b0(x1)] | = |
|
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[b4(x1)] | = |
|
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[b2(x1)] | = |
|
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[b6(x1)] | = |
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[b1(x1)] | = |
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[b5(x1)] | = |
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[b3(x1)] | = |
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[b7(x1)] | = |
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[a0(x1)] | = |
|
||||||||
[a4(x1)] | = |
|
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[a2(x1)] | = |
|
||||||||
[a6(x1)] | = |
|
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[a1(x1)] | = |
|
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[a5(x1)] | = |
|
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[a3(x1)] | = |
|
b0(b0(b4(b6(b3(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (131) |
b0(b0(b4(b6(b7(x1))))) | → | b0(b4(b2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (132) |
b2(b1(a4(b6(b3(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (139) |
b2(b1(a4(b6(b7(x1))))) | → | b2(b5(a2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (140) |
b3(a1(a4(b6(b3(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (155) |
b3(a1(a4(b6(b7(x1))))) | → | b3(a5(a2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (156) |
a0(b0(b4(b6(b3(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (163) |
a0(b0(b4(b6(b7(x1))))) | → | a0(b4(b2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (164) |
a2(b1(a4(b6(b3(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (171) |
a2(b1(a4(b6(b7(x1))))) | → | a2(b5(a2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (172) |
a3(a1(a4(b6(b3(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (187) |
a3(a1(a4(b6(b7(x1))))) | → | a3(a5(a2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (188) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | b0(b0(b4(b6(b3(a1(a0(b0(x1)))))))) | (189) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | b0(b0(b4(b6(b3(a1(a0(b4(x1)))))))) | (190) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | b0(b0(b4(b6(b3(a1(a4(b2(x1)))))))) | (191) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | b0(b0(b4(b6(b3(a1(a4(b6(x1)))))))) | (192) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | b0(b0(b4(b6(b3(a5(a2(b1(x1)))))))) | (193) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | b0(b0(b4(b6(b3(a5(a2(b5(x1)))))))) | (194) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | b0(b0(b4(b6(b3(a5(a6(b3(x1)))))))) | (195) |
b0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | b0(b0(b4(b6(b3(a5(a6(b7(x1)))))))) | (196) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | b2(b1(a4(b6(b3(a1(a0(b0(x1)))))))) | (197) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | b2(b1(a4(b6(b3(a1(a0(b4(x1)))))))) | (198) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | b2(b1(a4(b6(b3(a1(a4(b2(x1)))))))) | (199) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | b2(b1(a4(b6(b3(a1(a4(b6(x1)))))))) | (200) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | b2(b1(a4(b6(b3(a5(a2(b1(x1)))))))) | (201) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | b2(b1(a4(b6(b3(a5(a2(b5(x1)))))))) | (202) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | b2(b1(a4(b6(b3(a5(a6(b3(x1)))))))) | (203) |
