/export/starexec/sandbox/solver/bin/starexec_run_its /export/starexec/sandbox/benchmark/theBenchmark.koat /export/starexec/sandbox/output/output_files -------------------------------------------------------------------------------- MAYBE WARNING: Excluded non-linear constraints:[A*E+F>=A*C+D+1] WARNING: Excluded non-linear constraints:[A*E+F>=A*C+D+1] WARNING: Excluded non-linear constraints:[A*C+D>=A*E+F] WARNING: Excluded non-linear constraints:[A*E+F>=A*C+D+1] Preprocessing Cost Relations ===================================== #### Computed strongly connected components 0. recursive : [f29/8] 1. recursive : [f26/8,f29_loop_cont/9] 2. non_recursive : [exit_location/1] 3. recursive : [f41/10,f44/10] 4. recursive : [f38/10,f41_loop_cont/11] 5. recursive : [f62/10,f65/10] 6. recursive : [f59/12,f62_loop_cont/13] 7. recursive : [f56/14,f59_loop_cont/15] 8. recursive : [f83/10,f86/10] 9. recursive : [f80/12,f83_loop_cont/13] 10. recursive : [f77/14,f80_loop_cont/15] 11. recursive : [f113/12,f117/12] 12. recursive : [f110/13,f113_loop_cont/14] 13. recursive : [f107/14,f110_loop_cont/15] 14. recursive : [f104/16,f107_loop_cont/17] 15. recursive : [f101/18,f104_loop_cont/19] 16. recursive : [f101_loop_cont/23,f98/22] 17. non_recursive : [f146/24] 18. non_recursive : [f137/24] 19. non_recursive : [f136/24] 20. non_recursive : [f135/24] 21. non_recursive : [f98_loop_cont/25] 22. non_recursive : [f77_loop_cont/25] 23. non_recursive : [f56_loop_cont/25] 24. non_recursive : [f38_loop_cont/25] 25. non_recursive : [f26_loop_cont/25] 26. non_recursive : [f0/24] #### Obtained direct recursion through partial evaluation 0. SCC is partially evaluated into f29/8 1. SCC is partially evaluated into f26/8 2. SCC is completely evaluated into other SCCs 3. SCC is partially evaluated into f41/10 4. SCC is partially evaluated into f38/10 5. SCC is partially evaluated into f62/10 6. SCC is partially evaluated into f59/12 7. SCC is partially evaluated into f56/14 8. SCC is partially evaluated into f83/10 9. SCC is partially evaluated into f80/12 10. SCC is partially evaluated into f77/14 11. SCC is partially evaluated into f113/12 12. SCC is partially evaluated into f110/13 13. SCC is partially evaluated into f107/14 14. SCC is partially evaluated into f104/16 15. SCC is partially evaluated into f101/18 16. SCC is partially evaluated into f98/22 17. SCC is completely evaluated into other SCCs 18. SCC is partially evaluated into f137/24 19. SCC is partially evaluated into f136/24 20. SCC is partially evaluated into f135/24 21. SCC is partially evaluated into f98_loop_cont/25 22. SCC is partially evaluated into f77_loop_cont/25 23. SCC is partially evaluated into f56_loop_cont/25 24. SCC is partially evaluated into f38_loop_cont/25 25. SCC is partially evaluated into f26_loop_cont/25 26. SCC is partially evaluated into f0/24 Control-Flow Refinement of Cost Relations ===================================== ### Specialization of cost equations f29/8 * CE 9 is refined into CE [100] * CE 10 is refined into CE [101] * CE 8 is refined into CE [102] ### Cost equations --> "Loop" of f29/8 * CEs [102] --> Loop 100 * CEs [100] --> Loop 101 * CEs [101] --> Loop 102 ### Ranking functions of CR f29(D,H,I,J,Z,A1,B1,C1) * RF of phase [100]: [D-I] #### Partial ranking functions of CR f29(D,H,I,J,Z,A1,B1,C1) * Partial RF of phase [100]: - RF of loop [100:1]: D-I ### Specialization of cost equations f26/8 * CE 4 is refined into CE [103] * CE 2 is refined into CE [104,105] * CE 5 is refined into CE [106] * CE 3 is refined into CE [107,108] ### Cost equations --> "Loop" of f26/8 * CEs [108] --> Loop 103 * CEs [107] --> Loop 104 * CEs [103] --> Loop 105 * CEs [104] --> Loop 106 * CEs [105] --> Loop 107 * CEs [106] --> Loop 108 ### Ranking functions of CR f26(D,H,I,J,Z,A1,B1,C1) * RF of phase [103]: [D-H] #### Partial ranking functions of CR f26(D,H,I,J,Z,A1,B1,C1) * Partial RF of phase [103]: - RF of loop [103:1]: D-H ### Specialization of cost equations f41/10 * CE 22 is refined into CE [109] * CE 23 is refined into CE [110] * CE 19 is refined into CE [111] * CE 20 is refined into CE [112] * CE 17 is refined into CE [113] * CE 18 is refined into CE [114] * CE 21 is refined into CE [115] ### Cost equations --> "Loop" of f41/10 * CEs [111] --> Loop 109 * CEs [113] --> Loop 110 * CEs [112] --> Loop 111 * CEs [114] --> Loop 112 * CEs [115] --> Loop 113 * CEs [109] --> Loop 114 * CEs [110] --> Loop 115 ### Ranking functions of CR f41(D,E,H,I,K,Z,A1,B1,C1,D1) * RF of phase [109]: [D-I] * RF of phase [113]: [D-I] #### Partial ranking functions of CR f41(D,E,H,I,K,Z,A1,B1,C1,D1) * Partial RF of phase [109]: - RF of loop [109:1]: D-I * Partial RF of phase [113]: - RF of loop [113:1]: D-I ### Specialization of cost equations f38/10 * CE 13 is refined into CE [116] * CE 11 is refined into CE [117,118,119,120,121,122,123,124,125] * CE 14 is refined into CE [126] * CE 12 is refined into CE [127,128,129,130,131,132,133,134,135,136,137,138,139] ### Cost equations --> "Loop" of f38/10 * CEs [139] --> Loop 116 * CEs [138] --> Loop 117 * CEs [134] --> Loop 118 * CEs [137] --> Loop 119 * CEs [136] --> Loop 120 * CEs [133] --> Loop 121 * CEs [132] --> Loop 122 * CEs [131] --> Loop 123 * CEs [130] --> Loop 124 * CEs [129] --> Loop 125 * CEs [128] --> Loop 126 * CEs [135] --> Loop 127 * CEs [127] --> Loop 128 * CEs [116] --> Loop 129 * CEs [125] --> Loop 130 * CEs [124] --> Loop 131 * CEs [123] --> Loop 132 * CEs [122] --> Loop 133 * CEs [121] --> Loop 134 * CEs [120] --> Loop 135 * CEs [119] --> Loop 136 * CEs [118] --> Loop 137 * CEs [126] --> Loop 138 * CEs [117] --> Loop 139 ### Ranking functions of CR f38(D,E,H,I,K,Z,A1,B1,C1,D1) * RF of phase [116]: [D-H,-H] * RF of phase [117]: [D-H] * RF of phase [124]: [D-H,-H+I] #### Partial ranking functions of CR f38(D,E,H,I,K,Z,A1,B1,C1,D1) * Partial RF of phase [116]: - RF of loop [116:1]: D-H -H * Partial RF of phase [117]: - RF of loop [117:1]: D-H * Partial RF of phase [124]: - RF of loop [124:1]: D-H -H+I ### Specialization of cost equations f62/10 * CE 45 is refined into CE [140] * CE 46 is refined into CE [141] * CE 42 is refined into CE [142] * CE 43 is refined into CE [143] * CE 40 is refined into CE [144] * CE 41 is refined into CE [145] * CE 44 is refined into CE [146] ### Cost equations --> "Loop" of f62/10 * CEs [142] --> Loop 140 * CEs [143] --> Loop 141 * CEs [144] --> Loop 142 * CEs [145] --> Loop 143 * CEs [146] --> Loop 144 * CEs [140] --> Loop 145 * CEs [141] --> Loop 146 ### Ranking functions of CR f62(A,D,L,M,N,Z,A1,B1,C1,D1) * RF of phase [140]: [D-M] * RF of phase [144]: [D-M] #### Partial ranking functions of CR f62(A,D,L,M,N,Z,A1,B1,C1,D1) * Partial RF of phase [140]: - RF of loop [140:1]: D-M * Partial RF of phase [144]: - RF of loop [144:1]: D-M ### Specialization of cost equations f59/12 * CE 32 is refined into CE [147] * CE 30 is refined into CE [148,149,150,151,152,153,154,155,156] * CE 33 is refined into CE [157] * CE 31 is refined into CE [158,159,160,161,162,163,164,165,166,167,168,169] ### Cost equations --> "Loop" of f59/12 * CEs [169] --> Loop 147 * CEs [168] --> Loop 148 * CEs [167] --> Loop 149 * CEs [166] --> Loop 150 * CEs [165] --> Loop 151 * CEs [163] --> Loop 152 * CEs [162] --> Loop 153 * CEs [161] --> Loop 154 * CEs [160] --> Loop 155 * CEs [164] --> Loop 156 * CEs [159] --> Loop 157 * CEs [158] --> Loop 158 * CEs [147] --> Loop 159 * CEs [156] --> Loop 160 * CEs [157] --> Loop 161 * CEs [155] --> Loop 162 * CEs [154] --> Loop 163 * CEs [153] --> Loop 164 * CEs [152] --> Loop 165 * CEs [151] --> Loop 166 * CEs [150] --> Loop 167 * CEs [149] --> Loop 168 * CEs [148] --> Loop 169 ### Ranking functions of CR f59(A,D,H,L,M,N,Z,A1,B1,C1,D1,E1) * RF of phase [147]: [D-L-1] * RF of phase [158]: [D-L-1] #### Partial ranking functions of CR f59(A,D,H,L,M,N,Z,A1,B1,C1,D1,E1) * Partial RF of phase [147]: - RF of loop [147:1]: D-L-1 * Partial RF of phase [158]: - RF of loop [158:1]: D-L-1 ### Specialization of cost equations f56/14 * CE 26 is refined into CE [170] * CE 24 is refined into CE [171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186] * CE 27 is refined into CE [187] * CE 25 is refined into CE [188,189,190,191,192,193,194,195,196,197,198,199,200,201,202] ### Cost equations --> "Loop" of f56/14 * CEs [202] --> Loop 170 * CEs [201] --> Loop 171 * CEs [196] --> Loop 172 * CEs [200] --> Loop 173 * CEs [199] --> Loop 174 * CEs [198] --> Loop 175 * CEs [195] --> Loop 176 * CEs [194] --> Loop 177 * CEs [193] --> Loop 178 * CEs [192] --> Loop 179 * CEs [191] --> Loop 180 * CEs [190] --> Loop 181 * CEs [197] --> Loop 182 * CEs [189] --> Loop 183 * CEs [188] --> Loop 184 * CEs [170] --> Loop 185 * CEs [185] --> Loop 186 * CEs [186] --> Loop 187 * CEs [184] --> Loop 188 * CEs [183] --> Loop 189 * CEs [182] --> Loop 190 * CEs [181] --> Loop 191 * CEs [179] --> Loop 192 * CEs [178] --> Loop 193 * CEs [177] --> Loop 194 * CEs [176] --> Loop 195 * CEs [175] --> Loop 196 * CEs [187] --> Loop 197 * CEs [174] --> Loop 198 * CEs [180] --> Loop 199 * CEs [173] --> Loop 200 * CEs [172] --> Loop 201 * CEs [171] --> Loop 202 ### Ranking functions of CR f56(A,D,H,I,L,M,N,Z,A1,B1,C1,D1,E1,F1) * RF of phase [170]: [D-H,-H+1] * RF of phase [171]: [D-H] * RF of phase [184]: [D-H,-H+L+1,-H+M] #### Partial ranking functions of CR f56(A,D,H,I,L,M,N,Z,A1,B1,C1,D1,E1,F1) * Partial RF of phase [170]: - RF of loop [170:1]: D-H -H+1 * Partial RF of phase [171]: - RF of loop [171:1]: D-H * Partial RF of phase [184]: - RF of loop [184:1]: D-H -H+L+1 -H+M ### Specialization of cost equations f83/10 * CE 65 is refined into CE [203] * CE 66 is refined into CE [204] * CE 62 is refined into CE [205] * CE 63 is refined into CE [206] * CE 60 is refined into CE [207] * CE 61 is refined into CE [208] * CE 64 is refined into CE [209] ### Cost equations --> "Loop" of f83/10 * CEs [205] --> Loop 203 * CEs [206] --> Loop 204 * CEs [207] --> Loop 205 * CEs [208] --> Loop 206 * CEs [209] --> Loop 207 * CEs [203] --> Loop 208 * CEs [204] --> Loop 209 ### Ranking functions of CR f83(B,D,O,P,Q,Z,A1,B1,C1,D1) * RF of phase [203]: [D-P] * RF of phase [207]: [D-P] #### Partial ranking functions of CR f83(B,D,O,P,Q,Z,A1,B1,C1,D1) * Partial RF of phase [203]: - RF of loop [203:1]: D-P * Partial RF of phase [207]: - RF of loop [207:1]: D-P ### Specialization of cost equations f80/12 * CE 49 is refined into CE [210] * CE 47 is refined into CE [211,212,213,214,215,216,217,218,219] * CE 50 is refined into CE [220] * CE 48 is refined into CE [221,222,223,224,225,226,227,228,229,230,231,232] ### Cost equations --> "Loop" of f80/12 * CEs [232] --> Loop 210 * CEs [231] --> Loop 211 * CEs [230] --> Loop 212 * CEs [229] --> Loop 213 * CEs [228] --> Loop 214 * CEs [226] --> Loop 215 * CEs [225] --> Loop 216 * CEs [224] --> Loop 217 * CEs [223] --> Loop 218 * CEs [227] --> Loop 219 * CEs [222] --> Loop 220 * CEs [221] --> Loop 221 * CEs [210] --> Loop 222 * CEs [219] --> Loop 223 * CEs [220] --> Loop 224 * CEs [218] --> Loop 225 * CEs [217] --> Loop 226 * CEs [216] --> Loop 227 * CEs [215] --> Loop 228 * CEs [214] --> Loop 229 * CEs [213] --> Loop 230 * CEs [212] --> Loop 231 * CEs [211] --> Loop 232 ### Ranking functions of CR f80(B,D,I,O,P,Q,Z,A1,B1,C1,D1,E1) * RF of phase [210]: [D-O-1] * RF of phase [221]: [D-O-1] #### Partial ranking functions of CR f80(B,D,I,O,P,Q,Z,A1,B1,C1,D1,E1) * Partial RF of phase [210]: - RF of loop [210:1]: D-O-1 * Partial RF of phase [221]: - RF of loop [221:1]: D-O-1 ### Specialization of cost equations f77/14 * CE 36 is refined into CE [233] * CE 34 is refined into CE [234,235,236,237,238,239,240,241,242,243,244,245,246,247,248,249] * CE 37 is refined into CE [250] * CE 35 is refined into CE [251,252,253,254,255,256,257,258,259,260,261,262,263,264,265] ### Cost equations --> "Loop" of f77/14 * CEs [265] --> Loop 233 * CEs [264] --> Loop 234 * CEs [259] --> Loop 235 * CEs [263] --> Loop 236 * CEs [262] --> Loop 237 * CEs [261] --> Loop 238 * CEs [258] --> Loop 239 * CEs [257] --> Loop 240 * CEs [256] --> Loop 241 * CEs [255] --> Loop 242 * CEs [254] --> Loop 243 * CEs [253] --> Loop 244 * CEs [260] --> Loop 245 * CEs [252] --> Loop 246 * CEs [251] --> Loop 247 * CEs [233] --> Loop 248 * CEs [248] --> Loop 249 * CEs [249] --> Loop 250 * CEs [247] --> Loop 251 * CEs [246] --> Loop 252 * CEs [245] --> Loop 253 * CEs [244] --> Loop 254 * CEs [242] --> Loop 255 * CEs [241] --> Loop 256 * CEs [240] --> Loop 257 * CEs [239] --> Loop 258 * CEs [238] --> Loop 259 * CEs [250] --> Loop 260 * CEs [237] --> Loop 261 * CEs [243] --> Loop 262 * CEs [236] --> Loop 263 * CEs [235] --> Loop 264 * CEs [234] --> Loop 265 ### Ranking functions of CR f77(B,D,H,I,O,P,Q,Z,A1,B1,C1,D1,E1,F1) * RF of phase [233]: [D-I,-I+1] * RF of phase [234]: [D-I] * RF of phase [247]: [D-I,-I+O+1,-I+P] #### Partial ranking functions of CR f77(B,D,H,I,O,P,Q,Z,A1,B1,C1,D1,E1,F1) * Partial RF of phase [233]: - RF of loop [233:1]: D-I -I+1 * Partial RF of phase [234]: - RF of loop [234:1]: D-I * Partial RF of phase [247]: - RF of loop [247:1]: D-I -I+O+1 -I+P ### Specialization of cost equations f113/12 * CE 99 is refined into CE [266] * CE 98 is refined into CE [267] * CE 96 is refined into CE [268] * CE 94 is refined into CE [269] * CE 95 is refined into CE [270] * CE 92 is refined into CE [271] * CE 93 is refined into CE [272] * CE 97 is refined into CE [273] ### Cost equations --> "Loop" of f113/12 * CEs [268] --> Loop 266 * CEs [269] --> Loop 267 * CEs [270] --> Loop 268 * CEs [271] --> Loop 269 * CEs [272] --> Loop 270 * CEs [273] --> Loop 271 * CEs [266] --> Loop 272 * CEs [267] --> Loop 273 ### Ranking functions of CR f113(C,F,R,S,T,U,V,Z,A1,B1,C1,D1) * RF of phase [266,267,268,269,270,271]: [-U+3] #### Partial ranking functions of CR f113(C,F,R,S,T,U,V,Z,A1,B1,C1,D1) * Partial RF of phase [266,267,268,269,270,271]: - RF of loop [266:1,267:1,268:1,269:1,270:1,271:1]: -U+3 - RF of loop [268:1]: -F/2 depends on loops [267:1,269:1] - RF of loop [269:1]: F depends on loops [268:1,270:1] - RF of loop [270:1]: -F depends on loops [267:1,269:1] ### Specialization of cost equations f110/13 * CE 90 is refined into CE [274] * CE 88 is refined into CE [275,276] * CE 91 is refined into CE [277] * CE 89 is refined into CE [278] ### Cost equations --> "Loop" of f110/13 * CEs [278] --> Loop 274 * CEs [274] --> Loop 275 * CEs [275,276] --> Loop 276 * CEs [277] --> Loop 277 ### Ranking functions of CR f110(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1) * RF of phase [274]: [-T+3] #### Partial ranking functions of CR f110(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1) * Partial RF of phase [274]: - RF of loop [274:1]: -T+3 ### Specialization of cost equations f107/14 * CE 83 is refined into CE [279] * CE 81 is refined into CE [280,281,282] * CE 84 is refined into CE [283] * CE 82 is refined into CE [284] ### Cost equations --> "Loop" of f107/14 * CEs [284] --> Loop 278 * CEs [279] --> Loop 279 * CEs [280,281,282] --> Loop 280 * CEs [283] --> Loop 281 ### Ranking functions of CR f107(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1) * RF of phase [278]: [-S+3] #### Partial ranking functions of CR f107(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1) * Partial RF of phase [278]: - RF of loop [278:1]: -S+3 ### Specialization of cost equations f104/16 * CE 76 is refined into CE [285] * CE 74 is refined into CE [286,287,288] * CE 77 is refined into CE [289] * CE 75 is refined into CE [290] ### Cost equations --> "Loop" of f104/16 * CEs [290] --> Loop 282 * CEs [285] --> Loop 283 * CEs [286,287,288] --> Loop 284 * CEs [289] --> Loop 285 ### Ranking functions of CR f104(C,F,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1) * RF of phase [282]: [-R+3] #### Partial ranking functions of CR f104(C,F,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1) * Partial RF of phase [282]: - RF of loop [282:1]: -R+3 ### Specialization of cost equations f101/18 * CE 69 is refined into CE [291] * CE 67 is refined into CE [292,293,294] * CE 70 is refined into CE [295] * CE 68 is refined into CE [296] ### Cost equations --> "Loop" of f101/18 * CEs [296] --> Loop 286 * CEs [291] --> Loop 287 * CEs [292,293,294] --> Loop 288 * CEs [295] --> Loop 289 ### Ranking functions of CR f101(C,F,H,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1,H1) * RF of phase [286]: [-I+3] #### Partial ranking functions of CR f101(C,F,H,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1,H1) * Partial RF of phase [286]: - RF of loop [286:1]: -I+3 ### Specialization of cost equations f98/22 * CE 54 is refined into CE [297] * CE 53 is refined into CE [298] * CE 51 is refined into CE [299,300,301] * CE 56 is refined into CE [302] * CE 55 is refined into CE [303] * CE 52 is refined into CE [304] ### Cost equations --> "Loop" of f98/22 * CEs [304] --> Loop 290 * CEs [297] --> Loop 291 * CEs [298] --> Loop 292 * CEs [299,300,301] --> Loop 293 * CEs [302] --> Loop 294 * CEs [303] --> Loop 295 ### Ranking functions of CR f98(C,E,F,H,I,R,S,T,U,V,W,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1) * RF of phase [290]: [-H+3] #### Partial ranking functions of CR f98(C,E,F,H,I,R,S,T,U,V,W,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1) * Partial RF of phase [290]: - RF of loop [290:1]: -H+3 ### Specialization of cost equations f137/24 * CE 86 is refined into CE [305] * CE 85 is refined into CE [306] * CE 87 is refined into CE [307] ### Cost equations --> "Loop" of f137/24 * CEs [305] --> Loop 296 * CEs [306] --> Loop 297 * CEs [307] --> Loop 298 ### Ranking functions of CR f137(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) #### Partial ranking functions of CR f137(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) ### Specialization of cost equations f136/24 * CE 79 is refined into CE [308,309,310] * CE 78 is refined into CE [311,312,313] * CE 80 is refined into CE [314] ### Cost equations --> "Loop" of f136/24 * CEs [310] --> Loop 299 * CEs [309] --> Loop 300 * CEs [313] --> Loop 301 * CEs [312] --> Loop 302 * CEs [308] --> Loop 303 * CEs [311] --> Loop 304 * CEs [314] --> Loop 305 ### Ranking functions of CR f136(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) #### Partial ranking functions of CR f136(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) ### Specialization of cost equations f135/24 * CE 72 is refined into CE [315,316,317,318,319,320,321] * CE 71 is refined into CE [322,323,324,325,326,327,328] * CE 73 is refined into CE [329] ### Cost equations --> "Loop" of f135/24 * CEs [321] --> Loop 306 * CEs [320] --> Loop 307 * CEs [319] --> Loop 308 * CEs [318] --> Loop 309 * CEs [328] --> Loop 310 * CEs [327] --> Loop 311 * CEs [326] --> Loop 312 * CEs [325] --> Loop 313 * CEs [317] --> Loop 314 * CEs [316] --> Loop 315 * CEs [324] --> Loop 316 * CEs [323] --> Loop 317 * CEs [315] --> Loop 318 * CEs [322] --> Loop 319 * CEs [329] --> Loop 320 ### Ranking functions of CR f135(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) #### Partial ranking functions of CR f135(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) ### Specialization of cost equations f98_loop_cont/25 * CE 58 is refined into CE [330] * CE 57 is refined into CE [331,332,333,334,335,336,337,338,339,340,341,342,343,344,345] * CE 59 is refined into CE [346] ### Cost equations --> "Loop" of f98_loop_cont/25 * CEs [330] --> Loop 321 * CEs [345] --> Loop 322 * CEs [344] --> Loop 323 * CEs [343] --> Loop 324 * CEs [342] --> Loop 325 * CEs [341] --> Loop 326 * CEs [340] --> Loop 327 * CEs [339] --> Loop 328 * CEs [338] --> Loop 329 * CEs [337] --> Loop 330 * CEs [336] --> Loop 331 * CEs [335] --> Loop 332 * CEs [334] --> Loop 333 * CEs [333] --> Loop 334 * CEs [332] --> Loop 335 * CEs [331] --> Loop 336 * CEs [346] --> Loop 337 ### Ranking functions of CR f98_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) #### Partial ranking functions of CR f98_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) ### Specialization of cost equations f77_loop_cont/25 * CE 39 is refined into CE [347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395] * CE 38 is refined into CE [396] ### Cost equations --> "Loop" of f77_loop_cont/25 * CEs [395] --> Loop 338 * CEs [351] --> Loop 339 * CEs [373,380,381] --> Loop 340 * CEs [350] --> Loop 341 * CEs [388] --> Loop 342 * CEs [358,365,366] --> Loop 343 * CEs [394] --> Loop 344 * CEs [372,378,379] --> Loop 345 * CEs [387] --> Loop 346 * CEs [357,363,364] --> Loop 347 * CEs [393] --> Loop 348 * CEs [371,376,377] --> Loop 349 * CEs [386] --> Loop 350 * CEs [356,361,362] --> Loop 351 * CEs [392] --> Loop 352 * CEs [370,374,375] --> Loop 353 * CEs [385] --> Loop 354 * CEs [355,359,360] --> Loop 355 * CEs [349] --> Loop 356 * CEs [348] --> Loop 357 * CEs [347] --> Loop 358 * CEs [391] --> Loop 359 * CEs [369] --> Loop 360 * CEs [384] --> Loop 361 * CEs [354] --> Loop 362 * CEs [390] --> Loop 363 * CEs [368] --> Loop 364 * CEs [383] --> Loop 365 * CEs [353] --> Loop 366 * CEs [389] --> Loop 367 * CEs [367] --> Loop 368 * CEs [382] --> Loop 369 * CEs [352] --> Loop 370 * CEs [396] --> Loop 371 ### Ranking functions of CR f77_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) #### Partial ranking functions of CR f77_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) ### Specialization of cost equations f56_loop_cont/25 * CE 29 is refined into CE [397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,512,513,514,515,516,517,518,519,520,521,522,523,524,525,526,527,528,529,530,531,532,533,534,535,536,537,538,539,540,541,542,543,544,545,546,547,548,549,550,551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569] * CE 28 is refined into CE [570] ### Cost equations --> "Loop" of f56_loop_cont/25 * CEs [559] --> Loop 372 * CEs [563,567,569] --> Loop 373 * CEs [446] --> Loop 374 * CEs [445,534,535,536] --> Loop 375 * CEs [444,524,525,526] --> Loop 376 * CEs [443] --> Loop 377 * CEs [442] --> Loop 378 * CEs [441,514,515,516] --> Loop 379 * CEs [440,504,505,506] --> Loop 380 * CEs [439] --> Loop 381 * CEs [438] --> Loop 382 * CEs [437,494,495,496] --> Loop 383 * CEs [436,484,485,486] --> Loop 384 * CEs [435] --> Loop 385 * CEs [434] --> Loop 386 * CEs [433,550,554,556,558] --> Loop 387 * CEs [568] --> Loop 388 * CEs [532] --> Loop 389 * CEs [522] --> Loop 390 * CEs [512] --> Loop 391 * CEs [502] --> Loop 392 * CEs [492] --> Loop 393 * CEs [482] --> Loop 394 * CEs [555] --> Loop 395 * CEs [566] --> Loop 396 * CEs [531] --> Loop 397 * CEs [521] --> Loop 398 * CEs [511] --> Loop 399 * CEs [501] --> Loop 400 * CEs [491] --> Loop 401 * CEs [481] --> Loop 402 * CEs [553] --> Loop 403 * CEs [432] --> Loop 404 * CEs [431,540,544,546] --> Loop 405 * CEs [545] --> Loop 406 * CEs [543] --> Loop 407 * CEs [565] --> Loop 408 * CEs [530] --> Loop 409 * CEs [520] --> Loop 410 * CEs [510] --> Loop 411 * CEs [500] --> Loop 412 * CEs [490] --> Loop 413 * CEs [480] --> Loop 414 * CEs [552] --> Loop 415 * CEs [564] --> Loop 416 * CEs [529] --> Loop 417 * CEs [519] --> Loop 418 * CEs [509] --> Loop 419 * CEs [499] --> Loop 420 * CEs [489] --> Loop 421 * CEs [479] --> Loop 422 * CEs [551] --> Loop 423 * CEs [542] --> Loop 424 * CEs [541] --> Loop 425 * CEs [474,475,476] --> Loop 426 * CEs [464,465,466] --> Loop 427 * CEs [454,455,456] --> Loop 428 * CEs [472] --> Loop 429 * CEs [462] --> Loop 430 * CEs [452] --> Loop 431 * CEs [471] --> Loop 432 * CEs [461] --> Loop 433 * CEs [451] --> Loop 434 * CEs [470] --> Loop 435 * CEs [460] --> Loop 436 * CEs [450] --> Loop 437 * CEs [469] --> Loop 438 * CEs [459] --> Loop 439 * CEs [449] --> Loop 440 * CEs [557] --> Loop 441 * CEs [562] --> Loop 442 * CEs [533] --> Loop 443 * CEs [523] --> Loop 444 * CEs [513] --> Loop 445 * CEs [503] --> Loop 446 * CEs [493] --> Loop 447 * CEs [483] --> Loop 448 * CEs [549] --> Loop 449 * CEs [539] --> Loop 450 * CEs [473] --> Loop 451 * CEs [463] --> Loop 452 * CEs [453] --> Loop 453 * CEs [410] --> Loop 454 * CEs [426] --> Loop 455 * CEs [409,428,429,430] --> Loop 456 * CEs [416] --> Loop 457 * CEs [408,418,419,420] --> Loop 458 * CEs [407] --> Loop 459 * CEs [425] --> Loop 460 * CEs [415] --> Loop 461 * CEs [424] --> Loop 462 * CEs [414] --> Loop 463 * CEs [423] --> Loop 464 * CEs [413] --> Loop 465 * CEs [402] --> Loop 466 * CEs [401] --> Loop 467 * CEs [400] --> Loop 468 * CEs [399] --> Loop 469 * CEs [404,405,406] --> Loop 470 * CEs [427] --> Loop 471 * CEs [417] --> Loop 472 * CEs [403] --> Loop 473 * CEs [561] --> Loop 474 * CEs [528] --> Loop 475 * CEs [518] --> Loop 476 * CEs [508] --> Loop 477 * CEs [498] --> Loop 478 * CEs [488] --> Loop 479 * CEs [478] --> Loop 480 * CEs [548] --> Loop 481 * CEs [560] --> Loop 482 * CEs [527] --> Loop 483 * CEs [517] --> Loop 484 * CEs [507] --> Loop 485 * CEs [497] --> Loop 486 * CEs [487] --> Loop 487 * CEs [477] --> Loop 488 * CEs [547] --> Loop 489 * CEs [538] --> Loop 490 * CEs [537] --> Loop 491 * CEs [468] --> Loop 492 * CEs [458] --> Loop 493 * CEs [448] --> Loop 494 * CEs [467] --> Loop 495 * CEs [457] --> Loop 496 * CEs [447] --> Loop 497 * CEs [422] --> Loop 498 * CEs [412] --> Loop 499 * CEs [421] --> Loop 500 * CEs [411] --> Loop 501 * CEs [398] --> Loop 502 * CEs [397] --> Loop 503 * CEs [570] --> Loop 504 ### Ranking functions of CR f56_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) #### Partial ranking functions of CR f56_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) ### Specialization of cost equations f38_loop_cont/25 * CE 16 is refined into CE [571,572,573,574,575,576,577,578,579,580,581,582,583,584,585,586,587,588,589,590,591,592,593,594,595,596,597,598,599,600,601,602,603,604,605,606,607,608,609,610,611,612,613,614,615,616,617,618,619,620,621,622,623,624,625,626,627,628,629,630,631,632,633,634,635,636,637,638,639,640,641,642,643,644,645,646,647,648,649,650,651,652,653,654,655,656,657,658,659,660,661,662,663,664,665,666,667,668,669,670,671,672,673,674,675,676,677,678,679,680,681,682,683,684,685,686,687,688,689,690,691,692,693,694,695,696,697,698,699,700,701,702,703,704,705,706,707,708,709,710,711,712,713,714,715,716,717,718,719,720,721,722,723,724,725,726,727,728,729,730,731,732,733,734,735,736,737,738,739,740,741,742,743,744,745,746,747,748,749,750,751,752,753,754,755,756,757,758,759,760,761,762,763,764,765,766,767,768,769,770,771,772,773,774,775,776,777,778,779,780,781,782,783,784,785,786,787,788,789,790,791,792,793,794,795,796,797,798,799,800,801,802,803,804,805,806,807,808,809,810,811,812,813,814,815,816,817,818,819,820,821,822,823,824,825,826,827,828,829,830,831,832,833,834,835,836,837,838,839,840,841,842,843,844,845,846,847,848,849,850,851,852,853,854,855,856,857,858,859,860,861,862,863,864,865,866,867,868,869,870,871,872,873,874,875,876,877,878,879,880,881,882,883,884,885,886,887,888,889,890,891,892,893,894,895,896,897,898,899,900,901,902,903,904,905,906,907,908,909,910,911,912,913,914,915,916,917,918,919,920,921,922,923,924,925,926,927,928,929,930,931,932,933,934,935,936,937,938,939,940,941,942,943,944,945,946,947,948,949,950,951,952,953,954,955,956,957,958,959,960,961,962,963,964,965,966,967,968,969,970,971,972,973,974,975,976,977,978,979,980,981,982,983,984,985,986,987,988,989,990,991,992,993,994,995,996,997,998,999,1000,1001,1002,1003,1004,1005,1006,1007,1008,1009,1010,1011,1012,1013,1014,1015,1016,1017,1018,1019,1020,1021,1022,1023,1024,1025,1026,1027,1028,1029,1030,1031,1032,1033,1034,1035,1036,1037,1038,1039,1040,1041,1042,1043,1044,1045,1046,1047,1048,1049,1050,1051,1052,1053,1054,1055,1056,1057,1058,1059,1060,1061,1062,1063,1064] * CE 15 is refined into CE [1065] ### Cost equations --> "Loop" of f38_loop_cont/25 * CEs [1014] --> Loop 505 * CEs [1029] --> Loop 506 * CEs [626] --> Loop 507 * CEs [625,807,808,809,810,881,882,883,884,944,945,946,947,948,949,950,951,952,953,954,955,956,957,958,959] --> Loop 508 * CEs [624,770,771,772,773,844,845,846,847,907,908,909,910,911,912,913,914,915,916,917,918,919,920,921,922] --> Loop 509 * CEs [623,1007,1008,1009,1010] --> Loop 510 * CEs [1059,1060,1061,1062] --> Loop 511 * CEs [787,788,861,862,930,931,932,933,934,935,936] --> Loop 512 * CEs [750,751,824,825,893,894,895,896,897,898,899] --> Loop 513 * CEs [995,996] --> Loop 514 * CEs [1046,1047] --> Loop 515 * CEs [622] --> Loop 516 * CEs [621,802,803,804,805,806,870,871,872,873,874,875,876,877,878,879,880,885] --> Loop 517 * CEs [620,765,766,767,768,769,833,834,835,836,837,838,839,840,841,842,843,848] --> Loop 518 * CEs [619,1002,1003,1004,1005,1006] --> Loop 519 * CEs [1054,1055,1056,1057,1058] --> Loop 520 * CEs [785,786,856,857,858,859,860] --> Loop 521 * CEs [748,749,819,820,821,822,823] --> Loop 522 * CEs [993,994] --> Loop 523 * CEs [1044,1045] --> Loop 524 * CEs [618] --> Loop 525 * CEs [617,796,797,798,799,800,801,811] --> Loop 526 * CEs [616,759,760,761,762,763,764,774] --> Loop 527 * CEs [615,999,1000,1001] --> Loop 528 * CEs [1051,1052,1053] --> Loop 529 * CEs [782,783,784] --> Loop 530 * CEs [745,746,747] --> Loop 531 * CEs [991,992] --> Loop 532 * CEs [1042,1043] --> Loop 533 * CEs [614] --> Loop 534 * CEs [613,982,997,998,1011,1013] --> Loop 535 * CEs [1049,1050] --> Loop 536 * CEs [990] --> Loop 537 * CEs [1041] --> Loop 538 * CEs [1064] --> Loop 539 * CEs [780,781,854,855,923,924,925,926,927,928,929] --> Loop 540 * CEs [743,744,817,818,886,887,888,889,890,891,892] --> Loop 541 * CEs [988,989] --> Loop 542 * CEs [1038,1039] --> Loop 543 * CEs [778,779,849,850,851,852,853] --> Loop 544 * CEs [741,742,812,813,814,815,816] --> Loop 545 * CEs [986,987] --> Loop 546 * CEs [1036,1037] --> Loop 547 * CEs [775,776,777] --> Loop 548 * CEs [738,739,740] --> Loop 549 * CEs [984,985] --> Loop 550 * CEs [1034,1035] --> Loop 551 * CEs [983] --> Loop 552 * CEs [1033] --> Loop 553 * CEs [968] --> Loop 554 * CEs [1063] --> Loop 555 * CEs [967] --> Loop 556 * CEs [1048] --> Loop 557 * CEs [966] --> Loop 558 * CEs [1040] --> Loop 559 * CEs [612] --> Loop 560 * CEs [611,962] --> Loop 561 * CEs [639,640,676,677,708,709,710,711,712,713,714] --> Loop 562 * CEs [659,660,661,662,696,697,698,699,722,723,724,725,726,727,728,729,730,731,732,733,734,735,736,737] --> Loop 563 * CEs [637,638,671,672,673,674,675] --> Loop 564 * CEs [654,655,656,657,658,685,686,687,688,689,690,691,692,693,694,695,700] --> Loop 565 * CEs [634,635,636] --> Loop 566 * CEs [648,649,650,651,652,653,663] --> Loop 567 * CEs [632,633,669,670,701,702,703,704,705,706,707] --> Loop 568 * CEs [630,631,664,665,666,667,668] --> Loop 569 * CEs [627,628,629] --> Loop 570 * CEs [1012] --> Loop 571 * CEs [794,795,868,869,937,938,939,940,941,942,943] --> Loop 572 * CEs [757,758,831,832,900,901,902,903,904,905,906] --> Loop 573 * CEs [980,981] --> Loop 574 * CEs [1026,1027] --> Loop 575 * CEs [792,793,863,864,865,866,867] --> Loop 576 * CEs [755,756,826,827,828,829,830] --> Loop 577 * CEs [978,979] --> Loop 578 * CEs [1024,1025] --> Loop 579 * CEs [789,790,791] --> Loop 580 * CEs [752,753,754] --> Loop 581 * CEs [976,977] --> Loop 582 * CEs [1022,1023] --> Loop 583 * CEs [975] --> Loop 584 * CEs [1021] --> Loop 585 * CEs [961] --> Loop 586 * CEs [1028] --> Loop 587 * CEs [646,647,683,684,715,716,717,718,719,720,721] --> Loop 588 * CEs [644,645,678,679,680,681,682] --> Loop 589 * CEs [641,642,643] --> Loop 590 * CEs [1017,1018] --> Loop 591 * CEs [1019] --> Loop 592 * CEs [586] --> Loop 593 * CEs [600,602] --> Loop 594 * CEs [585,604,605,607,608,609,610] --> Loop 595 * CEs [588,590] --> Loop 596 * CEs [584,592,593,595,596,597,598] --> Loop 597 * CEs [974] --> Loop 598 * CEs [583,972,973] --> Loop 599 * CEs [1016] --> Loop 600 * CEs [599,601] --> Loop 601 * CEs [587,589] --> Loop 602 * CEs [971] --> Loop 603 * CEs [572,574] --> Loop 604 * CEs [571,573] --> Loop 605 * CEs [576,577,579,580,581,582] --> Loop 606 * CEs [1015] --> Loop 607 * CEs [603,606] --> Loop 608 * CEs [591,594] --> Loop 609 * CEs [970] --> Loop 610 * CEs [575,578] --> Loop 611 * CEs [1032] --> Loop 612 * CEs [1031] --> Loop 613 * CEs [964] --> Loop 614 * CEs [965,969] --> Loop 615 * CEs [1030] --> Loop 616 * CEs [963] --> Loop 617 * CEs [1020] --> Loop 618 * CEs [960] --> Loop 619 * CEs [1065] --> Loop 620 ### Ranking functions of CR f38_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) #### Partial ranking functions of CR f38_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) ### Specialization of cost equations f26_loop_cont/25 * CE 7 is refined into CE [1066,1067,1068,1069,1070,1071,1072,1073,1074,1075,1076,1077,1078,1079,1080,1081,1082,1083,1084,1085,1086,1087,1088,1089,1090,1091,1092,1093,1094,1095,1096,1097,1098,1099,1100,1101,1102,1103,1104,1105,1106,1107,1108,1109,1110,1111,1112,1113,1114,1115,1116,1117,1118,1119,1120,1121,1122,1123,1124,1125,1126,1127,1128,1129,1130,1131,1132,1133,1134,1135,1136,1137,1138,1139,1140,1141,1142,1143,1144,1145,1146,1147,1148,1149,1150,1151,1152,1153,1154,1155,1156,1157,1158,1159,1160,1161,1162,1163,1164,1165,1166,1167,1168,1169,1170,1171,1172,1173,1174,1175,1176,1177,1178,1179,1180,1181,1182,1183,1184,1185,1186,1187,1188,1189,1190,1191,1192,1193,1194,1195,1196,1197,1198,1199,1200,1201,1202,1203,1204,1205,1206,1207,1208,1209,1210,1211,1212,1213,1214,1215,1216,1217,1218,1219,1220,1221,1222,1223,1224,1225,1226,1227,1228,1229,1230,1231,1232,1233,1234,1235,1236,1237,1238,1239,1240,1241,1242,1243,1244,1245,1246,1247,1248,1249,1250,1251,1252,1253,1254,1255,1256,1257,1258,1259,1260,1261,1262,1263,1264,1265,1266,1267,1268,1269,1270,1271,1272,1273,1274,1275,1276,1277,1278,1279,1280,1281,1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292,1293,1294,1295,1296,1297,1298,1299,1300,1301,1302,1303,1304,1305,1306,1307,1308,1309,1310,1311,1312,1313,1314,1315,1316,1317,1318,1319,1320,1321,1322,1323,1324,1325,1326,1327,1328,1329,1330,1331,1332,1333,1334,1335,1336,1337,1338,1339] * CE 6 is refined into CE [1340] ### Cost equations --> "Loop" of f26_loop_cont/25 * CEs [1303] --> Loop 621 * CEs [1310] --> Loop 622 * CEs [1194,1195,1196,1208,1209,1210,1211,1246,1247,1248,1260,1261,1262,1263] --> Loop 623 * CEs [1164,1165,1166,1178,1179,1180,1181,1220,1221,1222,1234,1235,1236,1237] --> Loop 624 * CEs [1294,1295,1296,1297,1298,1299,1300] --> Loop 625 * CEs [1331,1332,1333,1334,1335,1336,1337] --> Loop 626 * CEs [1191,1192,1193,1203,1204,1205,1206,1207,1243,1244,1245,1255,1256,1257,1258,1259] --> Loop 627 * CEs [1161,1162,1163,1173,1174,1175,1176,1177,1217,1218,1219,1229,1230,1231,1232,1233] --> Loop 628 * CEs [1286,1287,1288,1289,1290,1291,1292,1293] --> Loop 629 * CEs [1323,1324,1325,1326,1327,1328,1329,1330] --> Loop 630 * CEs [1096] --> Loop 631 * CEs [1095,1188,1189,1190,1200,1201,1202,1239,1240,1241,1242,1249,1250,1251,1252,1253,1254,1264] --> Loop 632 * CEs [1094,1158,1159,1160,1170,1171,1172,1213,1214,1215,1216,1223,1224,1225,1226,1227,1228,1238] --> Loop 633 * CEs [1093,1280,1281,1282,1283,1284,1285] --> Loop 634 * CEs [1317,1318,1319,1320,1321,1322] --> Loop 635 * CEs [1092] --> Loop 636 * CEs [1091,1187,1197,1198,1199,1212] --> Loop 637 * CEs [1090,1157,1167,1168,1169,1182] --> Loop 638 * CEs [1089,1277,1278,1279] --> Loop 639 * CEs [1314,1315,1316] --> Loop 640 * CEs [1088] --> Loop 641 * CEs [1087,1275,1301] --> Loop 642 * CEs [1339] --> Loop 643 * CEs [1086] --> Loop 644 * CEs [1085,1265,1266,1267,1268] --> Loop 645 * CEs [1312,1313,1338] --> Loop 646 * CEs [1108,1109,1110,1122,1123,1124,1125,1134,1135,1136,1148,1149,1150,1151] --> Loop 647 * CEs [1105,1106,1107,1117,1118,1119,1120,1121,1131,1132,1133,1143,1144,1145,1146,1147] --> Loop 648 * CEs [1102,1103,1104,1114,1115,1116,1127,1128,1129,1130,1137,1138,1139,1140,1141,1142,1152] --> Loop 649 * CEs [1101,1111,1112,1113,1126] --> Loop 650 * CEs [1302] --> Loop 651 * CEs [1306,1307,1308,1309] --> Loop 652 * CEs [1183,1184,1185,1186] --> Loop 653 * CEs [1153,1154,1155,1156] --> Loop 654 * CEs [1271,1272,1273,1274] --> Loop 655 * CEs [1097,1098,1099,1100] --> Loop 656 * CEs [1304,1305,1311] --> Loop 657 * CEs [1074] --> Loop 658 * CEs [1073,1080,1081,1082,1083,1084] --> Loop 659 * CEs [1072,1075,1076,1077,1078,1079] --> Loop 660 * CEs [1071,1269,1270,1276] --> Loop 661 * CEs [1066,1067,1068,1069,1070] --> Loop 662 * CEs [1340] --> Loop 663 ### Ranking functions of CR f26_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) #### Partial ranking functions of CR f26_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y) ### Specialization of cost equations f0/24 * CE 1 is refined into CE [1341,1342,1343,1344,1345,1346,1347,1348,1349,1350,1351,1352,1353,1354,1355,1356,1357,1358,1359,1360,1361,1362,1363,1364,1365,1366,1367,1368] ### Cost equations --> "Loop" of f0/24 * CEs [1341,1342,1343,1344,1345,1346,1347,1348,1349,1350,1351,1352,1353,1354,1355,1356,1357,1358,1359,1360,1361,1362,1363,1364,1365,1366,1367,1368] --> Loop 664 ### Ranking functions of CR f0(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) #### Partial ranking functions of CR f0(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z) Computing Bounds ===================================== #### Cost of chains of f29(D,H,I,J,Z,A1,B1,C1): * Chain [[100],102]: 1*it(100)+0 Such that:it(100) =< D-I with precondition: [Z=3,I>=0,D>=H+1,D>=I+1] * Chain [[100],101]: 1*it(100)+0 Such that:it(100) =< D-I with precondition: [Z=13,H+1=A1,D=B1,I>=0,D>=H+1,D>=I+1] * Chain [102]: 0 with precondition: [Z=3,I>=0,D>=H+1] * Chain [101]: 0 with precondition: [Z=13,C1=J,H+1=A1,I=B1,I>=0,I>=D,D>=H+1] #### Cost of chains of f26(D,H,I,J,Z,A1,B1,C1): * Chain [[103],108]: 1*it(103)+1*s(3)+0 Such that:aux(1) =< D it(103) =< D-H s(3) =< it(103)*aux(1) with precondition: [Z=3,H>=0,D>=H+1] * Chain [[103],107]: 1*it(103)+1*s(3)+1*s(4)+0 Such that:it(103) =< D-H aux(2) =< D s(4) =< aux(2) s(3) =< it(103)*aux(2) with precondition: [Z=3,H>=0,D>=H+2] * Chain [[103],106]: 1*it(103)+1*s(3)+0 Such that:aux(1) =< D it(103) =< D-H s(3) =< it(103)*aux(1) with precondition: [Z=3,H>=0,D>=H+2] * Chain [[103],105]: 1*it(103)+1*s(3)+0 Such that:it(103) =< -H+B1 aux(1) =< B1 s(3) =< it(103)*aux(1) with precondition: [Z=12,A1=0,D=B1,H>=0,D>=H+1] * Chain [108]: 0 with precondition: [Z=3,H>=0] * Chain [107]: 1*s(4)+0 Such that:s(4) =< D with precondition: [Z=3,H>=0,D>=H+1] * Chain [106]: 0 with precondition: [Z=3,H>=0,D>=H+1] * Chain [105]: 0 with precondition: [Z=12,A1=0,B1=I,C1=J,H>=0,H>=D] #### Cost of chains of f41(D,E,H,I,K,Z,A1,B1,C1,D1): * Chain [[113],115]: 1*it(113)+0 Such that:it(113) =< D-I with precondition: [E=0,Z=3,I>=0,D>=H+1,D>=I+1] * Chain [[113],114]: 1*it(113)+0 Such that:it(113) =< -I+C1 with precondition: [E=0,Z=12,A1=0,D1=0,H+1=B1,D=C1,I>=0,D>=H+1,D>=I+1] * Chain [[109],115]: 1*it(109)+0 Such that:it(109) =< D-I with precondition: [Z=3,E>=1,I>=0,D>=H+1,D>=I+1] * Chain [[109],114]: 1*it(109)+0 Such that:it(109) =< -I+C1 with precondition: [Z=12,A1=1,D1=1,H+1=B1,D=C1,E>=1,I>=0,D>=H+1,D>=I+1] * Chain [[109],110,[113],115]: 2*it(109)+1 Such that:aux(6) =< D-I it(109) =< aux(6) with precondition: [Z=3,E>=1,I>=0,D>=H+1,D>=I+3] * Chain [[109],110,[113],114]: 2*it(109)+1 Such that:aux(7) =< -I+C1 it(109) =< aux(7) with precondition: [Z=12,A1=0,D1=0,H+1=B1,D=C1,E>=1,I>=0,D>=H+1,D>=I+3] * Chain [[109],110,115]: 1*it(109)+1 Such that:it(109) =< D-I with precondition: [Z=3,E>=1,I>=0,D>=H+1,D>=I+2] * Chain [[109],110,114]: 1*it(109)+1 Such that:it(109) =< -I+C1 with precondition: [Z=12,A1=0,D1=0,H+1=B1,D=C1,E>=1,I>=0,D>=H+1,D>=I+2] * Chain [115]: 0 with precondition: [Z=3,I>=0,D>=H+1] * Chain [114]: 0 with precondition: [Z=12,A1=E,D1=K,H+1=B1,I=C1,I>=0,I>=D,D>=H+1] * Chain [112,[113],115]: 1*it(113)+1 Such that:it(113) =< D with precondition: [I=0,Z=3,0>=E+1,D>=2,D>=H+1] * Chain [112,[113],114]: 1*it(113)+1 Such that:it(113) =< C1 with precondition: [I=0,Z=12,A1=0,D1=0,H+1=B1,D=C1,0>=E+1,D>=2,D>=H+1] * Chain [112,115]: 1 with precondition: [I=0,Z=3,0>=E+1,D>=1,D>=H+1] * Chain [112,114]: 1 with precondition: [D=1,I=0,Z=12,A1=0,C1=1,D1=0,H+1=B1,0>=E+1,0>=H] * Chain [111,[109],115]: 1*it(109)+1 Such that:it(109) =< D with precondition: [I=0,Z=3,0>=E+1,D>=2,D>=H+1] * Chain [111,[109],114]: 1*it(109)+1 Such that:it(109) =< C1 with precondition: [I=0,Z=12,A1=1,D1=1,H+1=B1,D=C1,0>=E+1,D>=2,D>=H+1] * Chain [111,[109],110,[113],115]: 2*it(109)+2 Such that:aux(6) =< D it(109) =< aux(6) with precondition: [I=0,Z=3,0>=E+1,D>=4,D>=H+1] * Chain [111,[109],110,[113],114]: 2*it(109)+2 Such that:aux(7) =< C1 it(109) =< aux(7) with precondition: [I=0,Z=12,A1=0,D1=0,H+1=B1,D=C1,0>=E+1,D>=4,D>=H+1] * Chain [111,[109],110,115]: 1*it(109)+2 Such that:it(109) =< D with precondition: [I=0,Z=3,0>=E+1,D>=3,D>=H+1] * Chain [111,[109],110,114]: 1*it(109)+2 Such that:it(109) =< C1 with precondition: [I=0,Z=12,A1=0,D1=0,H+1=B1,D=C1,0>=E+1,D>=3,D>=H+1] * Chain [111,115]: 1 with precondition: [I=0,Z=3,0>=E+1,D>=1,D>=H+1] * Chain [111,114]: 1 with precondition: [D=1,I=0,Z=12,A1=1,C1=1,D1=1,H+1=B1,0>=E+1,0>=H] * Chain [111,110,[113],115]: 1*it(113)+2 Such that:it(113) =< D with precondition: [I=0,Z=3,0>=E+1,D>=3,D>=H+1] * Chain [111,110,[113],114]: 1*it(113)+2 Such that:it(113) =< C1 with precondition: [I=0,Z=12,A1=0,D1=0,H+1=B1,D=C1,0>=E+1,D>=3,D>=H+1] * Chain [111,110,115]: 2 with precondition: [I=0,Z=3,0>=E+1,D>=2,D>=H+1] * Chain [111,110,114]: 2 with precondition: [D=2,I=0,Z=12,A1=0,C1=2,D1=0,H+1=B1,0>=E+1,1>=H] * Chain [110,[113],115]: 1*it(113)+1 Such that:it(113) =< D-I with precondition: [Z=3,E>=1,I>=0,D>=H+1,D>=I+2] * Chain [110,[113],114]: 1*it(113)+1 Such that:it(113) =< -I+C1 with precondition: [Z=12,A1=0,D1=0,H+1=B1,D=C1,E>=1,I>=0,D>=H+1,D>=I+2] * Chain [110,115]: 1 with precondition: [Z=3,E>=1,I>=0,D>=H+1,D>=I+1] * Chain [110,114]: 1 with precondition: [Z=12,A1=0,D1=0,D=I+1,H+1=B1,D=C1,D>=1,E>=1,D>=H+1] #### Cost of chains of f38(D,E,H,I,K,Z,A1,B1,C1,D1): * Chain [[117],138]: 1*it(117)+1*s(29)+0 Such that:aux(13) =< D it(117) =< D-H s(29) =< it(117)*aux(13) with precondition: [E=1,Z=3,D>=1,D>=H+1] * Chain [[117],133]: 1*it(117)+1*s(29)+1*s(30)+1 Such that:it(117) =< D-H aux(14) =< D s(30) =< aux(14) s(29) =< it(117)*aux(14) with precondition: [E=1,Z=3,D>=1,D>=H+2] * Chain [[117],132]: 1*it(117)+1*s(29)+2*s(32)+1 Such that:it(117) =< D-H aux(15) =< D s(32) =< aux(15) s(29) =< it(117)*aux(15) with precondition: [E=1,Z=3,D>=2,D>=H+2] * Chain [[117],131]: 1*it(117)+1*s(29)+2*s(34)+1 Such that:it(117) =< D-H aux(16) =< D s(34) =< aux(16) s(29) =< it(117)*aux(16) with precondition: [E=1,Z=3,D>=3,D>=H+2] * Chain [[117],130]: 1*it(117)+1*s(29)+0 Such that:aux(13) =< D it(117) =< D-H s(29) =< it(117)*aux(13) with precondition: [E=1,Z=3,D>=1,D>=H+2] * Chain [[117],129]: 1*it(117)+1*s(29)+0 Such that:aux(13) =< D it(117) =< D-H s(29) =< it(117)*aux(13) with precondition: [E=1,Z=11,A1=1,B1=0,D1=1,D=C1,D>=1,D>=H+1] * Chain [[117],127,[124],139]: 2*it(117)+2*s(29)+1*s(35)+2 Such that:aux(19) =< 1 aux(20) =< -H it(117) =< aux(20) s(35) =< aux(19) s(29) =< it(117)*aux(19) with precondition: [D=1,E=1,Z=3,0>=H+3] * Chain [[117],127,[124],138]: 2*it(117)+2*s(29)+2 Such that:aux(21) =< 1 aux(22) =< -H it(117) =< aux(22) s(29) =< it(117)*aux(21) with precondition: [D=1,E=1,Z=3,0>=H+2] * Chain [[117],127,[124],130]: 2*it(117)+2*s(29)+2 Such that:aux(23) =< 1 aux(24) =< -H it(117) =< aux(24) s(29) =< it(117)*aux(23) with precondition: [D=1,E=1,Z=3,0>=H+3] * Chain [[117],127,[124],129]: 2*it(117)+2*s(29)+2 Such that:aux(25) =< 1 aux(26) =< -H it(117) =< aux(26) s(29) =< it(117)*aux(25) with precondition: [D=1,E=1,Z=11,A1=0,B1=0,C1=1,D1=0,0>=H+2] * Chain [[117],127,139]: 1*it(117)+1*s(29)+1*s(35)+2 Such that:it(117) =< -H aux(27) =< 1 s(35) =< aux(27) s(29) =< it(117)*aux(27) with precondition: [D=1,E=1,Z=3,0>=H+2] * Chain [[117],127,138]: 1*it(117)+1*s(29)+2 Such that:aux(13) =< 1 it(117) =< -H s(29) =< it(117)*aux(13) with precondition: [D=1,E=1,Z=3,0>=H+1] * Chain [[117],127,130]: 1*it(117)+1*s(29)+2 Such that:aux(13) =< 1 it(117) =< -H s(29) =< it(117)*aux(13) with precondition: [D=1,E=1,Z=3,0>=H+2] * Chain [[117],127,129]: 1*it(117)+1*s(29)+2 Such that:aux(13) =< 1 it(117) =< -H s(29) =< it(117)*aux(13) with precondition: [D=1,E=1,Z=11,A1=0,B1=0,C1=1,D1=0,0>=H+1] * Chain [[117],120,[124],139]: 2*it(117)+2*s(29)+3*s(35)+2 Such that:aux(29) =< D aux(30) =< D-H it(117) =< aux(30) s(35) =< aux(29) s(29) =< it(117)*aux(29) with precondition: [E=1,Z=3,D>=2,D>=H+4] * Chain [[117],120,[124],138]: 2*it(117)+2*s(29)+2*s(40)+2 Such that:aux(32) =< D aux(33) =< D-H it(117) =< aux(33) s(29) =< it(117)*aux(32) s(40) =< aux(32) with precondition: [E=1,Z=3,D>=2,D>=H+3] * Chain [[117],120,[124],130]: 2*it(117)+2*s(29)+2*s(40)+2 Such that:aux(35) =< D aux(36) =< D-H it(117) =< aux(36) s(29) =< it(117)*aux(35) s(40) =< aux(35) with precondition: [E=1,Z=3,D>=2,D>=H+4] * Chain [[117],120,[124],129]: 2*it(117)+2*s(29)+2*s(40)+2 Such that:aux(38) =< D aux(39) =< D-H it(117) =< aux(39) s(29) =< it(117)*aux(38) s(40) =< aux(38) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=2,D>=H+3] * Chain [[117],120,139]: 1*it(117)+1*s(29)+3*s(35)+2 Such that:it(117) =< D-H aux(41) =< D s(35) =< aux(41) s(29) =< it(117)*aux(41) with precondition: [E=1,Z=3,D>=2,D>=H+3] * Chain [[117],120,138]: 1*it(117)+1*s(29)+2*s(40)+2 Such that:it(117) =< D-H aux(42) =< D s(40) =< aux(42) s(29) =< it(117)*aux(42) with precondition: [E=1,Z=3,D>=2,D>=H+2] * Chain [[117],120,130]: 1*it(117)+1*s(29)+2*s(40)+2 Such that:it(117) =< D-H aux(43) =< D s(40) =< aux(43) s(29) =< it(117)*aux(43) with precondition: [E=1,Z=3,D>=2,D>=H+3] * Chain [[117],120,129]: 1*it(117)+1*s(29)+2*s(40)+2 Such that:it(117) =< D-H aux(44) =< D s(40) =< aux(44) s(29) =< it(117)*aux(44) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=2,D>=H+2] * Chain [[117],119,[124],139]: 2*it(117)+2*s(29)+3*s(35)+2 Such that:aux(46) =< D aux(47) =< D-H it(117) =< aux(47) s(35) =< aux(46) s(29) =< it(117)*aux(46) with precondition: [E=1,Z=3,D>=3,D>=H+4] * Chain [[117],119,[124],138]: 2*it(117)+2*s(29)+2*s(42)+2 Such that:aux(49) =< D aux(50) =< D-H it(117) =< aux(50) s(29) =< it(117)*aux(49) s(42) =< aux(49) with precondition: [E=1,Z=3,D>=3,D>=H+3] * Chain [[117],119,[124],130]: 2*it(117)+2*s(29)+2*s(42)+2 Such that:aux(52) =< D aux(53) =< D-H it(117) =< aux(53) s(29) =< it(117)*aux(52) s(42) =< aux(52) with precondition: [E=1,Z=3,D>=3,D>=H+4] * Chain [[117],119,[124],129]: 2*it(117)+2*s(29)+2*s(42)+2 Such that:aux(55) =< D aux(56) =< D-H it(117) =< aux(56) s(29) =< it(117)*aux(55) s(42) =< aux(55) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=3,D>=H+3] * Chain [[117],119,139]: 1*it(117)+1*s(29)+3*s(35)+2 Such that:it(117) =< D-H aux(58) =< D s(35) =< aux(58) s(29) =< it(117)*aux(58) with precondition: [E=1,Z=3,D>=3,D>=H+3] * Chain [[117],119,138]: 1*it(117)+1*s(29)+2*s(42)+2 Such that:it(117) =< D-H aux(59) =< D s(42) =< aux(59) s(29) =< it(117)*aux(59) with precondition: [E=1,Z=3,D>=3,D>=H+2] * Chain [[117],119,130]: 1*it(117)+1*s(29)+2*s(42)+2 Such that:it(117) =< D-H aux(60) =< D s(42) =< aux(60) s(29) =< it(117)*aux(60) with precondition: [E=1,Z=3,D>=3,D>=H+3] * Chain [[117],119,129]: 1*it(117)+1*s(29)+2*s(42)+2 Such that:it(117) =< D-H aux(61) =< D s(42) =< aux(61) s(29) =< it(117)*aux(61) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=3,D>=H+2] * Chain [[116],138]: 1*it(116)+0 Such that:it(116) =< D-H with precondition: [E=1,Z=3,0>=D,D>=H+1] * Chain [[116],130]: 1*it(116)+0 Such that:it(116) =< D-H with precondition: [E=1,Z=3,0>=D,D>=H+2] * Chain [[116],129]: 1*it(116)+0 Such that:it(116) =< D-H with precondition: [E=1,Z=11,A1=1,B1=0,C1=0,K=D1,0>=D,D>=H+1] * Chain [138]: 0 with precondition: [Z=3,1>=E,E>=0] * Chain [133]: 1*s(30)+1 Such that:s(30) =< D with precondition: [E=1,Z=3,D>=1,D>=H+1] * Chain [132]: 2*s(32)+1 Such that:s(31) =< D s(32) =< s(31) with precondition: [E=1,Z=3,D>=2,D>=H+1] * Chain [131]: 2*s(34)+1 Such that:s(33) =< D s(34) =< s(33) with precondition: [E=1,Z=3,D>=3,D>=H+1] * Chain [130]: 0 with precondition: [Z=3,1>=E,E>=0,D>=H+1] * Chain [129]: 0 with precondition: [Z=11,B1=0,C1=I,D1=K,E=A1,1>=E,E>=0,H>=D] * Chain [127,[124],139]: 1*it(124)+1*s(35)+1*s(38)+2 Such that:aux(18) =< 1 it(124) =< -H s(35) =< aux(18) s(38) =< it(124)*aux(18) with precondition: [D=1,E=1,Z=3,0>=H+2] * Chain [127,[124],138]: 1*it(124)+1*s(38)+2 Such that:aux(17) =< 1 it(124) =< -H s(38) =< it(124)*aux(17) with precondition: [D=1,E=1,Z=3,0>=H+1] * Chain [127,[124],130]: 1*it(124)+1*s(38)+2 Such that:aux(17) =< 1 it(124) =< -H s(38) =< it(124)*aux(17) with precondition: [D=1,E=1,Z=3,0>=H+2] * Chain [127,[124],129]: 1*it(124)+1*s(38)+2 Such that:aux(17) =< 1 it(124) =< -H s(38) =< it(124)*aux(17) with precondition: [D=1,E=1,Z=11,A1=0,B1=0,C1=1,D1=0,0>=H+1] * Chain [127,139]: 1*s(35)+2 Such that:s(35) =< 1 with precondition: [D=1,E=1,Z=3,0>=H+1] * Chain [127,138]: 2 with precondition: [D=1,E=1,Z=3,0>=H] * Chain [127,130]: 2 with precondition: [D=1,E=1,Z=3,0>=H+1] * Chain [127,129]: 2 with precondition: [D=1,E=1,H=0,Z=11,A1=0,B1=0,C1=1,D1=0] * Chain [120,[124],139]: 1*it(124)+3*s(35)+1*s(38)+2 Such that:it(124) =< D-H aux(28) =< D s(35) =< aux(28) s(38) =< it(124)*aux(28) with precondition: [E=1,Z=3,D>=2,D>=H+3] * Chain [120,[124],138]: 1*it(124)+1*s(38)+2*s(40)+2 Such that:it(124) =< D-H aux(31) =< D s(38) =< it(124)*aux(31) s(40) =< aux(31) with precondition: [E=1,Z=3,D>=2,D>=H+2] * Chain [120,[124],130]: 1*it(124)+1*s(38)+2*s(40)+2 Such that:it(124) =< D-H aux(34) =< D s(38) =< it(124)*aux(34) s(40) =< aux(34) with precondition: [E=1,Z=3,D>=2,D>=H+3] * Chain [120,[124],129]: 1*it(124)+1*s(38)+2*s(40)+2 Such that:it(124) =< D-H aux(37) =< D s(38) =< it(124)*aux(37) s(40) =< aux(37) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=2,D>=H+2] * Chain [120,139]: 3*s(35)+2 Such that:aux(40) =< D s(35) =< aux(40) with precondition: [E=1,Z=3,D>=2,D>=H+2] * Chain [120,138]: 2*s(40)+2 Such that:s(39) =< D s(40) =< s(39) with precondition: [E=1,Z=3,D>=2,D>=H+1] * Chain [120,130]: 2*s(40)+2 Such that:s(39) =< D s(40) =< s(39) with precondition: [E=1,Z=3,D>=2,D>=H+2] * Chain [120,129]: 2*s(40)+2 Such that:s(39) =< D s(40) =< s(39) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=H+1,D=C1,D>=2] * Chain [119,[124],139]: 1*it(124)+3*s(35)+1*s(38)+2 Such that:it(124) =< D-H aux(45) =< D s(35) =< aux(45) s(38) =< it(124)*aux(45) with precondition: [E=1,Z=3,D>=3,D>=H+3] * Chain [119,[124],138]: 1*it(124)+1*s(38)+2*s(42)+2 Such that:it(124) =< D-H aux(48) =< D s(38) =< it(124)*aux(48) s(42) =< aux(48) with precondition: [E=1,Z=3,D>=3,D>=H+2] * Chain [119,[124],130]: 1*it(124)+1*s(38)+2*s(42)+2 Such that:it(124) =< D-H aux(51) =< D s(38) =< it(124)*aux(51) s(42) =< aux(51) with precondition: [E=1,Z=3,D>=3,D>=H+3] * Chain [119,[124],129]: 1*it(124)+1*s(38)+2*s(42)+2 Such that:it(124) =< D-H aux(54) =< D s(38) =< it(124)*aux(54) s(42) =< aux(54) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=C1,D>=3,D>=H+2] * Chain [119,139]: 3*s(35)+2 Such that:aux(57) =< D s(35) =< aux(57) with precondition: [E=1,Z=3,D>=3,D>=H+2] * Chain [119,138]: 2*s(42)+2 Such that:s(41) =< D s(42) =< s(41) with precondition: [E=1,Z=3,D>=3,D>=H+1] * Chain [119,130]: 2*s(42)+2 Such that:s(41) =< D s(42) =< s(41) with precondition: [E=1,Z=3,D>=3,D>=H+2] * Chain [119,129]: 2*s(42)+2 Such that:s(41) =< D s(42) =< s(41) with precondition: [E=1,Z=11,A1=0,B1=0,D1=0,D=H+1,D=C1,D>=3] #### Cost of chains of f62(A,D,L,M,N,Z,A1,B1,C1,D1): * Chain [[144],146]: 1*it(144)+0 Such that:it(144) =< D-M with precondition: [A=0,Z=3,M>=L+1,D>=M+1] * Chain [[144],145]: 1*it(144)+0 Such that:it(144) =< D-M with precondition: [A=0,Z=10,A1=0,D1=0,L+1=B1,D=C1,M>=L+1,D>=M+1] * Chain [[140],146]: 1*it(140)+0 Such that:it(140) =< D-M with precondition: [Z=3,A>=1,M>=L+1,D>=M+1] * Chain [[140],145]: 1*it(140)+0 Such that:it(140) =< D-M with precondition: [Z=10,A1=1,D1=1,L+1=B1,D=C1,A>=1,M>=L+1,D>=M+1] * Chain [[140],142,[144],146]: 2*it(140)+1 Such that:aux(91) =< D-M it(140) =< aux(91) with precondition: [Z=3,A>=1,M>=L+1,D>=M+3] * Chain [[140],142,[144],145]: 2*it(140)+1 Such that:aux(92) =< D-M it(140) =< aux(92) with precondition: [Z=10,A1=0,D1=0,L+1=B1,D=C1,A>=1,M>=L+1,D>=M+3] * Chain [[140],142,146]: 1*it(140)+1 Such that:it(140) =< D-M with precondition: [Z=3,A>=1,M>=L+1,D>=M+2] * Chain [[140],142,145]: 1*it(140)+1 Such that:it(140) =< D-M with precondition: [Z=10,A1=0,D1=0,L+1=B1,D=C1,A>=1,M>=L+1,D>=M+2] * Chain [146]: 0 with precondition: [Z=3,D>=L+2,M>=L+1] * Chain [143,[144],146]: 1*it(144)+1 Such that:it(144) =< D-M with precondition: [Z=3,L+1=M,0>=A+1,D>=L+3] * Chain [143,[144],145]: 1*it(144)+1 Such that:it(144) =< D-B1 with precondition: [Z=10,A1=0,D1=0,M=L+1,M=B1,D=C1,0>=A+1,D>=M+2] * Chain [143,146]: 1 with precondition: [Z=3,L+1=M,0>=A+1,D>=L+2] * Chain [143,145]: 1 with precondition: [Z=10,A1=0,D1=0,D=L+2,D=M+1,D=B1+1,D=C1,0>=A+1] * Chain [142,[144],146]: 1*it(144)+1 Such that:it(144) =< D-M with precondition: [Z=3,A>=1,M>=L+1,D>=M+2] * Chain [142,[144],145]: 1*it(144)+1 Such that:it(144) =< D-M with precondition: [Z=10,A1=0,D1=0,L+1=B1,D=C1,A>=1,M>=L+1,D>=M+2] * Chain [142,146]: 1 with precondition: [Z=3,A>=1,M>=L+1,D>=M+1] * Chain [142,145]: 1 with precondition: [Z=10,A1=0,D1=0,D=M+1,L+1=B1,D=C1,A>=1,D>=L+2] * Chain [141,[140],146]: 1*it(140)+1 Such that:it(140) =< D-M with precondition: [Z=3,L+1=M,0>=A+1,D>=L+3] * Chain [141,[140],145]: 1*it(140)+1 Such that:it(140) =< D-B1 with precondition: [Z=10,A1=1,D1=1,M=L+1,M=B1,D=C1,0>=A+1,D>=M+2] * Chain [141,[140],142,[144],146]: 2*it(140)+2 Such that:aux(91) =< D-M it(140) =< aux(91) with precondition: [Z=3,L+1=M,0>=A+1,D>=L+5] * Chain [141,[140],142,[144],145]: 2*it(140)+2 Such that:aux(92) =< D-B1 it(140) =< aux(92) with precondition: [Z=10,A1=0,D1=0,M=L+1,M=B1,D=C1,0>=A+1,D>=M+4] * Chain [141,[140],142,146]: 1*it(140)+2 Such that:it(140) =< D-M with precondition: [Z=3,L+1=M,0>=A+1,D>=L+4] * Chain [141,[140],142,145]: 1*it(140)+2 Such that:it(140) =< D-B1 with precondition: [Z=10,A1=0,D1=0,M=L+1,M=B1,D=C1,0>=A+1,D>=M+3] * Chain [141,146]: 1 with precondition: [Z=3,L+1=M,0>=A+1,D>=L+2] * Chain [141,145]: 1 with precondition: [Z=10,A1=1,D1=1,D=L+2,D=M+1,D=B1+1,D=C1,0>=A+1] * Chain [141,142,[144],146]: 1*it(144)+2 Such that:it(144) =< D-M with precondition: [Z=3,L+1=M,0>=A+1,D>=L+4] * Chain [141,142,[144],145]: 1*it(144)+2 Such that:it(144) =< D-B1 with precondition: [Z=10,A1=0,D1=0,M=L+1,M=B1,D=C1,0>=A+1,D>=M+3] * Chain [141,142,146]: 2 with precondition: [Z=3,L+1=M,0>=A+1,D>=L+3] * Chain [141,142,145]: 2 with precondition: [Z=10,A1=0,D1=0,D=L+3,D=M+2,D=B1+2,D=C1,0>=A+1] #### Cost of chains of f59(A,D,H,L,M,N,Z,A1,B1,C1,D1,E1): * Chain [[158],169]: 2*it(158)+1*s(226)+0 Such that:aux(100) =< D-L it(158) =< aux(100) s(226) =< it(158)*aux(100) with precondition: [A=0,Z=3,L>=0,D>=H+1,D>=L+3] * Chain [[158],161]: 1*it(158)+1*s(226)+0 Such that:aux(101) =< D-L it(158) =< aux(101) s(226) =< it(158)*aux(101) with precondition: [A=0,Z=3,L>=0,D>=H+1,D>=L+2] * Chain [[158],160]: 1*it(158)+1*s(226)+0 Such that:aux(102) =< D-L it(158) =< aux(102) s(226) =< it(158)*aux(102) with precondition: [A=0,Z=3,L>=0,D>=H+1,D>=L+3] * Chain [[158],159]: 1*it(158)+1*s(226)+0 Such that:it(158) =< -L+C1 aux(99) =< -L+C1+1 it(158) =< aux(99) s(226) =< it(158)*aux(99) with precondition: [A=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,L>=0,D>=H+1,D>=L+2] * Chain [[147],164]: 2*it(147)+1*s(230)+1 Such that:aux(105) =< D-L it(147) =< aux(105) s(230) =< it(147)*aux(105) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [[147],163]: 3*it(147)+1*s(230)+1 Such that:aux(106) =< D-L it(147) =< aux(106) s(230) =< it(147)*aux(106) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],162]: 3*it(147)+1*s(230)+1 Such that:aux(107) =< D-L it(147) =< aux(107) s(230) =< it(147)*aux(107) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],161]: 1*it(147)+1*s(230)+0 Such that:aux(108) =< D-L it(147) =< aux(108) s(230) =< it(147)*aux(108) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+2] * Chain [[147],160]: 1*it(147)+1*s(230)+0 Such that:aux(109) =< D-L it(147) =< aux(109) s(230) =< it(147)*aux(109) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [[147],159]: 1*it(147)+1*s(230)+0 Such that:it(147) =< -L+C1 aux(104) =< -L+C1+1 it(147) =< aux(104) s(230) =< it(147)*aux(104) with precondition: [Z=11,A1=1,E1=1,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+2] * Chain [[147],156,161]: 1*it(147)+1*s(230)+2 Such that:aux(110) =< D-L it(147) =< aux(110) s(230) =< it(147)*aux(110) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [[147],156,159]: 1*it(147)+1*s(230)+2 Such that:it(147) =< -L+C1 aux(104) =< -L+C1+1 it(147) =< aux(104) s(230) =< it(147)*aux(104) with precondition: [Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [[147],151,[158],169]: 5*it(147)+2*s(226)+2 Such that:aux(112) =< D-L it(147) =< aux(112) s(226) =< it(147)*aux(112) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],151,[158],161]: 4*it(147)+2*s(226)+2 Such that:aux(114) =< D-L it(147) =< aux(114) s(226) =< it(147)*aux(114) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],151,[158],160]: 4*it(147)+2*s(226)+2 Such that:aux(116) =< D-L it(147) =< aux(116) s(226) =< it(147)*aux(116) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],151,[158],159]: 1*it(147)+3*it(158)+1*s(226)+1*s(230)+2 Such that:aux(104) =< -L+C1+1 aux(118) =< -L+C1 it(147) =< aux(118) it(158) =< aux(118) s(226) =< it(158)*aux(118) it(147) =< aux(104) s(230) =< it(147)*aux(104) with precondition: [Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],151,169]: 4*it(147)+1*s(230)+2 Such that:aux(120) =< D-L it(147) =< aux(120) s(230) =< it(147)*aux(120) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],151,161]: 3*it(147)+1*s(230)+2 Such that:aux(121) =< D-L it(147) =< aux(121) s(230) =< it(147)*aux(121) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],151,160]: 3*it(147)+1*s(230)+2 Such that:aux(122) =< D-L it(147) =< aux(122) s(230) =< it(147)*aux(122) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [[147],150,[158],169]: 5*it(147)+2*s(226)+2 Such that:aux(124) =< D-L it(147) =< aux(124) s(226) =< it(147)*aux(124) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,[158],161]: 4*it(147)+2*s(226)+2 Such that:aux(126) =< D-L it(147) =< aux(126) s(226) =< it(147)*aux(126) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,[158],160]: 4*it(147)+2*s(226)+2 Such that:aux(128) =< D-L it(147) =< aux(128) s(226) =< it(147)*aux(128) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,[158],159]: 1*it(147)+3*it(158)+1*s(226)+1*s(230)+2 Such that:aux(104) =< -L+C1+1 aux(130) =< -L+C1 it(147) =< aux(130) it(158) =< aux(130) s(226) =< it(158)*aux(130) it(147) =< aux(104) s(230) =< it(147)*aux(104) with precondition: [Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,169]: 4*it(147)+1*s(230)+2 Such that:aux(132) =< D-L it(147) =< aux(132) s(230) =< it(147)*aux(132) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,161]: 3*it(147)+1*s(230)+2 Such that:aux(133) =< D-L it(147) =< aux(133) s(230) =< it(147)*aux(133) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [[147],150,160]: 3*it(147)+1*s(230)+2 Such that:aux(134) =< D-L it(147) =< aux(134) s(230) =< it(147)*aux(134) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+5] * Chain [169]: 1*s(223)+0 Such that:s(223) =< D-L with precondition: [A=0,Z=3,L>=0,D>=H+1,D>=L+2] * Chain [168]: 1 with precondition: [L=0,Z=3,0>=A+1,D>=2,D>=H+1] * Chain [167]: 2*s(240)+2 Such that:s(239) =< D s(240) =< s(239) with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [166]: 2*s(242)+2 Such that:s(241) =< D s(242) =< s(241) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [165]: 2*s(244)+2 Such that:s(243) =< D s(244) =< s(243) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [164]: 1*s(227)+1 Such that:s(227) =< D-L with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+2] * Chain [163]: 2*s(232)+1 Such that:s(231) =< D-L s(232) =< s(231) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [162]: 2*s(234)+1 Such that:s(233) =< D-L s(234) =< s(233) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [161]: 0 with precondition: [Z=3,L>=0,D>=H+1] * Chain [160]: 0 with precondition: [Z=3,L>=0,D>=H+1,D>=L+2] * Chain [159]: 0 with precondition: [Z=11,A1=A,D1=M,E1=N,H+1=B1,L=C1,L>=0,L+1>=D,D>=H+1] * Chain [157,161]: 2 with precondition: [D=2,L=0,Z=3,0>=A+1,1>=H] * Chain [157,159]: 2 with precondition: [D=2,L=0,Z=11,A1=0,C1=1,D1=2,E1=0,H+1=B1,0>=A+1,1>=H] * Chain [156,161]: 2 with precondition: [Z=3,D=L+2,A>=1,D>=2,D>=H+1] * Chain [156,159]: 2 with precondition: [Z=11,A1=0,E1=0,D=L+2,H+1=B1,D=C1+1,D=D1,A>=1,D>=2,D>=H+1] * Chain [155,[158],161]: 1*it(158)+1*s(226)+3 Such that:aux(101) =< 2 it(158) =< aux(101) s(226) =< it(158)*aux(101) with precondition: [D=3,L=0,Z=3,0>=A+1,2>=H] * Chain [155,[158],159]: 1*it(158)+1*s(226)+3 Such that:it(158) =< 1 aux(99) =< 2 it(158) =< aux(99) s(226) =< it(158)*aux(99) with precondition: [D=3,L=0,Z=11,A1=0,C1=2,D1=3,E1=0,H+1=B1,0>=A+1,2>=H] * Chain [155,169]: 1*s(223)+3 Such that:s(223) =< 2 with precondition: [D=3,L=0,Z=3,0>=A+1,2>=H] * Chain [155,161]: 3 with precondition: [D=3,L=0,Z=3,0>=A+1,2>=H] * Chain [155,160]: 3 with precondition: [D=3,L=0,Z=3,0>=A+1,2>=H] * Chain [154,[158],169]: 3*it(158)+1*s(226)+2 Such that:aux(135) =< D it(158) =< aux(135) s(226) =< it(158)*aux(135) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [154,[158],161]: 2*it(158)+1*s(226)+2 Such that:aux(136) =< D it(158) =< aux(136) s(226) =< it(158)*aux(136) with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [154,[158],160]: 2*it(158)+1*s(226)+2 Such that:aux(137) =< D it(158) =< aux(137) s(226) =< it(158)*aux(137) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [154,[158],159]: 1*it(158)+1*s(226)+1*s(245)+2 Such that:s(245) =< C1+1 aux(138) =< C1 it(158) =< aux(138) s(226) =< it(158)*aux(138) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=3,D>=H+1] * Chain [154,169]: 2*s(223)+2 Such that:aux(139) =< D s(223) =< aux(139) with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [154,161]: 1*s(245)+2 Such that:s(245) =< D with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [154,160]: 1*s(245)+2 Such that:s(245) =< D with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [153,[158],169]: 4*it(158)+1*s(226)+3 Such that:aux(140) =< D it(158) =< aux(140) s(226) =< it(158)*aux(140) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [153,[158],161]: 3*it(158)+1*s(226)+3 Such that:aux(141) =< D it(158) =< aux(141) s(226) =< it(158)*aux(141) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [153,[158],160]: 3*it(158)+1*s(226)+3 Such that:aux(142) =< D it(158) =< aux(142) s(226) =< it(158)*aux(142) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [153,[158],159]: 1*it(158)+1*s(226)+2*s(247)+3 Such that:s(246) =< C1+1 aux(143) =< C1 it(158) =< aux(143) s(226) =< it(158)*aux(143) s(247) =< s(246) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=4,D>=H+1] * Chain [153,169]: 3*s(223)+3 Such that:aux(144) =< D s(223) =< aux(144) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [153,161]: 2*s(247)+3 Such that:s(246) =< D s(247) =< s(246) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [153,160]: 2*s(247)+3 Such that:s(246) =< D s(247) =< s(246) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [152,[158],169]: 4*it(158)+1*s(226)+3 Such that:aux(145) =< D it(158) =< aux(145) s(226) =< it(158)*aux(145) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [152,[158],161]: 3*it(158)+1*s(226)+3 Such that:aux(146) =< D it(158) =< aux(146) s(226) =< it(158)*aux(146) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [152,[158],160]: 3*it(158)+1*s(226)+3 Such that:aux(147) =< D it(158) =< aux(147) s(226) =< it(158)*aux(147) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [152,[158],159]: 1*it(158)+1*s(226)+2*s(249)+3 Such that:s(248) =< C1+1 aux(148) =< C1 it(158) =< aux(148) s(226) =< it(158)*aux(148) s(249) =< s(248) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=5,D>=H+1] * Chain [152,169]: 3*s(223)+3 Such that:aux(149) =< D s(223) =< aux(149) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [152,161]: 2*s(249)+3 Such that:s(248) =< D s(249) =< s(248) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [152,160]: 2*s(249)+3 Such that:s(248) =< D s(249) =< s(248) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [151,[158],169]: 4*it(158)+1*s(226)+2 Such that:aux(111) =< D-L it(158) =< aux(111) s(226) =< it(158)*aux(111) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [151,[158],161]: 3*it(158)+1*s(226)+2 Such that:aux(113) =< D-L it(158) =< aux(113) s(226) =< it(158)*aux(113) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [151,[158],160]: 3*it(158)+1*s(226)+2 Such that:aux(115) =< D-L it(158) =< aux(115) s(226) =< it(158)*aux(115) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [151,[158],159]: 3*it(158)+1*s(226)+2 Such that:aux(117) =< -L+C1 it(158) =< aux(117) s(226) =< it(158)*aux(117) with precondition: [Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [151,169]: 3*s(223)+2 Such that:aux(119) =< D-L s(223) =< aux(119) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [151,161]: 2*s(236)+2 Such that:s(235) =< D-L s(236) =< s(235) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [151,160]: 2*s(236)+2 Such that:s(235) =< D-L s(236) =< s(235) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+3] * Chain [150,[158],169]: 4*it(158)+1*s(226)+2 Such that:aux(123) =< D-L it(158) =< aux(123) s(226) =< it(158)*aux(123) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,[158],161]: 3*it(158)+1*s(226)+2 Such that:aux(125) =< D-L it(158) =< aux(125) s(226) =< it(158)*aux(125) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,[158],160]: 3*it(158)+1*s(226)+2 Such that:aux(127) =< D-L it(158) =< aux(127) s(226) =< it(158)*aux(127) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,[158],159]: 3*it(158)+1*s(226)+2 Such that:aux(129) =< -L+C1 it(158) =< aux(129) s(226) =< it(158)*aux(129) with precondition: [Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,169]: 3*s(223)+2 Such that:aux(131) =< D-L s(223) =< aux(131) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,161]: 2*s(238)+2 