The rewrite relation of the following TRS is considered.
0(1(2(3(4(5(1(x1))))))) | → | 1(2(3(4(5(1(1(0(1(2(3(4(5(0(1(2(3(4(5(x1))))))))))))))))))) | (1) |
0(1(2(3(4(5(1(x1))))))) | → | 1(2(3(4(5(1(1(0(1(2(3(4(5(0(1(2(3(4(5(0(1(2(3(4(5(x1))))))))))))))))))))))))) | (2) |
final states:
{7}
transitions:
205 | → | 86 |
205 | → | 74 |
81 | → | 34 |
81 | → | 40 |
87 | → | 69 |
80 | → | 88 |
80 | → | 180 |
181 | → | 161 |
41 | → | 54 |
57 | → | 29 |
213 | → | 187 |
185 | → | 167 |
55 | → | 29 |
107 | → | 40 |
49 | → | 35 |
40 | → | 48 |
40 | → | 112 |
135 | → | 69 |
179 | → | 68 |
178 | → | 186 |
207 | → | 193 |
172 | → | 184 |
204 | → | 212 |
106 | → | 136 |
106 | → | 160 |
100 | → | 134 |
7 | → | 28 |
113 | → | 63 |
137 | → | 63 |
46 | → | 56 |
46 | → | 62 |
198 | → | 206 |
47 | → | 7 |
47 | → | 34 |
74 | → | 86 |
41(29) | → | 30 |
41(35) | → | 36 |
41(43) | → | 44 |
52(88) | → | 89 |
52(134) | → | 135 |
52(62) | → | 63 |
52(102) | → | 103 |
52(86) | → | 87 |
52(76) | → | 77 |
52(68) | → | 69 |
52(112) | → | 113 |
52(136) | → | 137 |
52(94) | → | 95 |
22(79) | → | 80 |
22(71) | → | 72 |
22(65) | → | 66 |
22(97) | → | 98 |
22(105) | → | 106 |
22(91) | → | 92 |
12(74) | → | 75 |
12(101) | → | 102 |
12(75) | → | 76 |
12(72) | → | 73 |
12(92) | → | 93 |
12(80) | → | 81 |
12(66) | → | 67 |
12(100) | → | 101 |
12(106) | → | 107 |
12(98) | → | 99 |
43(187) | → | 188 |
43(201) | → | 202 |
43(175) | → | 176 |
43(193) | → | 194 |
43(161) | → | 162 |
43(167) | → | 168 |
01(39) | → | 40 |
01(33) | → | 34 |
40(7) | → | 7 |
53(206) | → | 207 |
53(166) | → | 167 |
53(184) | → | 185 |
53(160) | → | 161 |
53(200) | → | 201 |
53(180) | → | 181 |
53(192) | → | 193 |
53(212) | → | 213 |
53(174) | → | 175 |
53(186) | → | 187 |
33(188) | → | 189 |
33(176) | → | 177 |
33(162) | → | 163 |
33(168) | → | 169 |
33(194) | → | 195 |
33(202) | → | 203 |
50(7) | → | 7 |
02(67) | → | 68 |
02(73) | → | 74 |
02(99) | → | 100 |
02(93) | → | 94 |
23(195) | → | 196 |
23(163) | → | 164 |
23(177) | → | 178 |
23(189) | → | 190 |
23(203) | → | 204 |
23(169) | → | 170 |
30(7) | → | 7 |
11(46) | → | 47 |
11(41) | → | 42 |
11(40) | → | 41 |
11(32) | → | 33 |
11(38) | → | 39 |
21(31) | → | 32 |
21(45) | → | 46 |
21(37) | → | 38 |
10(7) | → | 7 |
20(7) | → | 7 |
51(34) | → | 35 |
51(48) | → | 49 |
51(56) | → | 57 |
51(54) | → | 55 |
51(28) | → | 29 |
51(42) | → | 43 |
13(196) | → | 197 |
13(170) | → | 171 |
13(173) | → | 174 |
13(199) | → | 200 |
13(198) | → | 199 |
13(172) | → | 173 |
13(190) | → | 191 |
13(204) | → | 205 |
13(164) | → | 165 |
13(178) | → | 179 |
31(36) | → | 37 |
31(44) | → | 45 |
31(30) | → | 31 |
42(63) | → | 64 |
42(89) | → | 90 |
42(77) | → | 78 |
42(103) | → | 104 |
42(69) | → | 70 |
42(95) | → | 96 |
03(165) | → | 166 |
03(197) | → | 198 |
03(191) | → | 192 |
03(171) | → | 172 |
00(7) | → | 7 |
32(70) | → | 71 |
32(64) | → | 65 |
32(78) | → | 79 |
32(104) | → | 105 |
32(90) | → | 91 |
32(96) | → | 97 |