b2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | b2(b1(a4(b6(b3(a5(a6(b7(x1)))))))) | (204) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | b1(a0(b4(b6(b3(a1(a0(b0(x1)))))))) | (205) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | b1(a0(b4(b6(b3(a1(a0(b4(x1)))))))) | (206) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | b1(a0(b4(b6(b3(a1(a4(b2(x1)))))))) | (207) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | b1(a0(b4(b6(b3(a1(a4(b6(x1)))))))) | (208) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | b1(a0(b4(b6(b3(a5(a2(b1(x1)))))))) | (209) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | b1(a0(b4(b6(b3(a5(a2(b5(x1)))))))) | (210) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | b1(a0(b4(b6(b3(a5(a6(b3(x1)))))))) | (211) |
b1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | b1(a0(b4(b6(b3(a5(a6(b7(x1)))))))) | (212) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | b3(a1(a4(b6(b3(a1(a0(b0(x1)))))))) | (213) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | b3(a1(a4(b6(b3(a1(a0(b4(x1)))))))) | (214) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | b3(a1(a4(b6(b3(a1(a4(b2(x1)))))))) | (215) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | b3(a1(a4(b6(b3(a1(a4(b6(x1)))))))) | (216) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | b3(a1(a4(b6(b3(a5(a2(b1(x1)))))))) | (217) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | b3(a1(a4(b6(b3(a5(a2(b5(x1)))))))) | (218) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | b3(a1(a4(b6(b3(a5(a6(b3(x1)))))))) | (219) |
b3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | b3(a1(a4(b6(b3(a5(a6(b7(x1)))))))) | (220) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | a0(b0(b4(b6(b3(a1(a0(b0(x1)))))))) | (221) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | a0(b0(b4(b6(b3(a1(a0(b4(x1)))))))) | (222) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | a0(b0(b4(b6(b3(a1(a4(b2(x1)))))))) | (223) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | a0(b0(b4(b6(b3(a1(a4(b6(x1)))))))) | (224) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | a0(b0(b4(b6(b3(a5(a2(b1(x1)))))))) | (225) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | a0(b0(b4(b6(b3(a5(a2(b5(x1)))))))) | (226) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | a0(b0(b4(b6(b3(a5(a6(b3(x1)))))))) | (227) |
a0(b4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | a0(b0(b4(b6(b3(a5(a6(b7(x1)))))))) | (228) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | a2(b1(a4(b6(b3(a1(a0(b0(x1)))))))) | (229) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | a2(b1(a4(b6(b3(a1(a0(b4(x1)))))))) | (230) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | a2(b1(a4(b6(b3(a1(a4(b2(x1)))))))) | (231) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | a2(b1(a4(b6(b3(a1(a4(b6(x1)))))))) | (232) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | a2(b1(a4(b6(b3(a5(a2(b1(x1)))))))) | (233) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | a2(b1(a4(b6(b3(a5(a2(b5(x1)))))))) | (234) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | a2(b1(a4(b6(b3(a5(a6(b3(x1)))))))) | (235) |