Such that:s(237) =< D-L s(238) =< s(237) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [150,160]: 2*s(238)+2 Such that:s(237) =< D-L s(238) =< s(237) with precondition: [Z=3,A>=1,L>=0,D>=H+1,D>=L+4] * Chain [149,161]: 2 with precondition: [D=2,L=0,Z=3,0>=A+1,1>=H] * Chain [149,159]: 2 with precondition: [D=2,L=0,Z=11,A1=1,C1=1,D1=2,E1=1,H+1=B1,0>=A+1,1>=H] * Chain [148,[147],164]: 3*it(147)+1*s(230)+3 Such that:aux(150) =< D it(147) =< aux(150) s(230) =< it(147)*aux(150) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,[147],163]: 4*it(147)+1*s(230)+3 Such that:aux(151) =< D it(147) =< aux(151) s(230) =< it(147)*aux(151) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],162]: 4*it(147)+1*s(230)+3 Such that:aux(152) =< D it(147) =< aux(152) s(230) =< it(147)*aux(152) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],161]: 2*it(147)+1*s(230)+2 Such that:aux(153) =< D it(147) =< aux(153) s(230) =< it(147)*aux(153) with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [148,[147],160]: 2*it(147)+1*s(230)+2 Such that:aux(154) =< D it(147) =< aux(154) s(230) =< it(147)*aux(154) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,[147],159]: 1*it(147)+1*s(230)+1*s(250)+2 Such that:s(250) =< C1+1 aux(155) =< C1 it(147) =< aux(155) s(230) =< it(147)*aux(155) with precondition: [L=0,Z=11,A1=1,E1=1,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=3,D>=H+1] * Chain [148,[147],156,161]: 2*it(147)+1*s(230)+4 Such that:aux(156) =< D it(147) =< aux(156) s(230) =< it(147)*aux(156) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,[147],156,159]: 1*it(147)+1*s(230)+1*s(250)+4 Such that:s(250) =< C1+1 aux(157) =< C1 it(147) =< aux(157) s(230) =< it(147)*aux(157) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=4,D>=H+1] * Chain [148,[147],151,[158],169]: 6*it(147)+2*s(226)+4 Such that:aux(158) =< D it(147) =< aux(158) s(226) =< it(147)*aux(158) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],151,[158],161]: 5*it(147)+2*s(226)+4 Such that:aux(159) =< D it(147) =< aux(159) s(226) =< it(147)*aux(159) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],151,[158],160]: 5*it(147)+2*s(226)+4 Such that:aux(160) =< D it(147) =< aux(160) s(226) =< it(147)*aux(160) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],151,[158],159]: 4*it(147)+2*s(226)+1*s(250)+4 Such that:s(250) =< C1+1 aux(161) =< C1 it(147) =< aux(161) s(226) =< it(147)*aux(161) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],151,169]: 5*it(147)+1*s(230)+4 Such that:aux(162) =< D it(147) =< aux(162) s(230) =< it(147)*aux(162) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],151,161]: 4*it(147)+1*s(230)+4 Such that:aux(163) =< D it(147) =< aux(163) s(230) =< it(147)*aux(163) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],151,160]: 4*it(147)+1*s(230)+4 Such that:aux(164) =< D it(147) =< aux(164) s(230) =< it(147)*aux(164) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,[147],150,[158],169]: 6*it(147)+2*s(226)+4 Such that:aux(165) =< D it(147) =< aux(165) s(226) =< it(147)*aux(165) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,[158],161]: 5*it(147)+2*s(226)+4 Such that:aux(166) =< D it(147) =< aux(166) s(226) =< it(147)*aux(166) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,[158],160]: 5*it(147)+2*s(226)+4 Such that:aux(167) =< D it(147) =< aux(167) s(226) =< it(147)*aux(167) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,[158],159]: 4*it(147)+2*s(226)+1*s(250)+4 Such that:s(250) =< C1+1 aux(168) =< C1 it(147) =< aux(168) s(226) =< it(147)*aux(168) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,169]: 5*it(147)+1*s(230)+4 Such that:aux(169) =< D it(147) =< aux(169) s(230) =< it(147)*aux(169) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,161]: 4*it(147)+1*s(230)+4 Such that:aux(170) =< D it(147) =< aux(170) s(230) =< it(147)*aux(170) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,[147],150,160]: 4*it(147)+1*s(230)+4 Such that:aux(171) =< D it(147) =< aux(171) s(230) =< it(147)*aux(171) with precondition: [L=0,Z=3,0>=A+1,D>=6,D>=H+1] * Chain [148,164]: 2*s(227)+3 Such that:aux(172) =< D s(227) =< aux(172) with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [148,163]: 3*s(232)+3 Such that:aux(173) =< D s(232) =< aux(173) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,162]: 3*s(234)+3 Such that:aux(174) =< D s(234) =< aux(174) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,161]: 1*s(250)+2 Such that:s(250) =< D with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [148,160]: 1*s(250)+2 Such that:s(250) =< D with precondition: [L=0,Z=3,0>=A+1,D>=3,D>=H+1] * Chain [148,156,161]: 1*s(250)+4 Such that:s(250) =< 3 with precondition: [D=3,L=0,Z=3,0>=A+1,2>=H] * Chain [148,156,159]: 1*s(250)+4 Such that:s(250) =< 3 with precondition: [D=3,L=0,Z=11,A1=0,C1=2,D1=3,E1=0,H+1=B1,0>=A+1,2>=H] * Chain [148,151,[158],169]: 5*it(158)+1*s(226)+4 Such that:aux(175) =< D it(158) =< aux(175) s(226) =< it(158)*aux(175) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,151,[158],161]: 4*it(158)+1*s(226)+4 Such that:aux(176) =< D it(158) =< aux(176) s(226) =< it(158)*aux(176) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,151,[158],160]: 4*it(158)+1*s(226)+4 Such that:aux(177) =< D it(158) =< aux(177) s(226) =< it(158)*aux(177) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,151,[158],159]: 3*it(158)+1*s(226)+1*s(250)+4 Such that:aux(117) =< C1 s(250) =< C1+1 it(158) =< aux(117) s(226) =< it(158)*aux(117) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=4,D>=H+1] * Chain [148,151,169]: 4*s(223)+4 Such that:aux(178) =< D s(223) =< aux(178) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,151,161]: 3*s(236)+4 Such that:aux(179) =< D s(236) =< aux(179) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,151,160]: 3*s(236)+4 Such that:aux(180) =< D s(236) =< aux(180) with precondition: [L=0,Z=3,0>=A+1,D>=4,D>=H+1] * Chain [148,150,[158],169]: 5*it(158)+1*s(226)+4 Such that:aux(181) =< D it(158) =< aux(181) s(226) =< it(158)*aux(181) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,150,[158],161]: 4*it(158)+1*s(226)+4 Such that:aux(182) =< D it(158) =< aux(182) s(226) =< it(158)*aux(182) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,150,[158],160]: 4*it(158)+1*s(226)+4 Such that:aux(183) =< D it(158) =< aux(183) s(226) =< it(158)*aux(183) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,150,[158],159]: 3*it(158)+1*s(226)+1*s(250)+4 Such that:aux(129) =< C1 s(250) =< C1+1 it(158) =< aux(129) s(226) =< it(158)*aux(129) with precondition: [L=0,Z=11,A1=0,E1=0,H+1=B1,D=C1+1,D=D1,0>=A+1,D>=5,D>=H+1] * Chain [148,150,169]: 4*s(223)+4 Such that:aux(184) =< D s(223) =< aux(184) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,150,161]: 3*s(238)+4 Such that:aux(185) =< D s(238) =< aux(185) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] * Chain [148,150,160]: 3*s(238)+4 Such that:aux(186) =< D s(238) =< aux(186) with precondition: [L=0,Z=3,0>=A+1,D>=5,D>=H+1] #### Cost of chains of f56(A,D,H,I,L,M,N,Z,A1,B1,C1,D1,E1,F1): * Chain [[171],199]: 1*it(171)+1*s(547)+1*s(548)+2 Such that:s(544) =< 2 it(171) =< -H+1 aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,D=2,Z=3,0>=H] * Chain [[171],197]: 1*it(171)+1*s(547)+1*s(548)+0 Such that:s(544) =< D it(171) =< D-H aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,Z=3,D>=2,D>=H+1] * Chain [[171],191]: 1*it(171)+1*s(547)+1*s(548)+2*s(551)+1*s(552)+1 Such that:it(171) =< D-H aux(206) =< D s(551) =< aux(206) s(552) =< s(551)*aux(206) aux(205) =< aux(206) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(206) with precondition: [A=1,Z=3,D>=2,D>=H+2] * Chain [[171],190]: 1*it(171)+1*s(547)+1*s(548)+16*s(554)+4*s(555)+2 Such that:it(171) =< D-H aux(207) =< D s(554) =< aux(207) s(555) =< s(554)*aux(207) aux(205) =< aux(207) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(207) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [[171],189]: 1*it(171)+1*s(547)+1*s(548)+43*s(557)+11*s(558)+2 Such that:it(171) =< D-H aux(208) =< D s(557) =< aux(208) s(558) =< s(557)*aux(208) aux(205) =< aux(208) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(208) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [[171],188]: 1*it(171)+1*s(547)+1*s(548)+35*s(560)+14*s(561)+2 Such that:it(171) =< D-H aux(209) =< D s(560) =< aux(209) s(561) =< s(560)*aux(209) aux(205) =< aux(209) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(209) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [[171],187]: 1*it(171)+1*s(547)+1*s(548)+0 Such that:s(544) =< D it(171) =< D-H aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,Z=3,D>=2,D>=H+2] * Chain [[171],186]: 1*it(171)+1*s(547)+1*s(548)+0 Such that:s(544) =< D it(171) =< D-H aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,Z=3,D>=2,D>=H+2] * Chain [[171],185]: 1*it(171)+1*s(547)+1*s(548)+0 Such that:it(171) =< -H+B1 s(544) =< B1 aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,Z=9,A1=1,C1=0,F1=1,D=B1,D=D1+1,D=E1,D>=2,D>=H+1] * Chain [[171],182,[184],202]: 2*it(171)+1*s(547)+1*s(548)+2*s(563)+1*s(564)+1*s(571)+1*s(572)+3 Such that:aux(214) =< 2 aux(215) =< -H aux(216) =< -H+1 it(171) =< aux(215) it(171) =< aux(216) s(563) =< aux(214) s(564) =< s(563)*aux(214) aux(211) =< aux(214) aux(211) =< aux(214) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(214) aux(205) =< aux(214) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(214) with precondition: [A=1,D=2,Z=3,0>=H+2] * Chain [[171],182,[184],197]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+3 Such that:aux(218) =< 2 aux(219) =< -H aux(220) =< -H+1 it(171) =< aux(219) it(171) =< aux(220) aux(211) =< aux(218) aux(211) =< aux(218) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(218) aux(205) =< aux(218) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(218) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [[171],182,[184],187]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+3 Such that:aux(222) =< 2 aux(223) =< -H aux(224) =< -H+1 it(171) =< aux(223) it(171) =< aux(224) aux(211) =< aux(222) aux(211) =< aux(222) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(222) aux(205) =< aux(222) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(222) with precondition: [A=1,D=2,Z=3,0>=H+2] * Chain [[171],182,[184],186]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+3 Such that:aux(226) =< 2 aux(227) =< -H aux(228) =< -H+1 it(171) =< aux(227) it(171) =< aux(228) aux(211) =< aux(226) aux(211) =< aux(226) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(226) aux(205) =< aux(226) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(226) with precondition: [A=1,D=2,Z=3,0>=H+2] * Chain [[171],182,[184],185]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+3 Such that:aux(230) =< 2 aux(231) =< -H aux(232) =< -H+1 it(171) =< aux(231) it(171) =< aux(232) aux(211) =< aux(230) aux(211) =< aux(230) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(230) aux(205) =< aux(230) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(230) with precondition: [A=1,D=2,Z=9,A1=0,B1=2,C1=0,D1=1,E1=2,F1=0,0>=H+1] * Chain [[171],182,202]: 1*it(171)+1*s(547)+1*s(548)+2*s(563)+1*s(564)+3 Such that:it(171) =< -H aux(233) =< 2 s(563) =< aux(233) s(564) =< s(563)*aux(233) aux(205) =< aux(233) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(233) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [[171],182,197]: 1*it(171)+1*s(547)+1*s(548)+3 Such that:s(544) =< 2 it(171) =< -H+1 aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,D=2,Z=3,0>=H] * Chain [[171],182,187]: 1*it(171)+1*s(547)+1*s(548)+3 Such that:s(544) =< 2 it(171) =< -H aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [[171],182,186]: 1*it(171)+1*s(547)+1*s(548)+3 Such that:s(544) =< 2 it(171) =< -H aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [[171],182,185]: 1*it(171)+1*s(547)+1*s(548)+3 Such that:s(544) =< 2 it(171) =< -H+1 aux(205) =< s(544) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*s(544) with precondition: [A=1,D=2,Z=9,A1=0,B1=2,C1=0,D1=1,E1=2,F1=0,0>=H] * Chain [[171],175,[184],202]: 2*it(171)+1*s(547)+1*s(548)+6*s(563)+3*s(564)+1*s(571)+1*s(572)+3 Such that:aux(236) =< D aux(237) =< D-H it(171) =< aux(237) s(563) =< aux(236) s(564) =< s(563)*aux(236) aux(211) =< aux(236) aux(211) =< aux(236) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(236) aux(205) =< aux(236) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(236) with precondition: [A=1,Z=3,D>=3,D>=H+4] * Chain [[171],175,[184],201]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(576)+4*s(578)+3 Such that:aux(240) =< D aux(241) =< D-H it(171) =< aux(241) s(576) =< aux(240) s(578) =< s(576)*aux(240) aux(211) =< aux(240) aux(211) =< aux(240) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(240) aux(205) =< aux(240) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(240) with precondition: [A=1,Z=3,D>=3,D>=H+4] * Chain [[171],175,[184],197]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:aux(243) =< D aux(244) =< D-H it(171) =< aux(244) aux(211) =< aux(243) aux(211) =< aux(243) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(243) s(576) =< aux(243) s(578) =< s(576)*aux(243) aux(205) =< aux(243) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(243) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [[171],175,[184],187]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:aux(246) =< D aux(247) =< D-H it(171) =< aux(247) aux(211) =< aux(246) aux(211) =< aux(246) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(246) s(576) =< aux(246) s(578) =< s(576)*aux(246) aux(205) =< aux(246) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(246) with precondition: [A=1,Z=3,D>=3,D>=H+4] * Chain [[171],175,[184],186]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:aux(249) =< D aux(250) =< D-H it(171) =< aux(250) aux(211) =< aux(249) aux(211) =< aux(249) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(249) s(576) =< aux(249) s(578) =< s(576)*aux(249) aux(205) =< aux(249) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(249) with precondition: [A=1,Z=3,D>=3,D>=H+4] * Chain [[171],175,[184],185]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:aux(252) =< -H+B1 aux(253) =< B1 it(171) =< aux(252) aux(211) =< aux(253) aux(211) =< aux(253) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(253) s(576) =< aux(253) s(578) =< s(576)*aux(253) aux(205) =< aux(253) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(253) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=3,D>=H+3] * Chain [[171],175,202]: 1*it(171)+1*s(547)+1*s(548)+6*s(563)+3*s(564)+3 Such that:it(171) =< D-H aux(255) =< D s(563) =< aux(255) s(564) =< s(563)*aux(255) aux(205) =< aux(255) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(255) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [[171],175,201]: 1*it(171)+1*s(547)+1*s(548)+7*s(576)+4*s(578)+3 Such that:it(171) =< D-H aux(257) =< D s(576) =< aux(257) s(578) =< s(576)*aux(257) aux(205) =< aux(257) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(257) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [[171],175,197]: 1*it(171)+1*s(547)+1*s(548)+4*s(576)+2*s(578)+3 Such that:it(171) =< D-H aux(258) =< D s(576) =< aux(258) s(578) =< s(576)*aux(258) aux(205) =< aux(258) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(258) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [[171],175,187]: 1*it(171)+1*s(547)+1*s(548)+4*s(576)+2*s(578)+3 Such that:it(171) =< D-H aux(259) =< D s(576) =< aux(259) s(578) =< s(576)*aux(259) aux(205) =< aux(259) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(259) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [[171],175,186]: 1*it(171)+1*s(547)+1*s(548)+4*s(576)+2*s(578)+3 Such that:it(171) =< D-H aux(260) =< D s(576) =< aux(260) s(578) =< s(576)*aux(260) aux(205) =< aux(260) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(260) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [[171],175,185]: 1*it(171)+1*s(547)+1*s(548)+4*s(576)+2*s(578)+3 Such that:it(171) =< -H+B1 aux(261) =< B1 s(576) =< aux(261) s(578) =< s(576)*aux(261) aux(205) =< aux(261) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(261) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=3,D>=H+2] * Chain [[171],174,[184],202]: 2*it(171)+1*s(547)+1*s(548)+9*s(563)+4*s(564)+1*s(571)+1*s(572)+3 Such that:aux(264) =< D aux(265) =< D-H it(171) =< aux(265) s(563) =< aux(264) s(564) =< s(563)*aux(264) aux(211) =< aux(264) aux(211) =< aux(264) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(264) aux(205) =< aux(264) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(264) with precondition: [A=1,Z=3,D>=4,D>=H+4] * Chain [[171],174,[184],201]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+10*s(581)+5*s(582)+3 Such that:aux(267) =< D aux(268) =< D-H it(171) =< aux(268) s(581) =< aux(267) s(582) =< s(581)*aux(267) aux(211) =< aux(267) aux(211) =< aux(267) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(267) aux(205) =< aux(267) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(267) with precondition: [A=1,Z=3,D>=4,D>=H+4] * Chain [[171],174,[184],197]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:aux(270) =< D aux(271) =< D-H it(171) =< aux(271) aux(211) =< aux(270) aux(211) =< aux(270) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(270) s(585) =< aux(270) s(586) =< s(585)*aux(270) aux(205) =< aux(270) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(270) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [[171],174,[184],187]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:aux(273) =< D aux(274) =< D-H it(171) =< aux(274) aux(211) =< aux(273) aux(211) =< aux(273) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(273) s(585) =< aux(273) s(586) =< s(585)*aux(273) aux(205) =< aux(273) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(273) with precondition: [A=1,Z=3,D>=4,D>=H+4] * Chain [[171],174,[184],186]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:aux(276) =< D aux(277) =< D-H it(171) =< aux(277) aux(211) =< aux(276) aux(211) =< aux(276) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(276) s(585) =< aux(276) s(586) =< s(585)*aux(276) aux(205) =< aux(276) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(276) with precondition: [A=1,Z=3,D>=4,D>=H+4] * Chain [[171],174,[184],185]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:aux(279) =< -H+B1 aux(280) =< B1 it(171) =< aux(279) aux(211) =< aux(280) aux(211) =< aux(280) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(280) s(585) =< aux(280) s(586) =< s(585)*aux(280) aux(205) =< aux(280) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(280) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=4,D>=H+3] * Chain [[171],174,202]: 1*it(171)+1*s(547)+1*s(548)+9*s(563)+4*s(564)+3 Such that:it(171) =< D-H aux(282) =< D s(563) =< aux(282) s(564) =< s(563)*aux(282) aux(205) =< aux(282) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(282) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [[171],174,201]: 1*it(171)+1*s(547)+1*s(548)+10*s(581)+5*s(582)+3 Such that:it(171) =< D-H aux(284) =< D s(581) =< aux(284) s(582) =< s(581)*aux(284) aux(205) =< aux(284) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(284) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [[171],174,197]: 1*it(171)+1*s(547)+1*s(548)+7*s(585)+3*s(586)+3 Such that:it(171) =< D-H aux(285) =< D s(585) =< aux(285) s(586) =< s(585)*aux(285) aux(205) =< aux(285) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(285) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [[171],174,187]: 1*it(171)+1*s(547)+1*s(548)+7*s(585)+3*s(586)+3 Such that:it(171) =< D-H aux(286) =< D s(585) =< aux(286) s(586) =< s(585)*aux(286) aux(205) =< aux(286) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(286) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [[171],174,186]: 1*it(171)+1*s(547)+1*s(548)+7*s(585)+3*s(586)+3 Such that:it(171) =< D-H aux(287) =< D s(585) =< aux(287) s(586) =< s(585)*aux(287) aux(205) =< aux(287) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(287) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [[171],174,185]: 1*it(171)+1*s(547)+1*s(548)+7*s(585)+3*s(586)+3 Such that:it(171) =< -H+B1 aux(288) =< B1 s(585) =< aux(288) s(586) =< s(585)*aux(288) aux(205) =< aux(288) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(288) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=4,D>=H+2] * Chain [[171],173,[184],202]: 2*it(171)+1*s(547)+1*s(548)+6*s(563)+3*s(564)+1*s(571)+1*s(572)+3 Such that:aux(291) =< D aux(292) =< D-H it(171) =< aux(292) s(563) =< aux(291) s(564) =< s(563)*aux(291) aux(211) =< aux(291) aux(211) =< aux(291) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(291) aux(205) =< aux(291) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(291) with precondition: [A=1,Z=3,D>=5,D>=H+4] * Chain [[171],173,[184],201]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+7*s(581)+4*s(582)+3 Such that:aux(294) =< D aux(295) =< D-H it(171) =< aux(295) s(581) =< aux(294) s(582) =< s(581)*aux(294) aux(211) =< aux(294) aux(211) =< aux(294) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(294) aux(205) =< aux(294) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(294) with precondition: [A=1,Z=3,D>=5,D>=H+4] * Chain [[171],173,[184],197]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:aux(297) =< D aux(298) =< D-H it(171) =< aux(298) aux(211) =< aux(297) aux(211) =< aux(297) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(297) s(591) =< aux(297) s(593) =< s(591)*aux(297) aux(205) =< aux(297) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(297) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [[171],173,[184],187]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:aux(300) =< D aux(301) =< D-H it(171) =< aux(301) aux(211) =< aux(300) aux(211) =< aux(300) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(300) s(591) =< aux(300) s(593) =< s(591)*aux(300) aux(205) =< aux(300) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(300) with precondition: [A=1,Z=3,D>=5,D>=H+4] * Chain [[171],173,[184],186]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:aux(303) =< D aux(304) =< D-H it(171) =< aux(304) aux(211) =< aux(303) aux(211) =< aux(303) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(303) s(591) =< aux(303) s(593) =< s(591)*aux(303) aux(205) =< aux(303) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(303) with precondition: [A=1,Z=3,D>=5,D>=H+4] * Chain [[171],173,[184],185]: 2*it(171)+1*s(547)+1*s(548)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:aux(306) =< -H+B1 aux(307) =< B1 it(171) =< aux(306) aux(211) =< aux(307) aux(211) =< aux(307) s(573) =< it(171)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(307) s(591) =< aux(307) s(593) =< s(591)*aux(307) aux(205) =< aux(307) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(307) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=5,D>=H+3] * Chain [[171],173,202]: 1*it(171)+1*s(547)+1*s(548)+6*s(563)+3*s(564)+3 Such that:it(171) =< D-H aux(309) =< D s(563) =< aux(309) s(564) =< s(563)*aux(309) aux(205) =< aux(309) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(309) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [[171],173,201]: 1*it(171)+1*s(547)+1*s(548)+7*s(581)+4*s(582)+3 Such that:it(171) =< D-H aux(311) =< D s(581) =< aux(311) s(582) =< s(581)*aux(311) aux(205) =< aux(311) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(311) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [[171],173,197]: 1*it(171)+1*s(547)+1*s(548)+4*s(591)+2*s(593)+3 Such that:it(171) =< D-H aux(312) =< D s(591) =< aux(312) s(593) =< s(591)*aux(312) aux(205) =< aux(312) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(312) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [[171],173,187]: 1*it(171)+1*s(547)+1*s(548)+4*s(591)+2*s(593)+3 Such that:it(171) =< D-H aux(313) =< D s(591) =< aux(313) s(593) =< s(591)*aux(313) aux(205) =< aux(313) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(313) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [[171],173,186]: 1*it(171)+1*s(547)+1*s(548)+4*s(591)+2*s(593)+3 Such that:it(171) =< D-H aux(314) =< D s(591) =< aux(314) s(593) =< s(591)*aux(314) aux(205) =< aux(314) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(314) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [[171],173,185]: 1*it(171)+1*s(547)+1*s(548)+4*s(591)+2*s(593)+3 Such that:it(171) =< -H+B1 aux(315) =< B1 s(591) =< aux(315) s(593) =< s(591)*aux(315) aux(205) =< aux(315) s(549) =< it(171)*aux(205) s(547) =< s(549) s(548) =< s(547)*aux(315) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=5,D>=H+2] * Chain [[170],197]: 1*it(170)+0 Such that:it(170) =< D-H with precondition: [A=1,Z=3,1>=D,D>=H+1] * Chain [[170],186]: 1*it(170)+0 Such that:it(170) =< D-H with precondition: [A=1,Z=3,1>=D,D>=H+2] * Chain [[170],185]: 1*it(170)+0 Such that:it(170) =< -H+B1 with precondition: [A=1,Z=9,A1=1,C1=0,D1=0,D=B1,M=E1,N=F1,1>=D,D>=H+1] * Chain [199]: 2 with precondition: [A=1,D=2,Z=3,1>=H] * Chain [197]: 0 with precondition: [Z=3,1>=A,A>=0] * Chain [191]: 2*s(551)+1*s(552)+1 Such that:s(550) =< D s(551) =< s(550) s(552) =< s(551)*s(550) with precondition: [A=1,Z=3,D>=2,D>=H+1] * Chain [190]: 16*s(554)+4*s(555)+2 Such that:s(553) =< D s(554) =< s(553) s(555) =< s(554)*s(553) with precondition: [A=1,Z=3,D>=3,D>=H+1] * Chain [189]: 43*s(557)+11*s(558)+2 Such that:s(556) =< D s(557) =< s(556) s(558) =< s(557)*s(556) with precondition: [A=1,Z=3,D>=4,D>=H+1] * Chain [188]: 35*s(560)+14*s(561)+2 Such that:s(559) =< D s(560) =< s(559) s(561) =< s(560)*s(559) with precondition: [A=1,Z=3,D>=5,D>=H+1] * Chain [187]: 0 with precondition: [Z=3,1>=A,A>=0,D>=2,D>=H+1] * Chain [186]: 0 with precondition: [Z=3,1>=A,A>=0,D>=H+1] * Chain [185]: 0 with precondition: [Z=9,C1=0,D1=L,E1=M,F1=N,A=A1,H=B1,1>=A,A>=0,H>=D] * Chain [182,[184],202]: 1*it(184)+2*s(563)+1*s(564)+1*s(571)+1*s(572)+3 Such that:aux(213) =< 2 it(184) =< -H+1 s(563) =< aux(213) s(564) =< s(563)*aux(213) aux(211) =< aux(213) aux(211) =< aux(213) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(213) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [182,[184],197]: 1*it(184)+1*s(571)+1*s(572)+3 Such that:aux(217) =< 2 it(184) =< -H+1 aux(211) =< aux(217) aux(211) =< aux(217) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(217) with precondition: [A=1,D=2,Z=3,0>=H] * Chain [182,[184],187]: 1*it(184)+1*s(571)+1*s(572)+3 Such that:aux(221) =< 2 it(184) =< -H+1 aux(211) =< aux(221) aux(211) =< aux(221) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(221) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [182,[184],186]: 1*it(184)+1*s(571)+1*s(572)+3 Such that:aux(225) =< 2 it(184) =< -H+1 aux(211) =< aux(225) aux(211) =< aux(225) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(225) with precondition: [A=1,D=2,Z=3,0>=H+1] * Chain [182,[184],185]: 1*it(184)+1*s(571)+1*s(572)+3 Such that:aux(229) =< 2 it(184) =< -H+1 aux(211) =< aux(229) aux(211) =< aux(229) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(229) with precondition: [A=1,D=2,Z=9,A1=0,B1=2,C1=0,D1=1,E1=2,F1=0,0>=H] * Chain [182,202]: 2*s(563)+1*s(564)+3 Such that:s(562) =< 2 s(563) =< s(562) s(564) =< s(563)*s(562) with precondition: [A=1,D=2,Z=3,0>=H] * Chain [182,197]: 3 with precondition: [A=1,D=2,Z=3,1>=H] * Chain [182,187]: 3 with precondition: [A=1,D=2,Z=3,0>=H] * Chain [182,186]: 3 with precondition: [A=1,D=2,Z=3,0>=H] * Chain [182,185]: 3 with precondition: [A=1,D=2,H=1,Z=9,A1=0,B1=2,C1=0,D1=1,E1=2,F1=0] * Chain [175,[184],202]: 1*it(184)+6*s(563)+3*s(564)+1*s(571)+1*s(572)+3 Such that:it(184) =< D-H aux(235) =< D s(563) =< aux(235) s(564) =< s(563)*aux(235) aux(211) =< aux(235) aux(211) =< aux(235) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(235) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [175,[184],201]: 1*it(184)+1*s(571)+1*s(572)+7*s(576)+4*s(578)+3 Such that:it(184) =< D-H aux(239) =< D s(576) =< aux(239) s(578) =< s(576)*aux(239) aux(211) =< aux(239) aux(211) =< aux(239) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(239) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [175,[184],197]: 1*it(184)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:it(184) =< D-H aux(242) =< D aux(211) =< aux(242) aux(211) =< aux(242) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(242) s(576) =< aux(242) s(578) =< s(576)*aux(242) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [175,[184],187]: 1*it(184)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:it(184) =< D-H aux(245) =< D aux(211) =< aux(245) aux(211) =< aux(245) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(245) s(576) =< aux(245) s(578) =< s(576)*aux(245) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [175,[184],186]: 1*it(184)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:it(184) =< D-H aux(248) =< D aux(211) =< aux(248) aux(211) =< aux(248) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(248) s(576) =< aux(248) s(578) =< s(576)*aux(248) with precondition: [A=1,Z=3,D>=3,D>=H+3] * Chain [175,[184],185]: 1*it(184)+1*s(571)+1*s(572)+4*s(576)+2*s(578)+3 Such that:it(184) =< -H+B1 aux(251) =< B1 aux(211) =< aux(251) aux(211) =< aux(251) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(251) s(576) =< aux(251) s(578) =< s(576)*aux(251) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=3,D>=H+2] * Chain [175,202]: 6*s(563)+3*s(564)+3 Such that:aux(254) =< D s(563) =< aux(254) s(564) =< s(563)*aux(254) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [175,201]: 7*s(576)+4*s(578)+3 Such that:aux(256) =< D s(576) =< aux(256) s(578) =< s(576)*aux(256) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [175,197]: 4*s(576)+2*s(578)+3 Such that:aux(234) =< D s(576) =< aux(234) s(578) =< s(576)*aux(234) with precondition: [A=1,Z=3,D>=3,D>=H+1] * Chain [175,187]: 4*s(576)+2*s(578)+3 Such that:aux(234) =< D s(576) =< aux(234) s(578) =< s(576)*aux(234) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [175,186]: 4*s(576)+2*s(578)+3 Such that:aux(234) =< D s(576) =< aux(234) s(578) =< s(576)*aux(234) with precondition: [A=1,Z=3,D>=3,D>=H+2] * Chain [175,185]: 4*s(576)+2*s(578)+3 Such that:aux(234) =< B1 s(576) =< aux(234) s(578) =< s(576)*aux(234) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=H+1,D=B1,D=D1+1,D=E1,D>=3] * Chain [174,[184],202]: 1*it(184)+9*s(563)+4*s(564)+1*s(571)+1*s(572)+3 Such that:it(184) =< D-H aux(263) =< D s(563) =< aux(263) s(564) =< s(563)*aux(263) aux(211) =< aux(263) aux(211) =< aux(263) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(263) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [174,[184],201]: 1*it(184)+1*s(571)+1*s(572)+10*s(581)+5*s(582)+3 Such that:it(184) =< D-H aux(266) =< D s(581) =< aux(266) s(582) =< s(581)*aux(266) aux(211) =< aux(266) aux(211) =< aux(266) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(266) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [174,[184],197]: 1*it(184)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:it(184) =< D-H aux(269) =< D aux(211) =< aux(269) aux(211) =< aux(269) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(269) s(585) =< aux(269) s(586) =< s(585)*aux(269) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [174,[184],187]: 1*it(184)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:it(184) =< D-H aux(272) =< D aux(211) =< aux(272) aux(211) =< aux(272) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(272) s(585) =< aux(272) s(586) =< s(585)*aux(272) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [174,[184],186]: 1*it(184)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:it(184) =< D-H aux(275) =< D aux(211) =< aux(275) aux(211) =< aux(275) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(275) s(585) =< aux(275) s(586) =< s(585)*aux(275) with precondition: [A=1,Z=3,D>=4,D>=H+3] * Chain [174,[184],185]: 1*it(184)+1*s(571)+1*s(572)+7*s(585)+3*s(586)+3 Such that:it(184) =< -H+B1 aux(278) =< B1 aux(211) =< aux(278) aux(211) =< aux(278) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(278) s(585) =< aux(278) s(586) =< s(585)*aux(278) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=4,D>=H+2] * Chain [174,202]: 9*s(563)+4*s(564)+3 Such that:aux(281) =< D s(563) =< aux(281) s(564) =< s(563)*aux(281) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [174,201]: 10*s(581)+5*s(582)+3 Such that:aux(283) =< D s(581) =< aux(283) s(582) =< s(581)*aux(283) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [174,197]: 7*s(585)+3*s(586)+3 Such that:aux(262) =< D s(585) =< aux(262) s(586) =< s(585)*aux(262) with precondition: [A=1,Z=3,D>=4,D>=H+1] * Chain [174,187]: 7*s(585)+3*s(586)+3 Such that:aux(262) =< D s(585) =< aux(262) s(586) =< s(585)*aux(262) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [174,186]: 7*s(585)+3*s(586)+3 Such that:aux(262) =< D s(585) =< aux(262) s(586) =< s(585)*aux(262) with precondition: [A=1,Z=3,D>=4,D>=H+2] * Chain [174,185]: 7*s(585)+3*s(586)+3 Such that:aux(262) =< B1 s(585) =< aux(262) s(586) =< s(585)*aux(262) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=H+1,D=B1,D=D1+1,D=E1,D>=4] * Chain [173,[184],202]: 1*it(184)+6*s(563)+3*s(564)+1*s(571)+1*s(572)+3 Such that:it(184) =< D-H aux(290) =< D s(563) =< aux(290) s(564) =< s(563)*aux(290) aux(211) =< aux(290) aux(211) =< aux(290) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(290) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [173,[184],201]: 1*it(184)+1*s(571)+1*s(572)+7*s(581)+4*s(582)+3 Such that:it(184) =< D-H aux(293) =< D s(581) =< aux(293) s(582) =< s(581)*aux(293) aux(211) =< aux(293) aux(211) =< aux(293) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(293) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [173,[184],197]: 1*it(184)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:it(184) =< D-H aux(296) =< D aux(211) =< aux(296) aux(211) =< aux(296) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(296) s(591) =< aux(296) s(593) =< s(591)*aux(296) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [173,[184],187]: 1*it(184)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:it(184) =< D-H aux(299) =< D aux(211) =< aux(299) aux(211) =< aux(299) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(299) s(591) =< aux(299) s(593) =< s(591)*aux(299) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [173,[184],186]: 1*it(184)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:it(184) =< D-H aux(302) =< D aux(211) =< aux(302) aux(211) =< aux(302) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(302) s(591) =< aux(302) s(593) =< s(591)*aux(302) with precondition: [A=1,Z=3,D>=5,D>=H+3] * Chain [173,[184],185]: 1*it(184)+1*s(571)+1*s(572)+4*s(591)+2*s(593)+3 Such that:it(184) =< -H+B1 aux(305) =< B1 aux(211) =< aux(305) aux(211) =< aux(305) s(573) =< it(184)*aux(211) s(571) =< s(573) s(572) =< s(571)*aux(305) s(591) =< aux(305) s(593) =< s(591)*aux(305) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=B1,D=D1+1,D=E1,D>=5,D>=H+2] * Chain [173,202]: 6*s(563)+3*s(564)+3 Such that:aux(308) =< D s(563) =< aux(308) s(564) =< s(563)*aux(308) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [173,201]: 7*s(581)+4*s(582)+3 Such that:aux(310) =< D s(581) =< aux(310) s(582) =< s(581)*aux(310) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [173,197]: 4*s(591)+2*s(593)+3 Such that:aux(289) =< D s(591) =< aux(289) s(593) =< s(591)*aux(289) with precondition: [A=1,Z=3,D>=5,D>=H+1] * Chain [173,187]: 4*s(591)+2*s(593)+3 Such that:aux(289) =< D s(591) =< aux(289) s(593) =< s(591)*aux(289) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [173,186]: 4*s(591)+2*s(593)+3 Such that:aux(289) =< D s(591) =< aux(289) s(593) =< s(591)*aux(289) with precondition: [A=1,Z=3,D>=5,D>=H+2] * Chain [173,185]: 4*s(591)+2*s(593)+3 Such that:aux(289) =< B1 s(591) =< aux(289) s(593) =< s(591)*aux(289) with precondition: [A=1,Z=9,A1=0,C1=0,F1=0,D=H+1,D=B1,D=D1+1,D=E1,D>=5] #### Cost of chains of f83(B,D,O,P,Q,Z,A1,B1,C1,D1): * Chain [[207],209]: 1*it(207)+0 Such that:it(207) =< D-P with precondition: [B=0,Z=3,P>=O+1,D>=P+1] * Chain [[207],208]: 1*it(207)+0 Such that:it(207) =< D-P with precondition: [B=0,Z=8,A1=0,D1=0,O+1=B1,D=C1,P>=O+1,D>=P+1] * Chain [[203],209]: 1*it(203)+0 Such that:it(203) =< D-P with precondition: [Z=3,B>=1,P>=O+1,D>=P+1] * Chain [[203],208]: 1*it(203)+0 Such that:it(203) =< D-P with precondition: [Z=8,A1=1,D1=1,O+1=B1,D=C1,B>=1,P>=O+1,D>=P+1] * Chain [[203],205,[207],209]: 2*it(203)+1 Such that:aux(356) =< D-P it(203) =< aux(356) with precondition: [Z=3,B>=1,P>=O+1,D>=P+3] * Chain [[203],205,[207],208]: 2*it(203)+1 Such that:aux(357) =< D-P it(203) =< aux(357) with precondition: [Z=8,A1=0,D1=0,O+1=B1,D=C1,B>=1,P>=O+1,D>=P+3] * Chain [[203],205,209]: 1*it(203)+1 Such that:it(203) =< D-P with precondition: [Z=3,B>=1,P>=O+1,D>=P+2] * Chain [[203],205,208]: 1*it(203)+1 Such that:it(203) =< D-P with precondition: [Z=8,A1=0,D1=0,O+1=B1,D=C1,B>=1,P>=O+1,D>=P+2] * Chain [209]: 0 with precondition: [Z=3,D>=O+2,P>=O+1] * Chain [206,[207],209]: 1*it(207)+1 Such that:it(207) =< D-P with precondition: [Z=3,O+1=P,0>=B+1,D>=O+3] * Chain [206,[207],208]: 1*it(207)+1 Such that:it(207) =< D-B1 with precondition: [Z=8,A1=0,D1=0,P=O+1,P=B1,D=C1,0>=B+1,D>=P+2] * Chain [206,209]: 1 with precondition: [Z=3,O+1=P,0>=B+1,D>=O+2] * Chain [206,208]: 1 with precondition: [Z=8,A1=0,D1=0,D=O+2,D=P+1,D=B1+1,D=C1,0>=B+1] * Chain [205,[207],209]: 1*it(207)+1 Such that:it(207) =< D-P with precondition: [Z=3,B>=1,P>=O+1,D>=P+2] * Chain [205,[207],208]: 1*it(207)+1 Such that:it(207) =< D-P with precondition: [Z=8,A1=0,D1=0,O+1=B1,D=C1,B>=1,P>=O+1,D>=P+2] * Chain [205,209]: 1 with precondition: [Z=3,B>=1,P>=O+1,D>=P+1] * Chain [205,208]: 1 with precondition: [Z=8,A1=0,D1=0,D=P+1,O+1=B1,D=C1,B>=1,D>=O+2] * Chain [204,[203],209]: 1*it(203)+1 Such that:it(203) =< D-P with precondition: [Z=3,O+1=P,0>=B+1,D>=O+3] * Chain [204,[203],208]: 1*it(203)+1 Such that:it(203) =< D-B1 with precondition: [Z=8,A1=1,D1=1,P=O+1,P=B1,D=C1,0>=B+1,D>=P+2] * Chain [204,[203],205,[207],209]: 2*it(203)+2 Such that:aux(356) =< D-P it(203) =< aux(356) with precondition: [Z=3,O+1=P,0>=B+1,D>=O+5] * Chain [204,[203],205,[207],208]: 2*it(203)+2 Such that:aux(357) =< D-B1 it(203) =< aux(357) with precondition: [Z=8,A1=0,D1=0,P=O+1,P=B1,D=C1,0>=B+1,D>=P+4] * Chain [204,[203],205,209]: 1*it(203)+2 Such that:it(203) =< D-P with precondition: [Z=3,O+1=P,0>=B+1,D>=O+4] * Chain [204,[203],205,208]: 1*it(203)+2 Such that:it(203) =< D-B1 with precondition: [Z=8,A1=0,D1=0,P=O+1,P=B1,D=C1,0>=B+1,D>=P+3] * Chain [204,209]: 1 with precondition: [Z=3,O+1=P,0>=B+1,D>=O+2] * Chain [204,208]: 1 with precondition: [Z=8,A1=1,D1=1,D=O+2,D=P+1,D=B1+1,D=C1,0>=B+1] * Chain [204,205,[207],209]: 1*it(207)+2 Such that:it(207) =< D-P with precondition: [Z=3,O+1=P,0>=B+1,D>=O+4] * Chain [204,205,[207],208]: 1*it(207)+2 Such that:it(207) =< D-B1 with precondition: [Z=8,A1=0,D1=0,P=O+1,P=B1,D=C1,0>=B+1,D>=P+3] * Chain [204,205,209]: 2 with precondition: [Z=3,O+1=P,0>=B+1,D>=O+3] * Chain [204,205,208]: 2 with precondition: [Z=8,A1=0,D1=0,D=O+3,D=P+2,D=B1+2,D=C1,0>=B+1] #### Cost of chains of f80(B,D,I,O,P,Q,Z,A1,B1,C1,D1,E1): * Chain [[221],232]: 2*it(221)+1*s(1322)+0 Such that:aux(365) =< D-O it(221) =< aux(365) s(1322) =< it(221)*aux(365) with precondition: [B=0,Z=3,O>=0,D>=I+1,D>=O+3] * Chain [[221],224]: 1*it(221)+1*s(1322)+0 Such that:aux(366) =< D-O it(221) =< aux(366) s(1322) =< it(221)*aux(366) with precondition: [B=0,Z=3,O>=0,D>=I+1,D>=O+2] * Chain [[221],223]: 1*it(221)+1*s(1322)+0 Such that:aux(367) =< D-O it(221) =< aux(367) s(1322) =< it(221)*aux(367) with precondition: [B=0,Z=3,O>=0,D>=I+1,D>=O+3] * Chain [[221],222]: 1*it(221)+1*s(1322)+0 Such that:it(221) =< -O+C1 aux(364) =< -O+C1+1 it(221) =< aux(364) s(1322) =< it(221)*aux(364) with precondition: [B=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,O>=0,D>=I+1,D>=O+2] * Chain [[210],227]: 2*it(210)+1*s(1326)+1 Such that:aux(370) =< D-O it(210) =< aux(370) s(1326) =< it(210)*aux(370) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [[210],226]: 3*it(210)+1*s(1326)+1 Such that:aux(371) =< D-O it(210) =< aux(371) s(1326) =< it(210)*aux(371) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],225]: 3*it(210)+1*s(1326)+1 Such that:aux(372) =< D-O it(210) =< aux(372) s(1326) =< it(210)*aux(372) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],224]: 1*it(210)+1*s(1326)+0 Such that:aux(373) =< D-O it(210) =< aux(373) s(1326) =< it(210)*aux(373) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+2] * Chain [[210],223]: 1*it(210)+1*s(1326)+0 Such that:aux(374) =< D-O it(210) =< aux(374) s(1326) =< it(210)*aux(374) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [[210],222]: 1*it(210)+1*s(1326)+0 Such that:it(210) =< -O+C1 aux(369) =< -O+C1+1 it(210) =< aux(369) s(1326) =< it(210)*aux(369) with precondition: [Z=9,A1=1,E1=1,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+2] * Chain [[210],219,224]: 1*it(210)+1*s(1326)+2 Such that:aux(375) =< D-O it(210) =< aux(375) s(1326) =< it(210)*aux(375) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [[210],219,222]: 1*it(210)+1*s(1326)+2 Such that:it(210) =< -O+C1 aux(369) =< -O+C1+1 it(210) =< aux(369) s(1326) =< it(210)*aux(369) with precondition: [Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [[210],214,[221],232]: 5*it(210)+2*s(1322)+2 Such that:aux(377) =< D-O it(210) =< aux(377) s(1322) =< it(210)*aux(377) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],214,[221],224]: 4*it(210)+2*s(1322)+2 Such that:aux(379) =< D-O it(210) =< aux(379) s(1322) =< it(210)*aux(379) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],214,[221],223]: 4*it(210)+2*s(1322)+2 Such that:aux(381) =< D-O it(210) =< aux(381) s(1322) =< it(210)*aux(381) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],214,[221],222]: 1*it(210)+3*it(221)+1*s(1322)+1*s(1326)+2 Such that:aux(369) =< -O+C1+1 aux(383) =< -O+C1 it(210) =< aux(383) it(221) =< aux(383) s(1322) =< it(221)*aux(383) it(210) =< aux(369) s(1326) =< it(210)*aux(369) with precondition: [Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],214,232]: 4*it(210)+1*s(1326)+2 Such that:aux(385) =< D-O it(210) =< aux(385) s(1326) =< it(210)*aux(385) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],214,224]: 3*it(210)+1*s(1326)+2 Such that:aux(386) =< D-O it(210) =< aux(386) s(1326) =< it(210)*aux(386) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],214,223]: 3*it(210)+1*s(1326)+2 Such that:aux(387) =< D-O it(210) =< aux(387) s(1326) =< it(210)*aux(387) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [[210],213,[221],232]: 5*it(210)+2*s(1322)+2 Such that:aux(389) =< D-O it(210) =< aux(389) s(1322) =< it(210)*aux(389) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,[221],224]: 4*it(210)+2*s(1322)+2 Such that:aux(391) =< D-O it(210) =< aux(391) s(1322) =< it(210)*aux(391) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,[221],223]: 4*it(210)+2*s(1322)+2 Such that:aux(393) =< D-O it(210) =< aux(393) s(1322) =< it(210)*aux(393) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,[221],222]: 1*it(210)+3*it(221)+1*s(1322)+1*s(1326)+2 Such that:aux(369) =< -O+C1+1 aux(395) =< -O+C1 it(210) =< aux(395) it(221) =< aux(395) s(1322) =< it(221)*aux(395) it(210) =< aux(369) s(1326) =< it(210)*aux(369) with precondition: [Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,232]: 4*it(210)+1*s(1326)+2 Such that:aux(397) =< D-O it(210) =< aux(397) s(1326) =< it(210)*aux(397) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,224]: 3*it(210)+1*s(1326)+2 Such that:aux(398) =< D-O it(210) =< aux(398) s(1326) =< it(210)*aux(398) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [[210],213,223]: 3*it(210)+1*s(1326)+2 Such that:aux(399) =< D-O it(210) =< aux(399) s(1326) =< it(210)*aux(399) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+5] * Chain [232]: 1*s(1319)+0 Such that:s(1319) =< D-O with precondition: [B=0,Z=3,O>=0,D>=I+1,D>=O+2] * Chain [231]: 1 with