a2(b5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | a2(b1(a4(b6(b3(a5(a6(b7(x1)))))))) | (236) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | a1(a0(b4(b6(b3(a1(a0(b0(x1)))))))) | (237) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | a1(a0(b4(b6(b3(a1(a0(b4(x1)))))))) | (238) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | a1(a0(b4(b6(b3(a1(a4(b2(x1)))))))) | (239) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | a1(a0(b4(b6(b3(a1(a4(b6(x1)))))))) | (240) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | a1(a0(b4(b6(b3(a5(a2(b1(x1)))))))) | (241) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | a1(a0(b4(b6(b3(a5(a2(b5(x1)))))))) | (242) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | a1(a0(b4(b6(b3(a5(a6(b3(x1)))))))) | (243) |
a1(a4(b2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | a1(a0(b4(b6(b3(a5(a6(b7(x1)))))))) | (244) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))))) | → | a3(a1(a4(b6(b3(a1(a0(b0(x1)))))))) | (245) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))))) | → | a3(a1(a4(b6(b3(a1(a0(b4(x1)))))))) | (246) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))))) | → | a3(a1(a4(b6(b3(a1(a4(b2(x1)))))))) | (247) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))))) | → | a3(a1(a4(b6(b3(a1(a4(b6(x1)))))))) | (248) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))))) | → | a3(a1(a4(b6(b3(a5(a2(b1(x1)))))))) | (249) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))))) | → | a3(a1(a4(b6(b3(a5(a2(b5(x1)))))))) | (250) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))))) | → | a3(a1(a4(b6(b3(a5(a6(b3(x1)))))))) | (251) |
a3(a5(a2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))))) | → | a3(a1(a4(b6(b3(a5(a6(b7(x1)))))))) | (252) |
[b0(x1)] | = |
x1 +
|
||||
[b4(x1)] | = |
x1 +
|
||||
[b2(x1)] | = |
x1 +
|
||||
[b6(x1)] | = |
x1 +
|
||||
[b1(x1)] | = |
x1 +
|
||||
[b5(x1)] | = |
x1 +
|
||||
[b3(x1)] | = |
x1 +
|
||||
[b7(x1)] | = |
x1 +
|
||||
[a0(x1)] | = |
x1 +
|
||||
[a4(x1)] | = |
x1 +
|
||||
[a2(x1)] | = |
x1 +
|
||||
[a6(x1)] | = |
x1 +
|
||||
[a1(x1)] | = |
x1 +
|
||||
[a5(x1)] | = |
x1 +
|
||||
[a3(x1)] | = |
x1 +
|
b2(b1(a4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (69) |
b2(b1(a4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (70) |
b2(b1(a4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (71) |
b2(b1(a4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (72) |
b2(b1(a4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (73) |
b2(b1(a4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (74) |
b2(b1(a4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (75) |
b2(b1(a4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | b2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (76) |
b3(a1(a4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (85) |
b3(a1(a4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (86) |
b3(a1(a4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (87) |
b3(a1(a4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (88) |
b3(a1(a4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (89) |
b3(a1(a4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (90) |
b3(a1(a4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (91) |
b3(a1(a4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | b3(a5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (92) |
a2(b1(a4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (101) |
a2(b1(a4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (102) |
a2(b1(a4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (103) |
a2(b1(a4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (104) |
a2(b1(a4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (105) |