precondition: [O=0,Z=3,0>=B+1,D>=2,D>=I+1] * Chain [230]: 2*s(1336)+2 Such that:s(1335) =< D s(1336) =< s(1335) with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [229]: 2*s(1338)+2 Such that:s(1337) =< D s(1338) =< s(1337) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [228]: 2*s(1340)+2 Such that:s(1339) =< D s(1340) =< s(1339) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [227]: 1*s(1323)+1 Such that:s(1323) =< D-O with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+2] * Chain [226]: 2*s(1328)+1 Such that:s(1327) =< D-O s(1328) =< s(1327) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [225]: 2*s(1330)+1 Such that:s(1329) =< D-O s(1330) =< s(1329) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [224]: 0 with precondition: [Z=3,O>=0,D>=I+1] * Chain [223]: 0 with precondition: [Z=3,O>=0,D>=I+1,D>=O+2] * Chain [222]: 0 with precondition: [Z=9,A1=B,D1=P,E1=Q,I+1=B1,O=C1,O>=0,O+1>=D,D>=I+1] * Chain [220,224]: 2 with precondition: [D=2,O=0,Z=3,0>=B+1,1>=I] * Chain [220,222]: 2 with precondition: [D=2,O=0,Z=9,A1=0,C1=1,D1=2,E1=0,I+1=B1,0>=B+1,1>=I] * Chain [219,224]: 2 with precondition: [Z=3,D=O+2,B>=1,D>=2,D>=I+1] * Chain [219,222]: 2 with precondition: [Z=9,A1=0,E1=0,D=O+2,I+1=B1,D=C1+1,D=D1,B>=1,D>=2,D>=I+1] * Chain [218,[221],224]: 1*it(221)+1*s(1322)+3 Such that:aux(366) =< 2 it(221) =< aux(366) s(1322) =< it(221)*aux(366) with precondition: [D=3,O=0,Z=3,0>=B+1,2>=I] * Chain [218,[221],222]: 1*it(221)+1*s(1322)+3 Such that:it(221) =< 1 aux(364) =< 2 it(221) =< aux(364) s(1322) =< it(221)*aux(364) with precondition: [D=3,O=0,Z=9,A1=0,C1=2,D1=3,E1=0,I+1=B1,0>=B+1,2>=I] * Chain [218,232]: 1*s(1319)+3 Such that:s(1319) =< 2 with precondition: [D=3,O=0,Z=3,0>=B+1,2>=I] * Chain [218,224]: 3 with precondition: [D=3,O=0,Z=3,0>=B+1,2>=I] * Chain [218,223]: 3 with precondition: [D=3,O=0,Z=3,0>=B+1,2>=I] * Chain [217,[221],232]: 3*it(221)+1*s(1322)+2 Such that:aux(400) =< D it(221) =< aux(400) s(1322) =< it(221)*aux(400) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [217,[221],224]: 2*it(221)+1*s(1322)+2 Such that:aux(401) =< D it(221) =< aux(401) s(1322) =< it(221)*aux(401) with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [217,[221],223]: 2*it(221)+1*s(1322)+2 Such that:aux(402) =< D it(221) =< aux(402) s(1322) =< it(221)*aux(402) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [217,[221],222]: 1*it(221)+1*s(1322)+1*s(1341)+2 Such that:s(1341) =< C1+1 aux(403) =< C1 it(221) =< aux(403) s(1322) =< it(221)*aux(403) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=3,D>=I+1] * Chain [217,232]: 2*s(1319)+2 Such that:aux(404) =< D s(1319) =< aux(404) with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [217,224]: 1*s(1341)+2 Such that:s(1341) =< D with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [217,223]: 1*s(1341)+2 Such that:s(1341) =< D with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [216,[221],232]: 4*it(221)+1*s(1322)+3 Such that:aux(405) =< D it(221) =< aux(405) s(1322) =< it(221)*aux(405) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [216,[221],224]: 3*it(221)+1*s(1322)+3 Such that:aux(406) =< D it(221) =< aux(406) s(1322) =< it(221)*aux(406) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [216,[221],223]: 3*it(221)+1*s(1322)+3 Such that:aux(407) =< D it(221) =< aux(407) s(1322) =< it(221)*aux(407) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [216,[221],222]: 1*it(221)+1*s(1322)+2*s(1343)+3 Such that:s(1342) =< C1+1 aux(408) =< C1 it(221) =< aux(408) s(1322) =< it(221)*aux(408) s(1343) =< s(1342) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=4,D>=I+1] * Chain [216,232]: 3*s(1319)+3 Such that:aux(409) =< D s(1319) =< aux(409) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [216,224]: 2*s(1343)+3 Such that:s(1342) =< D s(1343) =< s(1342) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [216,223]: 2*s(1343)+3 Such that:s(1342) =< D s(1343) =< s(1342) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [215,[221],232]: 4*it(221)+1*s(1322)+3 Such that:aux(410) =< D it(221) =< aux(410) s(1322) =< it(221)*aux(410) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [215,[221],224]: 3*it(221)+1*s(1322)+3 Such that:aux(411) =< D it(221) =< aux(411) s(1322) =< it(221)*aux(411) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [215,[221],223]: 3*it(221)+1*s(1322)+3 Such that:aux(412) =< D it(221) =< aux(412) s(1322) =< it(221)*aux(412) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [215,[221],222]: 1*it(221)+1*s(1322)+2*s(1345)+3 Such that:s(1344) =< C1+1 aux(413) =< C1 it(221) =< aux(413) s(1322) =< it(221)*aux(413) s(1345) =< s(1344) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=5,D>=I+1] * Chain [215,232]: 3*s(1319)+3 Such that:aux(414) =< D s(1319) =< aux(414) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [215,224]: 2*s(1345)+3 Such that:s(1344) =< D s(1345) =< s(1344) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [215,223]: 2*s(1345)+3 Such that:s(1344) =< D s(1345) =< s(1344) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [214,[221],232]: 4*it(221)+1*s(1322)+2 Such that:aux(376) =< D-O it(221) =< aux(376) s(1322) =< it(221)*aux(376) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [214,[221],224]: 3*it(221)+1*s(1322)+2 Such that:aux(378) =< D-O it(221) =< aux(378) s(1322) =< it(221)*aux(378) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [214,[221],223]: 3*it(221)+1*s(1322)+2 Such that:aux(380) =< D-O it(221) =< aux(380) s(1322) =< it(221)*aux(380) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [214,[221],222]: 3*it(221)+1*s(1322)+2 Such that:aux(382) =< -O+C1 it(221) =< aux(382) s(1322) =< it(221)*aux(382) with precondition: [Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [214,232]: 3*s(1319)+2 Such that:aux(384) =< D-O s(1319) =< aux(384) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [214,224]: 2*s(1332)+2 Such that:s(1331) =< D-O s(1332) =< s(1331) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [214,223]: 2*s(1332)+2 Such that:s(1331) =< D-O s(1332) =< s(1331) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+3] * Chain [213,[221],232]: 4*it(221)+1*s(1322)+2 Such that:aux(388) =< D-O it(221) =< aux(388) s(1322) =< it(221)*aux(388) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,[221],224]: 3*it(221)+1*s(1322)+2 Such that:aux(390) =< D-O it(221) =< aux(390) s(1322) =< it(221)*aux(390) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,[221],223]: 3*it(221)+1*s(1322)+2 Such that:aux(392) =< D-O it(221) =< aux(392) s(1322) =< it(221)*aux(392) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,[221],222]: 3*it(221)+1*s(1322)+2 Such that:aux(394) =< -O+C1 it(221) =< aux(394) s(1322) =< it(221)*aux(394) with precondition: [Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,232]: 3*s(1319)+2 Such that:aux(396) =< D-O s(1319) =< aux(396) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,224]: 2*s(1334)+2 Such that:s(1333) =< D-O s(1334) =< s(1333) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [213,223]: 2*s(1334)+2 Such that:s(1333) =< D-O s(1334) =< s(1333) with precondition: [Z=3,B>=1,O>=0,D>=I+1,D>=O+4] * Chain [212,224]: 2 with precondition: [D=2,O=0,Z=3,0>=B+1,1>=I] * Chain [212,222]: 2 with precondition: [D=2,O=0,Z=9,A1=1,C1=1,D1=2,E1=1,I+1=B1,0>=B+1,1>=I] * Chain [211,[210],227]: 3*it(210)+1*s(1326)+3 Such that:aux(415) =< D it(210) =< aux(415) s(1326) =< it(210)*aux(415) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,[210],226]: 4*it(210)+1*s(1326)+3 Such that:aux(416) =< D it(210) =< aux(416) s(1326) =< it(210)*aux(416) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],225]: 4*it(210)+1*s(1326)+3 Such that:aux(417) =< D it(210) =< aux(417) s(1326) =< it(210)*aux(417) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],224]: 2*it(210)+1*s(1326)+2 Such that:aux(418) =< D it(210) =< aux(418) s(1326) =< it(210)*aux(418) with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [211,[210],223]: 2*it(210)+1*s(1326)+2 Such that:aux(419) =< D it(210) =< aux(419) s(1326) =< it(210)*aux(419) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,[210],222]: 1*it(210)+1*s(1326)+1*s(1346)+2 Such that:s(1346) =< C1+1 aux(420) =< C1 it(210) =< aux(420) s(1326) =< it(210)*aux(420) with precondition: [O=0,Z=9,A1=1,E1=1,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=3,D>=I+1] * Chain [211,[210],219,224]: 2*it(210)+1*s(1326)+4 Such that:aux(421) =< D it(210) =< aux(421) s(1326) =< it(210)*aux(421) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,[210],219,222]: 1*it(210)+1*s(1326)+1*s(1346)+4 Such that:s(1346) =< C1+1 aux(422) =< C1 it(210) =< aux(422) s(1326) =< it(210)*aux(422) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=4,D>=I+1] * Chain [211,[210],214,[221],232]: 6*it(210)+2*s(1322)+4 Such that:aux(423) =< D it(210) =< aux(423) s(1322) =< it(210)*aux(423) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],214,[221],224]: 5*it(210)+2*s(1322)+4 Such that:aux(424) =< D it(210) =< aux(424) s(1322) =< it(210)*aux(424) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],214,[221],223]: 5*it(210)+2*s(1322)+4 Such that:aux(425) =< D it(210) =< aux(425) s(1322) =< it(210)*aux(425) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],214,[221],222]: 4*it(210)+2*s(1322)+1*s(1346)+4 Such that:s(1346) =< C1+1 aux(426) =< C1 it(210) =< aux(426) s(1322) =< it(210)*aux(426) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],214,232]: 5*it(210)+1*s(1326)+4 Such that:aux(427) =< D it(210) =< aux(427) s(1326) =< it(210)*aux(427) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],214,224]: 4*it(210)+1*s(1326)+4 Such that:aux(428) =< D it(210) =< aux(428) s(1326) =< it(210)*aux(428) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],214,223]: 4*it(210)+1*s(1326)+4 Such that:aux(429) =< D it(210) =< aux(429) s(1326) =< it(210)*aux(429) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,[210],213,[221],232]: 6*it(210)+2*s(1322)+4 Such that:aux(430) =< D it(210) =< aux(430) s(1322) =< it(210)*aux(430) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,[221],224]: 5*it(210)+2*s(1322)+4 Such that:aux(431) =< D it(210) =< aux(431) s(1322) =< it(210)*aux(431) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,[221],223]: 5*it(210)+2*s(1322)+4 Such that:aux(432) =< D it(210) =< aux(432) s(1322) =< it(210)*aux(432) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,[221],222]: 4*it(210)+2*s(1322)+1*s(1346)+4 Such that:s(1346) =< C1+1 aux(433) =< C1 it(210) =< aux(433) s(1322) =< it(210)*aux(433) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,232]: 5*it(210)+1*s(1326)+4 Such that:aux(434) =< D it(210) =< aux(434) s(1326) =< it(210)*aux(434) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,224]: 4*it(210)+1*s(1326)+4 Such that:aux(435) =< D it(210) =< aux(435) s(1326) =< it(210)*aux(435) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,[210],213,223]: 4*it(210)+1*s(1326)+4 Such that:aux(436) =< D it(210) =< aux(436) s(1326) =< it(210)*aux(436) with precondition: [O=0,Z=3,0>=B+1,D>=6,D>=I+1] * Chain [211,227]: 2*s(1323)+3 Such that:aux(437) =< D s(1323) =< aux(437) with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [211,226]: 3*s(1328)+3 Such that:aux(438) =< D s(1328) =< aux(438) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,225]: 3*s(1330)+3 Such that:aux(439) =< D s(1330) =< aux(439) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,224]: 1*s(1346)+2 Such that:s(1346) =< D with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [211,223]: 1*s(1346)+2 Such that:s(1346) =< D with precondition: [O=0,Z=3,0>=B+1,D>=3,D>=I+1] * Chain [211,219,224]: 1*s(1346)+4 Such that:s(1346) =< 3 with precondition: [D=3,O=0,Z=3,0>=B+1,2>=I] * Chain [211,219,222]: 1*s(1346)+4 Such that:s(1346) =< 3 with precondition: [D=3,O=0,Z=9,A1=0,C1=2,D1=3,E1=0,I+1=B1,0>=B+1,2>=I] * Chain [211,214,[221],232]: 5*it(221)+1*s(1322)+4 Such that:aux(440) =< D it(221) =< aux(440) s(1322) =< it(221)*aux(440) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,214,[221],224]: 4*it(221)+1*s(1322)+4 Such that:aux(441) =< D it(221) =< aux(441) s(1322) =< it(221)*aux(441) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,214,[221],223]: 4*it(221)+1*s(1322)+4 Such that:aux(442) =< D it(221) =< aux(442) s(1322) =< it(221)*aux(442) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,214,[221],222]: 3*it(221)+1*s(1322)+1*s(1346)+4 Such that:aux(382) =< C1 s(1346) =< C1+1 it(221) =< aux(382) s(1322) =< it(221)*aux(382) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=4,D>=I+1] * Chain [211,214,232]: 4*s(1319)+4 Such that:aux(443) =< D s(1319) =< aux(443) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,214,224]: 3*s(1332)+4 Such that:aux(444) =< D s(1332) =< aux(444) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,214,223]: 3*s(1332)+4 Such that:aux(445) =< D s(1332) =< aux(445) with precondition: [O=0,Z=3,0>=B+1,D>=4,D>=I+1] * Chain [211,213,[221],232]: 5*it(221)+1*s(1322)+4 Such that:aux(446) =< D it(221) =< aux(446) s(1322) =< it(221)*aux(446) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,213,[221],224]: 4*it(221)+1*s(1322)+4 Such that:aux(447) =< D it(221) =< aux(447) s(1322) =< it(221)*aux(447) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,213,[221],223]: 4*it(221)+1*s(1322)+4 Such that:aux(448) =< D it(221) =< aux(448) s(1322) =< it(221)*aux(448) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,213,[221],222]: 3*it(221)+1*s(1322)+1*s(1346)+4 Such that:aux(394) =< C1 s(1346) =< C1+1 it(221) =< aux(394) s(1322) =< it(221)*aux(394) with precondition: [O=0,Z=9,A1=0,E1=0,I+1=B1,D=C1+1,D=D1,0>=B+1,D>=5,D>=I+1] * Chain [211,213,232]: 4*s(1319)+4 Such that:aux(449) =< D s(1319) =< aux(449) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,213,224]: 3*s(1334)+4 Such that:aux(450) =< D s(1334) =< aux(450) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] * Chain [211,213,223]: 3*s(1334)+4 Such that:aux(451) =< D s(1334) =< aux(451) with precondition: [O=0,Z=3,0>=B+1,D>=5,D>=I+1] #### Cost of chains of f77(B,D,H,I,O,P,Q,Z,A1,B1,C1,D1,E1,F1): * Chain [[234],262]: 1*it(234)+1*s(1643)+1*s(1644)+2 Such that:s(1640) =< 2 it(234) =< -I+1 aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,D=2,Z=3,0>=I] * Chain [[234],260]: 1*it(234)+1*s(1643)+1*s(1644)+0 Such that:s(1640) =< D it(234) =< D-I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,Z=3,D>=2,D>=I+1] * Chain [[234],254]: 1*it(234)+1*s(1643)+1*s(1644)+2*s(1647)+1*s(1648)+1 Such that:it(234) =< D-I aux(471) =< D s(1647) =< aux(471) s(1648) =< s(1647)*aux(471) aux(470) =< aux(471) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(471) with precondition: [B=1,Z=3,D>=2,D>=I+2] * Chain [[234],253]: 1*it(234)+1*s(1643)+1*s(1644)+16*s(1650)+4*s(1651)+2 Such that:it(234) =< D-I aux(472) =< D s(1650) =< aux(472) s(1651) =< s(1650)*aux(472) aux(470) =< aux(472) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(472) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [[234],252]: 1*it(234)+1*s(1643)+1*s(1644)+43*s(1653)+11*s(1654)+2 Such that:it(234) =< D-I aux(473) =< D s(1653) =< aux(473) s(1654) =< s(1653)*aux(473) aux(470) =< aux(473) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(473) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [[234],251]: 1*it(234)+1*s(1643)+1*s(1644)+35*s(1656)+14*s(1657)+2 Such that:it(234) =< D-I aux(474) =< D s(1656) =< aux(474) s(1657) =< s(1656)*aux(474) aux(470) =< aux(474) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(474) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [[234],250]: 1*it(234)+1*s(1643)+1*s(1644)+0 Such that:s(1640) =< D it(234) =< D-I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,Z=3,D>=2,D>=I+2] * Chain [[234],249]: 1*it(234)+1*s(1643)+1*s(1644)+0 Such that:s(1640) =< D it(234) =< D-I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,Z=3,D>=2,D>=I+2] * Chain [[234],248]: 1*it(234)+1*s(1643)+1*s(1644)+0 Such that:s(1640) =< D it(234) =< D-I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,Z=7,A1=1,B1=0,F1=1,D=C1,D=D1+1,D=E1,D>=2,D>=I+1] * Chain [[234],245,[247],265]: 2*it(234)+1*s(1643)+1*s(1644)+2*s(1659)+1*s(1660)+1*s(1667)+1*s(1668)+3 Such that:aux(479) =< 2 aux(480) =< -I aux(481) =< -I+1 it(234) =< aux(480) it(234) =< aux(481) s(1659) =< aux(479) s(1660) =< s(1659)*aux(479) aux(476) =< aux(479) aux(476) =< aux(479) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(479) aux(470) =< aux(479) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(479) with precondition: [B=1,D=2,Z=3,0>=I+2] * Chain [[234],245,[247],260]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+3 Such that:aux(483) =< 2 aux(484) =< -I aux(485) =< -I+1 it(234) =< aux(484) it(234) =< aux(485) aux(476) =< aux(483) aux(476) =< aux(483) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(483) aux(470) =< aux(483) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(483) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [[234],245,[247],250]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+3 Such that:aux(487) =< 2 aux(488) =< -I aux(489) =< -I+1 it(234) =< aux(488) it(234) =< aux(489) aux(476) =< aux(487) aux(476) =< aux(487) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(487) aux(470) =< aux(487) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(487) with precondition: [B=1,D=2,Z=3,0>=I+2] * Chain [[234],245,[247],249]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+3 Such that:aux(491) =< 2 aux(492) =< -I aux(493) =< -I+1 it(234) =< aux(492) it(234) =< aux(493) aux(476) =< aux(491) aux(476) =< aux(491) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(491) aux(470) =< aux(491) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(491) with precondition: [B=1,D=2,Z=3,0>=I+2] * Chain [[234],245,[247],248]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+3 Such that:aux(495) =< 2 aux(496) =< -I aux(497) =< -I+1 it(234) =< aux(496) it(234) =< aux(497) aux(476) =< aux(495) aux(476) =< aux(495) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(495) aux(470) =< aux(495) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(495) with precondition: [B=1,D=2,Z=7,A1=0,B1=0,C1=2,D1=1,E1=2,F1=0,0>=I+1] * Chain [[234],245,265]: 1*it(234)+1*s(1643)+1*s(1644)+2*s(1659)+1*s(1660)+3 Such that:it(234) =< -I aux(498) =< 2 s(1659) =< aux(498) s(1660) =< s(1659)*aux(498) aux(470) =< aux(498) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(498) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [[234],245,260]: 1*it(234)+1*s(1643)+1*s(1644)+3 Such that:s(1640) =< 2 it(234) =< -I+1 aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,D=2,Z=3,0>=I] * Chain [[234],245,250]: 1*it(234)+1*s(1643)+1*s(1644)+3 Such that:s(1640) =< 2 it(234) =< -I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [[234],245,249]: 1*it(234)+1*s(1643)+1*s(1644)+3 Such that:s(1640) =< 2 it(234) =< -I aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [[234],245,248]: 1*it(234)+1*s(1643)+1*s(1644)+3 Such that:s(1640) =< 2 it(234) =< -I+1 aux(470) =< s(1640) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*s(1640) with precondition: [B=1,D=2,Z=7,A1=0,B1=0,C1=2,D1=1,E1=2,F1=0,0>=I] * Chain [[234],238,[247],265]: 2*it(234)+1*s(1643)+1*s(1644)+6*s(1659)+3*s(1660)+1*s(1667)+1*s(1668)+3 Such that:aux(501) =< D aux(502) =< D-I it(234) =< aux(502) s(1659) =< aux(501) s(1660) =< s(1659)*aux(501) aux(476) =< aux(501) aux(476) =< aux(501) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(501) aux(470) =< aux(501) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(501) with precondition: [B=1,Z=3,D>=3,D>=I+4] * Chain [[234],238,[247],264]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1672)+4*s(1674)+3 Such that:aux(505) =< D aux(506) =< D-I it(234) =< aux(506) s(1672) =< aux(505) s(1674) =< s(1672)*aux(505) aux(476) =< aux(505) aux(476) =< aux(505) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(505) aux(470) =< aux(505) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(505) with precondition: [B=1,Z=3,D>=3,D>=I+4] * Chain [[234],238,[247],260]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:aux(508) =< D aux(509) =< D-I it(234) =< aux(509) aux(476) =< aux(508) aux(476) =< aux(508) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(508) s(1672) =< aux(508) s(1674) =< s(1672)*aux(508) aux(470) =< aux(508) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(508) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [[234],238,[247],250]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:aux(511) =< D aux(512) =< D-I it(234) =< aux(512) aux(476) =< aux(511) aux(476) =< aux(511) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(511) s(1672) =< aux(511) s(1674) =< s(1672)*aux(511) aux(470) =< aux(511) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(511) with precondition: [B=1,Z=3,D>=3,D>=I+4] * Chain [[234],238,[247],249]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:aux(514) =< D aux(515) =< D-I it(234) =< aux(515) aux(476) =< aux(514) aux(476) =< aux(514) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(514) s(1672) =< aux(514) s(1674) =< s(1672)*aux(514) aux(470) =< aux(514) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(514) with precondition: [B=1,Z=3,D>=3,D>=I+4] * Chain [[234],238,[247],248]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:aux(517) =< D aux(518) =< D-I it(234) =< aux(518) aux(476) =< aux(517) aux(476) =< aux(517) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(517) s(1672) =< aux(517) s(1674) =< s(1672)*aux(517) aux(470) =< aux(517) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(517) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=3,D>=I+3] * Chain [[234],238,265]: 1*it(234)+1*s(1643)+1*s(1644)+6*s(1659)+3*s(1660)+3 Such that:it(234) =< D-I aux(520) =< D s(1659) =< aux(520) s(1660) =< s(1659)*aux(520) aux(470) =< aux(520) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(520) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [[234],238,264]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1672)+4*s(1674)+3 Such