a2(b1(a4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (106) |
a2(b1(a4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (107) |
a2(b1(a4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | a2(b5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (108) |
a3(a1(a4(b6(b7(a3(a1(a0(b0(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b1(a0(b0(x1)))))))))) | (117) |
a3(a1(a4(b6(b7(a3(a1(a0(b4(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b1(a0(b4(x1)))))))))) | (118) |
a3(a1(a4(b6(b7(a3(a1(a4(b2(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b1(a4(b2(x1)))))))))) | (119) |
a3(a1(a4(b6(b7(a3(a1(a4(b6(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b1(a4(b6(x1)))))))))) | (120) |
a3(a1(a4(b6(b7(a3(a5(a2(b1(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b5(a2(b1(x1)))))))))) | (121) |
a3(a1(a4(b6(b7(a3(a5(a2(b5(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b5(a2(b5(x1)))))))))) | (122) |
a3(a1(a4(b6(b7(a3(a5(a6(b3(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b5(a6(b3(x1)))))))))) | (123) |
a3(a1(a4(b6(b7(a3(a5(a6(b7(x1))))))))) | → | a3(a5(a6(b7(a3(a5(a2(b5(a6(b7(x1)))))))))) | (124) |
b1(a0(b4(b6(b3(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (147) |
b1(a0(b4(b6(b7(x1))))) | → | b1(a4(b2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (148) |
a1(a0(b4(b6(b3(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b5(a6(b3(x1)))))))))) | (179) |
a1(a0(b4(b6(b7(x1))))) | → | a1(a4(b2(b5(a2(b5(a2(b5(a6(b7(x1)))))))))) | (180) |
b0(b4(b6(b3(a1(a0(b0(x1))))))) | → | b0(b4(b6(b7(a3(a1(a0(b0(x1)))))))) | (253) |
b0(b4(b6(b3(a1(a0(b4(x1))))))) | → | b0(b4(b6(b7(a3(a1(a0(b4(x1)))))))) | (254) |
b0(b4(b6(b3(a1(a4(b2(x1))))))) | → | b0(b4(b6(b7(a3(a1(a4(b2(x1)))))))) | (255) |
b0(b4(b6(b3(a1(a4(b6(x1))))))) | → | b0(b4(b6(b7(a3(a1(a4(b6(x1)))))))) | (256) |
b0(b4(b6(b3(a5(a2(b1(x1))))))) | → | b0(b4(b6(b7(a3(a5(a2(b1(x1)))))))) | (257) |
b0(b4(b6(b3(a5(a2(b5(x1))))))) | → | b0(b4(b6(b7(a3(a5(a2(b5(x1)))))))) | (258) |
b0(b4(b6(b3(a5(a6(b3(x1))))))) | → | b0(b4(b6(b7(a3(a5(a6(b3(x1)))))))) | (259) |
b0(b4(b6(b3(a5(a6(b7(x1))))))) | → | b0(b4(b6(b7(a3(a5(a6(b7(x1)))))))) | (260) |
b2(b5(a6(b3(a1(a0(b0(x1))))))) | → | b2(b5(a6(b7(a3(a1(a0(b0(x1)))))))) | (261) |
b2(b5(a6(b3(a1(a0(b4(x1))))))) | → | b2(b5(a6(b7(a3(a1(a0(b4(x1)))))))) | (262) |
b2(b5(a6(b3(a1(a4(b2(x1))))))) | → | b2(b5(a6(b7(a3(a1(a4(b2(x1)))))))) | (263) |
b2(b5(a6(b3(a1(a4(b6(x1))))))) | → | b2(b5(a6(b7(a3(a1(a4(b6(x1)))))))) | (264) |
b2(b5(a6(b3(a5(a2(b1(x1))))))) | → | b2(b5(a6(b7(a3(a5(a2(b1(x1)))))))) | (265) |
b2(b5(a6(b3(a5(a2(b5(x1))))))) | → | b2(b5(a6(b7(a3(a5(a2(b5(x1)))))))) | (266) |
b2(b5(a6(b3(a5(a6(b3(x1))))))) | → | b2(b5(a6(b7(a3(a5(a6(b3(x1)))))))) | (267) |
b2(b5(a6(b3(a5(a6(b7(x1))))))) | → | b2(b5(a6(b7(a3(a5(a6(b7(x1)))))))) | (268) |
b1(a4(b6(b3(a1(a0(b0(x1))))))) | → | b1(a4(b6(b7(a3(a1(a0(b0(x1)))))))) | (269) |
b1(a4(b6(b3(a1(a0(b4(x1))))))) | → | b1(a4(b6(b7(a3(a1(a0(b4(x1)))))))) | (270) |
b1(a4(b6(b3(a1(a4(b2(x1))))))) | → | b1(a4(b6(b7(a3(a1(a4(b2(x1)))))))) | (271) |
b1(a4(b6(b3(a1(a4(b6(x1))))))) | → | b1(a4(b6(b7(a3(a1(a4(b6(x1)))))))) | (272) |
b1(a4(b6(b3(a5(a2(b1(x1))))))) | → | b1(a4(b6(b7(a3(a5(a2(b1(x1)))))))) | (273) |
b1(a4(b6(b3(a5(a2(b5(x1))))))) | → | b1(a4(b6(b7(a3(a5(a2(b5(x1)))))))) | (274) |
b1(a4(b6(b3(a5(a6(b3(x1))))))) | → | b1(a4(b6(b7(a3(a5(a6(b3(x1)))))))) | (275) |