that:it(234) =< D-I aux(522) =< D s(1672) =< aux(522) s(1674) =< s(1672)*aux(522) aux(470) =< aux(522) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(522) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [[234],238,260]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1672)+2*s(1674)+3 Such that:it(234) =< D-I aux(523) =< D s(1672) =< aux(523) s(1674) =< s(1672)*aux(523) aux(470) =< aux(523) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(523) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [[234],238,250]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1672)+2*s(1674)+3 Such that:it(234) =< D-I aux(524) =< D s(1672) =< aux(524) s(1674) =< s(1672)*aux(524) aux(470) =< aux(524) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(524) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [[234],238,249]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1672)+2*s(1674)+3 Such that:it(234) =< D-I aux(525) =< D s(1672) =< aux(525) s(1674) =< s(1672)*aux(525) aux(470) =< aux(525) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(525) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [[234],238,248]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1672)+2*s(1674)+3 Such that:it(234) =< D-I aux(526) =< D s(1672) =< aux(526) s(1674) =< s(1672)*aux(526) aux(470) =< aux(526) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(526) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=3,D>=I+2] * Chain [[234],237,[247],265]: 2*it(234)+1*s(1643)+1*s(1644)+9*s(1659)+4*s(1660)+1*s(1667)+1*s(1668)+3 Such that:aux(529) =< D aux(530) =< D-I it(234) =< aux(530) s(1659) =< aux(529) s(1660) =< s(1659)*aux(529) aux(476) =< aux(529) aux(476) =< aux(529) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(529) aux(470) =< aux(529) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(529) with precondition: [B=1,Z=3,D>=4,D>=I+4] * Chain [[234],237,[247],264]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+10*s(1677)+5*s(1678)+3 Such that:aux(532) =< D aux(533) =< D-I it(234) =< aux(533) s(1677) =< aux(532) s(1678) =< s(1677)*aux(532) aux(476) =< aux(532) aux(476) =< aux(532) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(532) aux(470) =< aux(532) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(532) with precondition: [B=1,Z=3,D>=4,D>=I+4] * Chain [[234],237,[247],260]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:aux(535) =< D aux(536) =< D-I it(234) =< aux(536) aux(476) =< aux(535) aux(476) =< aux(535) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(535) s(1681) =< aux(535) s(1682) =< s(1681)*aux(535) aux(470) =< aux(535) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(535) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [[234],237,[247],250]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:aux(538) =< D aux(539) =< D-I it(234) =< aux(539) aux(476) =< aux(538) aux(476) =< aux(538) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(538) s(1681) =< aux(538) s(1682) =< s(1681)*aux(538) aux(470) =< aux(538) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(538) with precondition: [B=1,Z=3,D>=4,D>=I+4] * Chain [[234],237,[247],249]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:aux(541) =< D aux(542) =< D-I it(234) =< aux(542) aux(476) =< aux(541) aux(476) =< aux(541) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(541) s(1681) =< aux(541) s(1682) =< s(1681)*aux(541) aux(470) =< aux(541) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(541) with precondition: [B=1,Z=3,D>=4,D>=I+4] * Chain [[234],237,[247],248]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:aux(544) =< D aux(545) =< D-I it(234) =< aux(545) aux(476) =< aux(544) aux(476) =< aux(544) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(544) s(1681) =< aux(544) s(1682) =< s(1681)*aux(544) aux(470) =< aux(544) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(544) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=4,D>=I+3] * Chain [[234],237,265]: 1*it(234)+1*s(1643)+1*s(1644)+9*s(1659)+4*s(1660)+3 Such that:it(234) =< D-I aux(547) =< D s(1659) =< aux(547) s(1660) =< s(1659)*aux(547) aux(470) =< aux(547) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(547) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [[234],237,264]: 1*it(234)+1*s(1643)+1*s(1644)+10*s(1677)+5*s(1678)+3 Such that:it(234) =< D-I aux(549) =< D s(1677) =< aux(549) s(1678) =< s(1677)*aux(549) aux(470) =< aux(549) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(549) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [[234],237,260]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1681)+3*s(1682)+3 Such that:it(234) =< D-I aux(550) =< D s(1681) =< aux(550) s(1682) =< s(1681)*aux(550) aux(470) =< aux(550) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(550) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [[234],237,250]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1681)+3*s(1682)+3 Such that:it(234) =< D-I aux(551) =< D s(1681) =< aux(551) s(1682) =< s(1681)*aux(551) aux(470) =< aux(551) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(551) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [[234],237,249]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1681)+3*s(1682)+3 Such that:it(234) =< D-I aux(552) =< D s(1681) =< aux(552) s(1682) =< s(1681)*aux(552) aux(470) =< aux(552) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(552) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [[234],237,248]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1681)+3*s(1682)+3 Such that:it(234) =< D-I aux(553) =< D s(1681) =< aux(553) s(1682) =< s(1681)*aux(553) aux(470) =< aux(553) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(553) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=4,D>=I+2] * Chain [[234],236,[247],265]: 2*it(234)+1*s(1643)+1*s(1644)+6*s(1659)+3*s(1660)+1*s(1667)+1*s(1668)+3 Such that:aux(556) =< D aux(557) =< D-I it(234) =< aux(557) s(1659) =< aux(556) s(1660) =< s(1659)*aux(556) aux(476) =< aux(556) aux(476) =< aux(556) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(556) aux(470) =< aux(556) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(556) with precondition: [B=1,Z=3,D>=5,D>=I+4] * Chain [[234],236,[247],264]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+7*s(1677)+4*s(1678)+3 Such that:aux(559) =< D aux(560) =< D-I it(234) =< aux(560) s(1677) =< aux(559) s(1678) =< s(1677)*aux(559) aux(476) =< aux(559) aux(476) =< aux(559) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(559) aux(470) =< aux(559) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(559) with precondition: [B=1,Z=3,D>=5,D>=I+4] * Chain [[234],236,[247],260]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:aux(562) =< D aux(563) =< D-I it(234) =< aux(563) aux(476) =< aux(562) aux(476) =< aux(562) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(562) s(1687) =< aux(562) s(1689) =< s(1687)*aux(562) aux(470) =< aux(562) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(562) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [[234],236,[247],250]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:aux(565) =< D aux(566) =< D-I it(234) =< aux(566) aux(476) =< aux(565) aux(476) =< aux(565) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(565) s(1687) =< aux(565) s(1689) =< s(1687)*aux(565) aux(470) =< aux(565) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(565) with precondition: [B=1,Z=3,D>=5,D>=I+4] * Chain [[234],236,[247],249]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:aux(568) =< D aux(569) =< D-I it(234) =< aux(569) aux(476) =< aux(568) aux(476) =< aux(568) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(568) s(1687) =< aux(568) s(1689) =< s(1687)*aux(568) aux(470) =< aux(568) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(568) with precondition: [B=1,Z=3,D>=5,D>=I+4] * Chain [[234],236,[247],248]: 2*it(234)+1*s(1643)+1*s(1644)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:aux(571) =< D aux(572) =< D-I it(234) =< aux(572) aux(476) =< aux(571) aux(476) =< aux(571) s(1669) =< it(234)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(571) s(1687) =< aux(571) s(1689) =< s(1687)*aux(571) aux(470) =< aux(571) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(571) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=5,D>=I+3] * Chain [[234],236,265]: 1*it(234)+1*s(1643)+1*s(1644)+6*s(1659)+3*s(1660)+3 Such that:it(234) =< D-I aux(574) =< D s(1659) =< aux(574) s(1660) =< s(1659)*aux(574) aux(470) =< aux(574) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(574) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [[234],236,264]: 1*it(234)+1*s(1643)+1*s(1644)+7*s(1677)+4*s(1678)+3 Such that:it(234) =< D-I aux(576) =< D s(1677) =< aux(576) s(1678) =< s(1677)*aux(576) aux(470) =< aux(576) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(576) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [[234],236,260]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1687)+2*s(1689)+3 Such that:it(234) =< D-I aux(577) =< D s(1687) =< aux(577) s(1689) =< s(1687)*aux(577) aux(470) =< aux(577) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(577) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [[234],236,250]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1687)+2*s(1689)+3 Such that:it(234) =< D-I aux(578) =< D s(1687) =< aux(578) s(1689) =< s(1687)*aux(578) aux(470) =< aux(578) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(578) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [[234],236,249]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1687)+2*s(1689)+3 Such that:it(234) =< D-I aux(579) =< D s(1687) =< aux(579) s(1689) =< s(1687)*aux(579) aux(470) =< aux(579) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(579) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [[234],236,248]: 1*it(234)+1*s(1643)+1*s(1644)+4*s(1687)+2*s(1689)+3 Such that:it(234) =< D-I aux(580) =< D s(1687) =< aux(580) s(1689) =< s(1687)*aux(580) aux(470) =< aux(580) s(1645) =< it(234)*aux(470) s(1643) =< s(1645) s(1644) =< s(1643)*aux(580) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=5,D>=I+2] * Chain [[233],260]: 1*it(233)+0 Such that:it(233) =< D-I with precondition: [B=1,Z=3,1>=D,D>=I+1] * Chain [[233],249]: 1*it(233)+0 Such that:it(233) =< D-I with precondition: [B=1,Z=3,1>=D,D>=I+2] * Chain [[233],248]: 1*it(233)+0 Such that:it(233) =< D-I with precondition: [B=1,Z=7,A1=1,B1=0,D1=0,D=C1,P=E1,Q=F1,1>=D,D>=I+1] * Chain [262]: 2 with precondition: [B=1,D=2,Z=3,1>=I] * Chain [260]: 0 with precondition: [Z=3,1>=B,B>=0] * Chain [254]: 2*s(1647)+1*s(1648)+1 Such that:s(1646) =< D s(1647) =< s(1646) s(1648) =< s(1647)*s(1646) with precondition: [B=1,Z=3,D>=2,D>=I+1] * Chain [253]: 16*s(1650)+4*s(1651)+2 Such that:s(1649) =< D s(1650) =< s(1649) s(1651) =< s(1650)*s(1649) with precondition: [B=1,Z=3,D>=3,D>=I+1] * Chain [252]: 43*s(1653)+11*s(1654)+2 Such that:s(1652) =< D s(1653) =< s(1652) s(1654) =< s(1653)*s(1652) with precondition: [B=1,Z=3,D>=4,D>=I+1] * Chain [251]: 35*s(1656)+14*s(1657)+2 Such that:s(1655) =< D s(1656) =< s(1655) s(1657) =< s(1656)*s(1655) with precondition: [B=1,Z=3,D>=5,D>=I+1] * Chain [250]: 0 with precondition: [Z=3,1>=B,B>=0,D>=2,D>=I+1] * Chain [249]: 0 with precondition: [Z=3,1>=B,B>=0,D>=I+1] * Chain [248]: 0 with precondition: [Z=7,B1=0,D1=O,E1=P,F1=Q,B=A1,I=C1,1>=B,B>=0,I>=D] * Chain [245,[247],265]: 1*it(247)+2*s(1659)+1*s(1660)+1*s(1667)+1*s(1668)+3 Such that:aux(478) =< 2 it(247) =< -I+1 s(1659) =< aux(478) s(1660) =< s(1659)*aux(478) aux(476) =< aux(478) aux(476) =< aux(478) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(478) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [245,[247],260]: 1*it(247)+1*s(1667)+1*s(1668)+3 Such that:aux(482) =< 2 it(247) =< -I+1 aux(476) =< aux(482) aux(476) =< aux(482) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(482) with precondition: [B=1,D=2,Z=3,0>=I] * Chain [245,[247],250]: 1*it(247)+1*s(1667)+1*s(1668)+3 Such that:aux(486) =< 2 it(247) =< -I+1 aux(476) =< aux(486) aux(476) =< aux(486) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(486) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [245,[247],249]: 1*it(247)+1*s(1667)+1*s(1668)+3 Such that:aux(490) =< 2 it(247) =< -I+1 aux(476) =< aux(490) aux(476) =< aux(490) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(490) with precondition: [B=1,D=2,Z=3,0>=I+1] * Chain [245,[247],248]: 1*it(247)+1*s(1667)+1*s(1668)+3 Such that:aux(494) =< 2 it(247) =< -I+1 aux(476) =< aux(494) aux(476) =< aux(494) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(494) with precondition: [B=1,D=2,Z=7,A1=0,B1=0,C1=2,D1=1,E1=2,F1=0,0>=I] * Chain [245,265]: 2*s(1659)+1*s(1660)+3 Such that:s(1658) =< 2 s(1659) =< s(1658) s(1660) =< s(1659)*s(1658) with precondition: [B=1,D=2,Z=3,0>=I] * Chain [245,260]: 3 with precondition: [B=1,D=2,Z=3,1>=I] * Chain [245,250]: 3 with precondition: [B=1,D=2,Z=3,0>=I] * Chain [245,249]: 3 with precondition: [B=1,D=2,Z=3,0>=I] * Chain [245,248]: 3 with precondition: [B=1,D=2,I=1,Z=7,A1=0,B1=0,C1=2,D1=1,E1=2,F1=0] * Chain [238,[247],265]: 1*it(247)+6*s(1659)+3*s(1660)+1*s(1667)+1*s(1668)+3 Such that:it(247) =< D-I aux(500) =< D s(1659) =< aux(500) s(1660) =< s(1659)*aux(500) aux(476) =< aux(500) aux(476) =< aux(500) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(500) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [238,[247],264]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1672)+4*s(1674)+3 Such that:it(247) =< D-I aux(504) =< D s(1672) =< aux(504) s(1674) =< s(1672)*aux(504) aux(476) =< aux(504) aux(476) =< aux(504) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(504) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [238,[247],260]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:it(247) =< D-I aux(507) =< D aux(476) =< aux(507) aux(476) =< aux(507) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(507) s(1672) =< aux(507) s(1674) =< s(1672)*aux(507) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [238,[247],250]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:it(247) =< D-I aux(510) =< D aux(476) =< aux(510) aux(476) =< aux(510) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(510) s(1672) =< aux(510) s(1674) =< s(1672)*aux(510) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [238,[247],249]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:it(247) =< D-I aux(513) =< D aux(476) =< aux(513) aux(476) =< aux(513) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(513) s(1672) =< aux(513) s(1674) =< s(1672)*aux(513) with precondition: [B=1,Z=3,D>=3,D>=I+3] * Chain [238,[247],248]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1672)+2*s(1674)+3 Such that:it(247) =< D-I aux(516) =< D aux(476) =< aux(516) aux(476) =< aux(516) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(516) s(1672) =< aux(516) s(1674) =< s(1672)*aux(516) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=3,D>=I+2] * Chain [238,265]: 6*s(1659)+3*s(1660)+3 Such that:aux(519) =< D s(1659) =< aux(519) s(1660) =< s(1659)*aux(519) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [238,264]: 7*s(1672)+4*s(1674)+3 Such that:aux(521) =< D s(1672) =< aux(521) s(1674) =< s(1672)*aux(521) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [238,260]: 4*s(1672)+2*s(1674)+3 Such that:aux(499) =< D s(1672) =< aux(499) s(1674) =< s(1672)*aux(499) with precondition: [B=1,Z=3,D>=3,D>=I+1] * Chain [238,250]: 4*s(1672)+2*s(1674)+3 Such that:aux(499) =< D s(1672) =< aux(499) s(1674) =< s(1672)*aux(499) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [238,249]: 4*s(1672)+2*s(1674)+3 Such that:aux(499) =< D s(1672) =< aux(499) s(1674) =< s(1672)*aux(499) with precondition: [B=1,Z=3,D>=3,D>=I+2] * Chain [238,248]: 4*s(1672)+2*s(1674)+3 Such that:aux(499) =< D s(1672) =< aux(499) s(1674) =< s(1672)*aux(499) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=I+1,D=C1,D=D1+1,D=E1,D>=3] * Chain [237,[247],265]: 1*it(247)+9*s(1659)+4*s(1660)+1*s(1667)+1*s(1668)+3 Such that:it(247) =< D-I aux(528) =< D s(1659) =< aux(528) s(1660) =< s(1659)*aux(528) aux(476) =< aux(528) aux(476) =< aux(528) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(528) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [237,[247],264]: 1*it(247)+1*s(1667)+1*s(1668)+10*s(1677)+5*s(1678)+3 Such that:it(247) =< D-I aux(531) =< D s(1677) =< aux(531) s(1678) =< s(1677)*aux(531) aux(476) =< aux(531) aux(476) =< aux(531) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(531) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [237,[247],260]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:it(247) =< D-I aux(534) =< D aux(476) =< aux(534) aux(476) =< aux(534) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(534) s(1681) =< aux(534) s(1682) =< s(1681)*aux(534) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [237,[247],250]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:it(247) =< D-I aux(537) =< D aux(476) =< aux(537) aux(476) =< aux(537) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(537) s(1681) =< aux(537) s(1682) =< s(1681)*aux(537) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [237,[247],249]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:it(247) =< D-I aux(540) =< D aux(476) =< aux(540) aux(476) =< aux(540) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(540) s(1681) =< aux(540) s(1682) =< s(1681)*aux(540) with precondition: [B=1,Z=3,D>=4,D>=I+3] * Chain [237,[247],248]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1681)+3*s(1682)+3 Such that:it(247) =< D-I aux(543) =< D aux(476) =< aux(543) aux(476) =< aux(543) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(543) s(1681) =< aux(543) s(1682) =< s(1681)*aux(543) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=4,D>=I+2] * Chain [237,265]: 9*s(1659)+4*s(1660)+3 Such that:aux(546) =< D s(1659) =< aux(546) s(1660) =< s(1659)*aux(546) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [237,264]: 10*s(1677)+5*s(1678)+3 Such that:aux(548) =< D s(1677) =< aux(548) s(1678) =< s(1677)*aux(548) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [237,260]: 7*s(1681)+3*s(1682)+3 Such that:aux(527) =< D s(1681) =< aux(527) s(1682) =< s(1681)*aux(527) with precondition: [B=1,Z=3,D>=4,D>=I+1] * Chain [237,250]: 7*s(1681)+3*s(1682)+3 Such that:aux(527) =< D s(1681) =< aux(527) s(1682) =< s(1681)*aux(527) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [237,249]: 7*s(1681)+3*s(1682)+3 Such that:aux(527) =< D s(1681) =< aux(527) s(1682) =< s(1681)*aux(527) with precondition: [B=1,Z=3,D>=4,D>=I+2] * Chain [237,248]: 7*s(1681)+3*s(1682)+3 Such that:aux(527) =< D s(1681) =< aux(527) s(1682) =< s(1681)*aux(527) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=I+1,D=C1,D=D1+1,D=E1,D>=4] * Chain [236,[247],265]: 1*it(247)+6*s(1659)+3*s(1660)+1*s(1667)+1*s(1668)+3 Such that:it(247) =< D-I aux(555) =< D s(1659) =< aux(555) s(1660) =< s(1659)*aux(555) aux(476) =< aux(555) aux(476) =< aux(555) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(555) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [236,[247],264]: 1*it(247)+1*s(1667)+1*s(1668)+7*s(1677)+4*s(1678)+3 Such that:it(247) =< D-I aux(558) =< D s(1677) =< aux(558) s(1678) =< s(1677)*aux(558) aux(476) =< aux(558) aux(476) =< aux(558) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(558) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [236,[247],260]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:it(247) =< D-I aux(561) =< D aux(476) =< aux(561) aux(476) =< aux(561) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(561) s(1687) =< aux(561) s(1689) =< s(1687)*aux(561) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [236,[247],250]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:it(247) =< D-I aux(564) =< D aux(476) =< aux(564) aux(476) =< aux(564) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(564) s(1687) =< aux(564) s(1689) =< s(1687)*aux(564) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [236,[247],249]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:it(247) =< D-I aux(567) =< D aux(476) =< aux(567) aux(476) =< aux(567) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(567) s(1687) =< aux(567) s(1689) =< s(1687)*aux(567) with precondition: [B=1,Z=3,D>=5,D>=I+3] * Chain [236,[247],248]: 1*it(247)+1*s(1667)+1*s(1668)+4*s(1687)+2*s(1689)+3 Such that:it(247) =< D-I aux(570) =< D aux(476) =< aux(570) aux(476) =< aux(570) s(1669) =< it(247)*aux(476) s(1667) =< s(1669) s(1668) =< s(1667)*aux(570) s(1687) =< aux(570) s(1689) =< s(1687)*aux(570) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=C1,D=D1+1,D=E1,D>=5,D>=I+2] * Chain [236,265]: 6*s(1659)+3*s(1660)+3 Such that:aux(573) =< D s(1659) =< aux(573) s(1660) =< s(1659)*aux(573) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [236,264]: 7*s(1677)+4*s(1678)+3 Such that:aux(575) =< D s(1677) =< aux(575) s(1678) =< s(1677)*aux(575) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [236,260]: 4*s(1687)+2*s(1689)+3 Such that:aux(554) =< D s(1687) =< aux(554) s(1689) =< s(1687)*aux(554) with precondition: [B=1,Z=3,D>=5,D>=I+1] * Chain [236,250]: 4*s(1687)+2*s(1689)+3 Such that:aux(554) =< D s(1687) =< aux(554) s(1689) =< s(1687)*aux(554) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [236,249]: 4*s(1687)+2*s(1689)+3 Such that:aux(554) =< D s(1687) =< aux(554) s(1689) =< s(1687)*aux(554) with precondition: [B=1,Z=3,D>=5,D>=I+2] * Chain [236,248]: 4*s(1687)+2*s(1689)+3 Such that:aux(554) =< D s(1687) =< aux(554) s(1689) =< s(1687)*aux(554) with precondition: [B=1,Z=7,A1=0,B1=0,F1=0,D=I+1,D=C1,D=D1+1,D=E1,D>=5] #### Cost of chains of f113(C,F,R,S,T,U,V,Z,A1,B1,C1,D1): * Chain [[266,267,268,269,270,271],273]: 3*it(266)+1*it(268)+1*it(269)+1*it(270)+0 Such that:aux(630) =< -F aux(626) =< F aux(623) =< -F/2 aux(635) =< -U+3 aux(627) =< aux(635) it(266) =< aux(635) it(268) =< aux(635) it(269) =< aux(635) it(270) =< aux(635) aux(628) =< aux(635)*2 aux(627) =< aux(635)+aux(623) it(268) =< aux(635)+aux(623) it(270) =< aux(628)+aux(630) it(269) =< aux(627)+aux(626) with