b1(a4(b6(b3(a5(a6(b7(x1))))))) | → | b1(a4(b6(b7(a3(a5(a6(b7(x1)))))))) | (276) |
b3(a5(a6(b3(a1(a0(b0(x1))))))) | → | b3(a5(a6(b7(a3(a1(a0(b0(x1)))))))) | (277) |
b3(a5(a6(b3(a1(a0(b4(x1))))))) | → | b3(a5(a6(b7(a3(a1(a0(b4(x1)))))))) | (278) |
b3(a5(a6(b3(a1(a4(b2(x1))))))) | → | b3(a5(a6(b7(a3(a1(a4(b2(x1)))))))) | (279) |
b3(a5(a6(b3(a1(a4(b6(x1))))))) | → | b3(a5(a6(b7(a3(a1(a4(b6(x1)))))))) | (280) |
b3(a5(a6(b3(a5(a2(b1(x1))))))) | → | b3(a5(a6(b7(a3(a5(a2(b1(x1)))))))) | (281) |
b3(a5(a6(b3(a5(a2(b5(x1))))))) | → | b3(a5(a6(b7(a3(a5(a2(b5(x1)))))))) | (282) |
b3(a5(a6(b3(a5(a6(b3(x1))))))) | → | b3(a5(a6(b7(a3(a5(a6(b3(x1)))))))) | (283) |
b3(a5(a6(b3(a5(a6(b7(x1))))))) | → | b3(a5(a6(b7(a3(a5(a6(b7(x1)))))))) | (284) |
a0(b4(b6(b3(a1(a0(b0(x1))))))) | → | a0(b4(b6(b7(a3(a1(a0(b0(x1)))))))) | (285) |
a0(b4(b6(b3(a1(a0(b4(x1))))))) | → | a0(b4(b6(b7(a3(a1(a0(b4(x1)))))))) | (286) |
a0(b4(b6(b3(a1(a4(b2(x1))))))) | → | a0(b4(b6(b7(a3(a1(a4(b2(x1)))))))) | (287) |
a0(b4(b6(b3(a1(a4(b6(x1))))))) | → | a0(b4(b6(b7(a3(a1(a4(b6(x1)))))))) | (288) |
a0(b4(b6(b3(a5(a2(b1(x1))))))) | → | a0(b4(b6(b7(a3(a5(a2(b1(x1)))))))) | (289) |
a0(b4(b6(b3(a5(a2(b5(x1))))))) | → | a0(b4(b6(b7(a3(a5(a2(b5(x1)))))))) | (290) |
a0(b4(b6(b3(a5(a6(b3(x1))))))) | → | a0(b4(b6(b7(a3(a5(a6(b3(x1)))))))) | (291) |
a0(b4(b6(b3(a5(a6(b7(x1))))))) | → | a0(b4(b6(b7(a3(a5(a6(b7(x1)))))))) | (292) |
a2(b5(a6(b3(a1(a0(b0(x1))))))) | → | a2(b5(a6(b7(a3(a1(a0(b0(x1)))))))) | (293) |
a2(b5(a6(b3(a1(a0(b4(x1))))))) | → | a2(b5(a6(b7(a3(a1(a0(b4(x1)))))))) | (294) |
a2(b5(a6(b3(a1(a4(b2(x1))))))) | → | a2(b5(a6(b7(a3(a1(a4(b2(x1)))))))) | (295) |
a2(b5(a6(b3(a1(a4(b6(x1))))))) | → | a2(b5(a6(b7(a3(a1(a4(b6(x1)))))))) | (296) |
a2(b5(a6(b3(a5(a2(b1(x1))))))) | → | a2(b5(a6(b7(a3(a5(a2(b1(x1)))))))) | (297) |
a2(b5(a6(b3(a5(a2(b5(x1))))))) | → | a2(b5(a6(b7(a3(a5(a2(b5(x1)))))))) | (298) |
a2(b5(a6(b3(a5(a6(b3(x1))))))) | → | a2(b5(a6(b7(a3(a5(a6(b3(x1)))))))) | (299) |
a2(b5(a6(b3(a5(a6(b7(x1))))))) | → | a2(b5(a6(b7(a3(a5(a6(b7(x1)))))))) | (300) |
a1(a4(b6(b3(a1(a0(b0(x1))))))) | → | a1(a4(b6(b7(a3(a1(a0(b0(x1)))))))) | (301) |
a1(a4(b6(b3(a1(a0(b4(x1))))))) | → | a1(a4(b6(b7(a3(a1(a0(b4(x1)))))))) | (302) |
a1(a4(b6(b3(a1(a4(b2(x1))))))) | → | a1(a4(b6(b7(a3(a1(a4(b2(x1)))))))) | (303) |
a1(a4(b6(b3(a1(a4(b6(x1))))))) | → | a1(a4(b6(b7(a3(a1(a4(b6(x1)))))))) | (304) |
a1(a4(b6(b3(a5(a2(b1(x1))))))) | → | a1(a4(b6(b7(a3(a5(a2(b1(x1)))))))) | (305) |
a1(a4(b6(b3(a5(a2(b5(x1))))))) | → | a1(a4(b6(b7(a3(a5(a2(b5(x1)))))))) | (306) |
a1(a4(b6(b3(a5(a6(b3(x1))))))) | → | a1(a4(b6(b7(a3(a5(a6(b3(x1)))))))) | (307) |
a1(a4(b6(b3(a5(a6(b7(x1))))))) | → | a1(a4(b6(b7(a3(a5(a6(b7(x1)))))))) | (308) |
a3(a5(a6(b3(a1(a0(b0(x1))))))) | → | a3(a5(a6(b7(a3(a1(a0(b0(x1)))))))) | (309) |
a3(a5(a6(b3(a1(a0(b4(x1))))))) | → | a3(a5(a6(b7(a3(a1(a0(b4(x1)))))))) | (310) |
a3(a5(a6(b3(a1(a4(b2(x1))))))) | → | a3(a5(a6(b7(a3(a1(a4(b2(x1)))))))) | (311) |
a3(a5(a6(b3(a1(a4(b6(x1))))))) | → | a3(a5(a6(b7(a3(a1(a4(b6(x1)))))))) | (312) |
a3(a5(a6(b3(a5(a2(b1(x1))))))) | → | a3(a5(a6(b7(a3(a5(a2(b1(x1)))))))) | (313) |
a3(a5(a6(b3(a5(a2(b5(x1))))))) | → | a3(a5(a6(b7(a3(a5(a2(b5(x1)))))))) | (314) |
a3(a5(a6(b3(a5(a6(b3(x1))))))) | → | a3(a5(a6(b7(a3(a5(a6(b3(x1)))))))) | (315) |
a3(a5(a6(b3(a5(a6(b7(x1))))))) | → | a3(a5(a6(b7(a3(a5(a6(b7(x1)))))))) | (316) |
There are no rules in the TRS. Hence, it is terminating.