precondition: [C=3,Z=2,C1=3,T+1=B1,2>=R,2>=S,2>=T,2>=U,U>=0] * Chain [[266,267,268,269,270,271],272]: 3*it(266)+1*it(268)+1*it(269)+1*it(270)+0 Such that:aux(630) =< -F aux(626) =< F aux(623) =< -F/2 aux(636) =< -U+3 aux(627) =< aux(636) it(266) =< aux(636) it(268) =< aux(636) it(269) =< aux(636) it(270) =< aux(636) aux(628) =< aux(636)*2 aux(627) =< aux(636)+aux(623) it(268) =< aux(636)+aux(623) it(270) =< aux(628)+aux(630) it(269) =< aux(627)+aux(626) with precondition: [C=3,Z=3,2>=R,2>=S,2>=T,2>=U,U>=0] * Chain [272]: 0 with precondition: [C=3,Z=3,2>=R,2>=S,2>=T,U>=0] #### Cost of chains of f110(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1): * Chain [[274],277]: 1*it(274)+6*s(2424)+0 Such that:aux(645) =< -T+3 it(274) =< aux(645) s(2433) =< aux(645)*3 s(2424) =< s(2433) with precondition: [C=3,Z=3,2>=R,2>=S,2>=T,T>=0] * Chain [[274],276]: 1*it(274)+3*s(2424)+1*s(2425)+1*s(2426)+1*s(2427)+3*s(2444)+1*s(2445)+1*s(2446)+1*s(2447)+0 Such that:aux(656) =< 1 aux(657) =< -T+3 it(274) =< aux(657) s(2453) =< aux(656)*3 s(2433) =< aux(657)*3 s(2444) =< s(2453) s(2445) =< s(2453) s(2446) =< s(2453) s(2447) =< s(2453) s(2424) =< s(2433) s(2425) =< s(2433) s(2426) =< s(2433) s(2427) =< s(2433) with precondition: [C=3,Z=3,2>=R,2>=S,1>=T,T>=0] * Chain [[274],275]: 1*it(274)+6*s(2424)+0 Such that:aux(658) =< -T+3 it(274) =< aux(658) s(2433) =< aux(658)*3 s(2424) =< s(2433) with precondition: [C=3,Z=4,C1=3,D1=3,S+1=B1,2>=R,2>=S,2>=T] * Chain [277]: 0 with precondition: [C=3,Z=3,2>=R,2>=S,T>=0] * Chain [276]: 3*s(2439)+1*s(2440)+1*s(2441)+1*s(2442)+0 Such that:s(2437) =< 3 s(2434) =< -F s(2435) =< F s(2436) =< -F/2 s(2438) =< s(2437) s(2439) =< s(2437) s(2440) =< s(2437) s(2441) =< s(2437) s(2442) =< s(2437) s(2443) =< s(2437)*2 s(2438) =< s(2437)+s(2436) s(2440) =< s(2437)+s(2436) s(2442) =< s(2443)+s(2434) s(2441) =< s(2438)+s(2435) with precondition: [C=3,Z=3,2>=R,2>=S,2>=T,T>=0] #### Cost of chains of f107(C,F,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1): * Chain [[278],281]: 1*it(278)+1*s(2476)+6*s(2477)+0 Such that:aux(662) =< -S+3 it(278) =< aux(662) s(2479) =< aux(662)*3 s(2476) =< s(2479) s(2478) =< s(2479)*3 s(2477) =< s(2478) with precondition: [C=3,Z=3,2>=R,2>=S,S>=0] * Chain [[278],280]: 1*it(278)+1*s(2476)+6*s(2477)+11*s(2507)+1*s(2508)+1*s(2509)+1*s(2510)+12*s(2511)+0 Such that:aux(673) =< 1 aux(674) =< -S+3 it(278) =< aux(674) s(2518) =< aux(673)*3 s(2479) =< aux(674)*3 s(2507) =< s(2518) s(2519) =< s(2518)*3 s(2511) =< s(2519) s(2508) =< s(2518) s(2509) =< s(2518) s(2510) =< s(2518) s(2476) =< s(2479) s(2478) =< s(2479)*3 s(2477) =< s(2478) with precondition: [C=3,Z=3,2>=R,1>=S,S>=0] * Chain [[278],279]: 1*it(278)+1*s(2476)+6*s(2477)+0 Such that:aux(675) =< -S+3 it(278) =< aux(675) s(2479) =< aux(675)*3 s(2476) =< s(2479) s(2478) =< s(2479)*3 s(2477) =< s(2478) with precondition: [C=3,Z=5,C1=3,D1=3,E1=3,R+1=B1,2>=R,2>=S] * Chain [281]: 0 with precondition: [C=3,Z=3,2>=R,S>=0] * Chain [280]: 5*s(2486)+1*s(2487)+1*s(2488)+1*s(2489)+12*s(2493)+6*s(2499)+0 Such that:s(2494) =< 1 s(2481) =< -F s(2482) =< F s(2483) =< -F/2 aux(664) =< 3 s(2486) =< aux(664) s(2497) =< s(2494)*3 s(2492) =< aux(664)*3 s(2499) =< s(2497) s(2493) =< s(2492) s(2485) =< aux(664) s(2487) =< aux(664) s(2488) =< aux(664) s(2489) =< aux(664) s(2490) =< aux(664)*2 s(2485) =< aux(664)+s(2483) s(2487) =< aux(664)+s(2483) s(2489) =< s(2490)+s(2481) s(2488) =< s(2485)+s(2482) with precondition: [C=3,Z=3,2>=R,2>=S,S>=0] #### Cost of chains of f104(C,F,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1): * Chain [[282],285]: 1*it(282)+1*s(2555)+1*s(2556)+6*s(2557)+0 Such that:aux(679) =< -R+3 it(282) =< aux(679) s(2560) =< aux(679)*3 s(2555) =< s(2560) s(2559) =< s(2560)*3 s(2556) =< s(2559) s(2558) =< s(2559)*3 s(2557) =< s(2558) with precondition: [C=3,Z=3,2>=I,2>=R,R>=0] * Chain [[282],284]: 1*it(282)+1*s(2555)+1*s(2556)+6*s(2557)+27*s(2596)+26*s(2598)+1*s(2599)+1*s(2600)+1*s(2601)+12*s(2602)+0 Such that:aux(691) =< 1 aux(692) =< -R+3 it(282) =< aux(692) s(2605) =< aux(691)*3 s(2560) =< aux(692)*3 s(2596) =< s(2605) s(2604) =< s(2605)*3 s(2598) =< s(2604) s(2599) =< s(2605) s(2600) =< s(2605) s(2601) =< s(2605) s(2606) =< s(2604)*3 s(2602) =< s(2606) s(2555) =< s(2560) s(2559) =< s(2560)*3 s(2556) =< s(2559) s(2558) =< s(2559)*3 s(2557) =< s(2558) with precondition: [C=3,Z=3,2>=I,1>=R,R>=0] * Chain [[282],283]: 1*it(282)+1*s(2555)+1*s(2556)+6*s(2557)+0 Such that:aux(693) =< -R+3 it(282) =< aux(693) s(2560) =< aux(693)*3 s(2555) =< s(2560) s(2559) =< s(2560)*3 s(2556) =< s(2559) s(2558) =< s(2559)*3 s(2557) =< s(2558) with precondition: [C=3,Z=6,C1=3,D1=3,E1=3,F1=3,I+1=B1,2>=I,2>=R] * Chain [285]: 0 with precondition: [C=3,Z=3,2>=I,R>=0] * Chain [284]: 7*s(2567)+20*s(2570)+14*s(2571)+1*s(2573)+1*s(2574)+1*s(2575)+12*s(2581)+12*s(2589)+0 Such that:s(2563) =< -F s(2564) =< F s(2565) =< -F/2 aux(681) =< 1 aux(682) =< 3 s(2567) =< aux(682) s(2568) =< aux(681)*3 s(2569) =< aux(682)*3 s(2570) =< s(2568) s(2571) =< s(2569) s(2572) =< aux(682) s(2573) =< aux(682) s(2574) =< aux(682) s(2575) =< aux(682) s(2576) =< aux(682)*2 s(2572) =< aux(682)+s(2565) s(2573) =< aux(682)+s(2565) s(2575) =< s(2576)+s(2563) s(2574) =< s(2572)+s(2564) s(2580) =< s(2569)*3 s(2581) =< s(2580) s(2588) =< s(2568)*3 s(2589) =< s(2588) with precondition: [C=3,Z=3,2>=I,2>=R,R>=0] #### Cost of chains of f101(C,F,H,I,R,S,T,U,V,Z,A1,B1,C1,D1,E1,F1,G1,H1): * Chain [[286],289]: 1*it(286)+1*s(2658)+1*s(2659)+1*s(2660)+6*s(2661)+0 Such that:aux(697) =< -I+3 it(286) =< aux(697) s(2665) =< aux(697)*3 s(2658) =< s(2665) s(2664) =< s(2665)*3 s(2659) =< s(2664) s(2663) =< s(2664)*3 s(2660) =< s(2663) s(2662) =< s(2663)*3 s(2661) =< s(2662) with precondition: [C=3,Z=3,2>=H,2>=I,I>=0] * Chain [[286],288]: 1*it(286)+1*s(2658)+1*s(2659)+1*s(2660)+6*s(2661)+59*s(2711)+54*s(2713)+1*s(2714)+1*s(2715)+1*s(2716)+26*s(2717)+12*s(2719)+0 Such that:aux(709) =< 1 aux(710) =< -I+3 it(286) =< aux(710) s(2725) =< aux(709)*3 s(2665) =< aux(710)*3 s(2711) =< s(2725) s(2722) =< s(2725)*3 s(2713) =< s(2722) s(2714) =< s(2725) s(2715) =< s(2725) s(2716) =< s(2725) s(2721) =< s(2722)*3 s(2717) =< s(2721) s(2723) =< s(2721)*3 s(2719) =< s(2723) s(2658) =< s(2665) s(2664) =< s(2665)*3 s(2659) =< s(2664) s(2663) =< s(2664)*3 s(2660) =< s(2663) s(2662) =< s(2663)*3 s(2661) =< s(2662) with precondition: [C=3,Z=3,2>=H,1>=I,I>=0] * Chain [[286],287]: 1*it(286)+1*s(2658)+1*s(2659)+1*s(2660)+6*s(2661)+0 Such that:aux(711) =< -I+3 it(286) =< aux(711) s(2665) =< aux(711)*3 s(2658) =< s(2665) s(2664) =< s(2665)*3 s(2659) =< s(2664) s(2663) =< s(2664)*3 s(2660) =< s(2663) s(2662) =< s(2663)*3 s(2661) =< s(2662) with precondition: [C=3,Z=7,C1=3,D1=3,E1=3,F1=3,G1=3,H+1=B1,2>=H,2>=I] * Chain [289]: 0 with precondition: [C=3,Z=3,2>=H,I>=0] * Chain [288]: 9*s(2672)+50*s(2675)+16*s(2676)+1*s(2678)+1*s(2679)+1*s(2680)+14*s(2683)+38*s(2685)+12*s(2692)+12*s(2705)+0 Such that:s(2668) =< -F s(2669) =< F s(2670) =< -F/2 aux(699) =< 1 aux(700) =< 3 s(2672) =< aux(700) s(2673) =< aux(699)*3 s(2674) =< aux(700)*3 s(2675) =< s(2673) s(2676) =< s(2674) s(2677) =< aux(700) s(2678) =< aux(700) s(2679) =< aux(700) s(2680) =< aux(700) s(2681) =< aux(700)*2 s(2677) =< aux(700)+s(2670) s(2678) =< aux(700)+s(2670) s(2680) =< s(2681)+s(2668) s(2679) =< s(2677)+s(2669) s(2682) =< s(2674)*3 s(2683) =< s(2682) s(2684) =< s(2673)*3 s(2685) =< s(2684) s(2691) =< s(2682)*3 s(2692) =< s(2691) s(2704) =< s(2684)*3 s(2705) =< s(2704) with precondition: [C=3,Z=3,2>=H,2>=I,I>=0] #### Cost of chains of f98(C,E,F,H,I,R,S,T,U,V,W,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1): * Chain [[290],295]: 1*it(290)+1*s(2787)+1*s(2788)+1*s(2789)+1*s(2790)+6*s(2791)+0 Such that:aux(715) =< -H+3 it(290) =< aux(715) s(2796) =< aux(715)*3 s(2787) =< s(2796) s(2795) =< s(2796)*3 s(2788) =< s(2795) s(2794) =< s(2795)*3 s(2789) =< s(2794) s(2793) =< s(2794)*3 s(2790) =< s(2793) s(2792) =< s(2793)*3 s(2791) =< s(2792) with precondition: [C=3,E=0,Z=15,A1=0,C1=3,D1=3,E1=3,F1=3,G1=3,H1=3,J1=1,2>=H] * Chain [[290],294]: 1*it(290)+1*s(2787)+1*s(2788)+1*s(2789)+1*s(2790)+6*s(2791)+0 Such that:aux(716) =< -H+3 it(290) =< aux(716) s(2796) =< aux(716)*3 s(2787) =< s(2796) s(2795) =< s(2796)*3 s(2788) =< s(2795) s(2794) =< s(2795)*3 s(2789) =< s(2794) s(2793) =< s(2794)*3 s(2790) =< s(2793) s(2792) =< s(2793)*3 s(2791) =< s(2792) with precondition: [C=3,Z=3,2>=H] * Chain [[290],293]: 1*it(290)+1*s(2787)+1*s(2788)+1*s(2789)+1*s(2790)+6*s(2791)+123*s(2852)+110*s(2854)+1*s(2855)+1*s(2856)+1*s(2857)+54*s(2858)+26*s(2860)+12*s(2862)+0 Such that:aux(728) =< 1 aux(729) =< -H+3 it(290) =< aux(729) s(2870) =< aux(728)*3 s(2796) =< aux(729)*3 s(2852) =< s(2870) s(2868) =< s(2870)*3 s(2854) =< s(2868) s(2855) =< s(2870) s(2856) =< s(2870) s(2857) =< s(2870) s(2865) =< s(2868)*3 s(2858) =< s(2865) s(2864) =< s(2865)*3 s(2860) =< s(2864) s(2866) =< s(2864)*3 s(2862) =< s(2866) s(2787) =< s(2796) s(2795) =< s(2796)*3 s(2788) =< s(2795) s(2794) =< s(2795)*3 s(2789) =< s(2794) s(2793) =< s(2794)*3 s(2790) =< s(2793) s(2792) =< s(2793)*3 s(2791) =< s(2792) with precondition: [C=3,Z=3,1>=H] * Chain [[290],292]: 1*it(290)+1*s(2787)+1*s(2788)+1*s(2789)+1*s(2790)+6*s(2791)+0 Such that:aux(730) =< -H+3 it(290) =< aux(730) s(2796) =< aux(730)*3 s(2787) =< s(2796) s(2795) =< s(2796)*3 s(2788) =< s(2795) s(2794) =< s(2795)*3 s(2789) =< s(2794) s(2793) =< s(2794)*3 s(2790) =< s(2793) s(2792) =< s(2793)*3 s(2791) =< s(2792) with precondition: [C=3,Z=14,C1=3,D1=3,E1=3,F1=3,G1=3,H1=3,E=A1,W=J1,0>=E+1,2>=H] * Chain [[290],291]: 1*it(290)+1*s(2787)+1*s(2788)+1*s(2789)+1*s(2790)+6*s(2791)+0 Such that:aux(731) =< -H+3 it(290) =< aux(731) s(2796) =< aux(731)*3 s(2787) =< s(2796) s(2795) =< s(2796)*3 s(2788) =< s(2795) s(2794) =< s(2795)*3 s(2789) =< s(2794) s(2793) =< s(2794)*3 s(2790) =< s(2793) s(2792) =< s(2793)*3 s(2791) =< s(2792) with precondition: [C=3,Z=14,C1=3,D1=3,E1=3,F1=3,G1=3,H1=3,E=A1,W=J1,2>=H,E>=1] * Chain [295]: 0 with precondition: [C=3,E=0,Z=15,A1=0,J1=1,B1=F,D1=I,E1=R,F1=S,G1=T,H1=U,I1=V,H=C1,H>=3] * Chain [294]: 0 with precondition: [C=3,Z=3] * Chain [293]: 11*s(2803)+112*s(2806)+18*s(2807)+1*s(2809)+1*s(2810)+1*s(2811)+16*s(2814)+92*s(2816)+14*s(2818)+38*s(2820)+12*s(2829)+12*s(2844)+0 Such that:s(2799) =< -F s(2800) =< F s(2801) =< -F/2 aux(718) =< 1 aux(719) =< 3 s(2803) =< aux(719) s(2804) =< aux(718)*3 s(2805) =< aux(719)*3 s(2806) =< s(2804) s(2807) =< s(2805) s(2808) =< aux(719) s(2809) =< aux(719) s(2810) =< aux(719) s(2811) =< aux(719) s(2812) =< aux(719)*2 s(2808) =< aux(719)+s(2801) s(2809) =< aux(719)+s(2801) s(2811) =< s(2812)+s(2799) s(2810) =< s(2808)+s(2800) s(2813) =< s(2805)*3 s(2814) =< s(2813) s(2815) =< s(2804)*3 s(2816) =< s(2815) s(2817) =< s(2813)*3 s(2818) =< s(2817) s(2819) =< s(2815)*3 s(2820) =< s(2819) s(2828) =< s(2817)*3 s(2829) =< s(2828) s(2843) =< s(2819)*3 s(2844) =< s(2843) with precondition: [C=3,Z=3,2>=H] * Chain [292]: 0 with precondition: [C=3,Z=14,B1=F,D1=I,E1=R,F1=S,G1=T,H1=U,I1=V,J1=W,E=A1,H=C1,0>=E+1,H>=3] * Chain [291]: 0 with precondition: [C=3,Z=14,B1=F,D1=I,E1=R,F1=S,G1=T,H1=U,I1=V,J1=W,E=A1,H=C1,E>=1,H>=3] #### Cost of chains of f137(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): * Chain [298]: 0 with precondition: [C=3,F=0] * Chain [297]: 0 with precondition: [C=3,0>=F+1] * Chain [296]: 0 with precondition: [C=3,F>=1] #### Cost of chains of f136(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): * Chain [305]: 0 with precondition: [B=0,C=3] * Chain [304]: 0 with precondition: [C=3,F=0,0>=B+1] * Chain [303]: 0 with precondition: [C=3,F=0,B>=1] * Chain [302]: 0 with precondition: [C=3,0>=B+1,0>=F+1] * Chain [301]: 0 with precondition: [C=3,0>=B+1,F>=1] * Chain [300]: 0 with precondition: [C=3,0>=F+1,B>=1] * Chain [299]: 0 with precondition: [C=3,B>=1,F>=1] #### Cost of chains of f135(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): * Chain [320]: 0 with precondition: [A=0,C=3] * Chain [319]: 0 with precondition: [B=0,C=3,0>=A+1] * Chain [318]: 0 with precondition: [B=0,C=3,A>=1] * Chain [317]: 0 with precondition: [C=3,F=0,0>=A+1,0>=B+1] * Chain [316]: 0 with precondition: [C=3,F=0,0>=A+1,B>=1] * Chain [315]: 0 with precondition: [C=3,F=0,0>=B+1,A>=1] * Chain [314]: 0 with precondition: [C=3,F=0,A>=1,B>=1] * Chain [313]: 0 with precondition: [C=3,0>=A+1,0>=B+1,0>=F+1] * Chain [312]: 0 with precondition: [C=3,0>=A+1,0>=B+1,F>=1] * Chain [311]: 0 with precondition: [C=3,0>=A+1,0>=F+1,B>=1] * Chain [310]: 0 with precondition: [C=3,0>=A+1,B>=1,F>=1] * Chain [309]: 0 with precondition: [C=3,0>=B+1,0>=F+1,A>=1] * Chain [308]: 0 with precondition: [C=3,0>=B+1,A>=1,F>=1] * Chain [307]: 0 with precondition: [C=3,0>=F+1,A>=1,B>=1] * Chain [306]: 0 with precondition: [C=3,A>=1,B>=1,F>=1] #### Cost of chains of f98_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y): * Chain [337]: 0 with precondition: [A=3,D=3] * Chain [336]: 0 with precondition: [A=14,B=0,D=3] * Chain [335]: 0 with precondition: [A=14,C=0,D=3,0>=B+1] * Chain [334]: 0 with precondition: [A=14,C=0,D=3,B>=1] * Chain [333]: 0 with precondition: [A=14,D=3,G=0,0>=B+1,0>=C+1] * Chain [332]: 0 with precondition: [A=14,D=3,G=0,0>=B+1,C>=1] * Chain [331]: 0 with precondition: [A=14,D=3,G=0,0>=C+1,B>=1] * Chain [330]: 0 with precondition: [A=14,D=3,G=0,B>=1,C>=1] * Chain [329]: 0 with precondition: [A=14,D=3,0>=B+1,0>=C+1,0>=G+1] * Chain [328]: 0 with precondition: [A=14,D=3,0>=B+1,0>=C+1,G>=1] * Chain [327]: 0 with precondition: [A=14,D=3,0>=B+1,0>=G+1,C>=1] * Chain [326]: 0 with precondition: [A=14,D=3,0>=B+1,C>=1,G>=1] * Chain [325]: 0 with precondition: [A=14,D=3,0>=C+1,0>=G+1,B>=1] * Chain [324]: 0 with precondition: [A=14,D=3,0>=C+1,B>=1,G>=1] * Chain [323]: 0 with precondition: [A=14,D=3,0>=G+1,B>=1,C>=1] * Chain [322]: 0 with precondition: [A=14,D=3,B>=1,C>=1,G>=1] * Chain [321]: 0 with precondition: [A=15,D=3] #### Cost of chains of f77_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y): * Chain [371]: 0 with precondition: [A=3,D=3,G=1] * Chain [370]: 1*s(2919)+1*s(2921)+1*s(2923)+1*s(2925)+1*s(2927)+6*s(2929)+0 Such that:s(2918) =< -I+3 s(2919) =< s(2918) s(2920) =< s(2918)*3 s(2921) =< s(2920) s(2922) =< s(2920)*3 s(2923) =< s(2922) s(2924) =< s(2922)*3 s(2925) =< s(2924) s(2926) =< s(2924)*3 s(2927) =< s(2926) s(2928) =< s(2926)*3 s(2929) =< s(2928) with precondition: [A=7,B=0,D=3,G=1,0>=F+1,2>=I] * Chain [369]: 0 with precondition: [A=7,B=0,D=3,G=1,0>=F+1,I>=3] * Chain [368]: 1*s(2931)+1*s(2933)+1*s(2935)+1*s(2937)+1*s(2939)+6*s(2941)+0 Such that:s(2930) =< -I+3 s(2931) =< s(2930) s(2932) =< s(2930)*3 s(2933) =< s(2932) s(2934) =< s(2932)*3 s(2935) =< s(2934) s(2936) =< s(2934)*3 s(2937) =< s(2936) s(2938) =< s(2936)*3 s(2939) =< s(2938) s(2940) =< s(2938)*3 s(2941) =< s(2940) with precondition: [A=7,B=0,D=3,G=1,2>=I,F>=1] * Chain [367]: 0 with precondition: [A=7,B=0,D=3,G=1,F>=1,I>=3] * Chain [366]: 1*s(2943)+1*s(2945)+1*s(2947)+1*s(2949)+1*s(2951)+6*s(2953)+0 Such that:s(2942) =< -I+3 s(2943) =< s(2942) s(2944) =< s(2942)*3 s(2945) =< s(2944) s(2946) =< s(2944)*3 s(2947) =< s(2946) s(2948) =< s(2946)*3 s(2949) =< s(2948) s(2950) =< s(2948)*3 s(2951) =< s(2950) s(2952) =< s(2950)*3 s(2953) =< s(2952) with precondition: [A=7,C=0,D=3,G=1,0>=B+1,0>=F+1,2>=I] * Chain [365]: 0 with precondition: [A=7,C=0,D=3,G=1,0>=B+1,0>=F+1,I>=3] * Chain [364]: 1*s(2955)+1*s(2957)+1*s(2959)+1*s(2961)+1*s(2963)+6*s(2965)+0 Such that:s(2954) =< -I+3 s(2955) =< s(2954) s(2956) =< s(2954)*3 s(2957) =< s(2956) s(2958) =< s(2956)*3 s(2959) =< s(2958) s(2960) =< s(2958)*3 s(2961) =< s(2960) s(2962) =< s(2960)*3 s(2963) =< s(2962) s(2964) =< s(2962)*3 s(2965) =< s(2964) with precondition: [A=7,C=0,D=3,G=1,0>=B+1,2>=I,F>=1] * Chain [363]: 0 with precondition: [A=7,C=0,D=3,G=1,0>=B+1,F>=1,I>=3] * Chain [362]: 1*s(2967)+1*s(2969)+1*s(2971)+1*s(2973)+1*s(2975)+6*s(2977)+0 Such that:s(2966) =< -I+3 s(2967) =< s(2966) s(2968) =< s(2966)*3 s(2969) =< s(2968) s(2970) =< s(2968)*3 s(2971) =< s(2970) s(2972) =< s(2970)*3 s(2973) =< s(2972) s(2974) =< s(2972)*3 s(2975) =< s(2974) s(2976) =< s(2974)*3 s(2977) =< s(2976) with precondition: [A=7,C=0,D=3,G=1,0>=F+1,2>=I,B>=1] * Chain [361]: 0 with precondition: [A=7,C=0,D=3,G=1,0>=F+1,B>=1,I>=3] * Chain [360]: 1*s(2979)+1*s(2981)+1*s(2983)+1*s(2985)+1*s(2987)+6*s(2989)+0 Such that:s(2978) =< -I+3 s(2979) =< s(2978) s(2980) =< s(2978)*3 s(2981) =< s(2980) s(2982) =< s(2980)*3 s(2983) =< s(2982) s(2984) =< s(2982)*3 s(2985) =< s(2984) s(2986) =< s(2984)*3 s(2987) =< s(2986) s(2988) =< s(2986)*3 s(2989) =< s(2988) with precondition: [A=7,C=0,D=3,G=1,2>=I,B>=1,F>=1] * Chain [359]: 0 with precondition: [A=7,C=0,D=3,G=1,B>=1,F>=1,I>=3] * Chain [358]: 1*s(2991)+1*s(2993)+1*s(2995)+1*s(2997)+1*s(2999)+6*s(3001)+0 Such that:s(2990) =< -I+3 s(2991) =< s(2990) s(2992) =< s(2990)*3 s(2993) =< s(2992) s(2994) =< s(2992)*3 s(2995) =< s(2994) s(2996) =< s(2994)*3 s(2997) =< s(2996) s(2998) =< s(2996)*3 s(2999) =< s(2998) s(3000) =< s(2998)*3 s(3001) =< s(3000) with precondition: [A=7,D=3,F=0,G=1,2>=I] * Chain [357]: 0 with precondition: [A=7,D=3,F=0,G=1,I>=3] * Chain [356]: 0 with precondition: [A=7,D=3,G=1] * Chain [355]: 3*s(3003)+3*s(3005)+3*s(3007)+3*s(3009)+3*s(3011)+18*s(3013)+0 Such that:aux(732) =< -I+3 s(3003) =< aux(732) s(3004) =< aux(732)*3 s(3005) =< s(3004) s(3006) =< s(3004)*3 s(3007) =< s(3006) s(3008) =< s(3006)*3 s(3009) =< s(3008) s(3010) =< s(3008)*3 s(3011) =< s(3010) s(3012) =< s(3010)*3 s(3013) =< s(3012) with precondition: [A=7,D=3,G=1,0>=B+1,0>=C+1,0>=F+1,2>=I] * Chain [354]: 0 with precondition: [A=7,D=3,G=1,0>=B+1,0>=C+1,0>=F+1,I>=3] * Chain [353]: 3*s(3039)+3*s(3041)+3*s(3043)+3*s(3045)+3*s(3047)+18*s(3049)+0 Such that:aux(733) =< -I+3 s(3039) =< aux(733) s(3040) =< aux(733)*3 s(3041) =< s(3040) s(3042) =< s(3040)*3 s(3043) =< s(3042) s(3044) =< s(3042)*3 s(3045) =< s(3044) s(3046) =< s(3044)*3 s(3047) =< s(3046) s(3048) =< s(3046)*3 s(3049) =< s(3048) with precondition: [A=7,D=3,G=1,0>=B+1,0>=C+1,2>=I,F>=1] * Chain [352]: 0 with precondition: [A=7,D=3,G=1,0>=B+1,0>=C+1,F>=1,I>=3] * Chain [351]: 3*s(3075)+3*s(3077)+3*s(3079)+3*s(3081)+3*s(3083)+18*s(3085)+0 Such that:aux(734) =< -I+3 s(3075) =< aux(734) s(3076) =< aux(734)*3 s(3077) =< s(3076) s(3078) =< s(3076)*3 s(3079) =< s(3078) s(3080) =< s(3078)*3 s(3081) =< s(3080) s(3082) =< s(3080)*3 s(3083) =< s(3082) s(3084) =< s(3082)*3 s(3085) =< s(3084) with precondition: [A=7,D=3,G=1,0>=B+1,0>=F+1,2>=I,C>=1] * Chain [350]: 0 with precondition: [A=7,D=3,G=1,0>=B+1,0>=F+1,C>=1,I>=3] * Chain [349]: 3*s(3111)+3*s(3113)+3*s(3115)+3*s(3117)+3*s(3119)+18*s(3121)+0 Such that:aux(735) =< -I+3 s(3111) =< aux(735) s(3112) =< aux(735)*3 s(3113) =< s(3112) s(3114) =< s(3112)*3 s(3115) =< s(3114) s(3116) =< s(3114)*3 s(3117) =< s(3116) s(3118) =< s(3116)*3 s(3119) =< s(3118) s(3120) =< s(3118)*3 s(3121) =< s(3120) with precondition: [A=7,D=3,G=1,0>=B+1,2>=I,C>=1,F>=1] * Chain [348]: 0 with precondition: [A=7,D=3,G=1,0>=B+1,C>=1,F>=1,I>=3] * Chain [347]: 3*s(3147)+3*s(3149)+3*s(3151)+3*s(3153)+3*s(3155)+18*s(3157)+0 Such that:aux(736) =< -I+3 s(3147) =< aux(736) s(3148) =< aux(736)*3 s(3149) =< s(3148) s(3150) =< s(3148)*3 s(3151) =< s(3150) s(3152) =< s(3150)*3 s(3153) =< s(3152) s(3154) =< s(3152)*3 s(3155) =< s(3154) s(3156) =< s(3154)*3 s(3157) =< s(3156) with precondition: [A=7,D=3,G=1,0>=C+1,0>=F+1,2>=I,B>=1] * Chain [346]: 0 with precondition: [A=7,D=3,G=1,0>=C+1,0>=F+1,B>=1,I>=3] * Chain [345]: 3*s(3183)+3*s(3185)+3*s(3187)+3*s(3189)+3*s(3191)+18*s(3193)+0 Such that:aux(737) =< -I+3 s(3183) =< aux(737) s(3184) =< aux(737)*3 s(3185) =< s(3184) s(3186) =< s(3184)*3 s(3187) =< s(3186) s(3188) =< s(3186)*3 s(3189) =< s(3188) s(3190) =< s(3188)*3 s(3191) =< s(3190) s(3192) =< s(3190)*3 s(3193) =< s(3192) with precondition: [A=7,D=3,G=1,0>=C+1,2>=I,B>=1,F>=1] * Chain [344]: 0 with precondition: [A=7,D=3,G=1,0>=C+1,B>=1,F>=1,I>=3] * Chain [343]: 3*s(3219)+3*s(3221)+3*s(3223)+3*s(3225)+3*s(3227)+18*s(3229)+0 Such that:aux(738) =< -I+3 s(3219) =< aux(738) s(3220) =< aux(738)*3 s(3221) =< s(3220) s(3222) =< s(3220)*3 s(3223) =< s(3222) s(3224) =< s(3222)*3 s(3225) =< s(3224) s(3226) =< s(3224)*3 s(3227) =< s(3226) s(3228) =< s(3226)*3 s(3229) =< s(3228) with precondition: [A=7,D=3,G=1,0>=F+1,2>=I,B>=1,C>=1] * Chain [342]: 0 with precondition: [A=7,D=3,G=1,0>=F+1,B>=1,C>=1,I>=3] * Chain [341]: 11*s(3260)+112*s(3263)+18*s(3264)+1*s(3266)+1*s(3267)+1*s(3268)+16*s(3271)+92*s(3273)+14*s(3275)+38*s(3277)+12*s(3279)+12*s(3281)+1*s(3282)+1*s(3284)+1*s(3286)+1*s(3288)+1*s(3290)+6*s(3292)+0 Such that:s(3255) =< 3 s(3259) =< -I+3 aux(740) =< 1 s(3260) =< s(3255) s(3261) =< aux(740)*3 s(3262) =< s(3255)*3 s(3263) =< s(3261) s(3264) =< s(3262) s(3265) =< s(3255) s(3266) =< s(3255) s(3267) =< s(3255) s(3268) =< s(3255) s(3269) =< s(3255)*2 s(3265) =< s(3255) s(3266) =< s(3255) s(3268) =< s(3269) s(3267) =< s(3265)+aux(740) s(3270) =< s(3262)*3 s(3271) =< s(3270) s(3272) =< s(3261)*3 s(3273) =< s(3272) s(3274) =< s(3270)*3 s(3275) =< s(3274) s(3276) =< s(3272)*3 s(3277) =< s(3276) s(3278) =< s(3274)*3 s(3279) =< s(3278) s(3280) =< s(3276)*3 s(3281) =< s(3280) s(3282) =< s(3259) s(3283) =< s(3259)*3 s(3284) =< s(3283) s(3285) =< s(3283)*3 s(3286) =< s(3285) s(3287) =< s(3285)*3 s(3288) =< s(3287) s(3289) =< s(3287)*3 s(3290) =< s(3289) s(3291) =< s(3289)*3 s(3292) =< s(3291) with precondition: [A=7,D=3,G=1,2>=I] * Chain [340]: 3*s(3294)+3*s(3296)+3*s(3298)+3*s(3300)+3*s(3302)+18*s(3304)+0 Such that:aux(741) =< -I+3 s(3294) =< aux(741) s(3295) =< aux(741)*3 s(3296) =< s(3295) s(3297) =< s(3295)*3 s(3298) =< s(3297) s(3299) =< s(3297)*3 s(3300) =< s(3299) s(3301) =< s(3299)*3 s(3302) =< s(3301) s(3303) =< s(3301)*3 s(3304) =< s(3303) with precondition: [A=7,D=3,G=1,2>=I,B>=1,C>=1,F>=1] * Chain [339]: 1*s(3331)+126*s(3334)+110*s(3336)+54*s(3341)+26*s(3343)+12*s(3345)+1*s(3346)+1*s(3348)+1*s(3350)+1*s(3352)+6*s(3354)+0 Such that:s(3329) =< 1 s(3330) =< -I+3 s(3331) =< s(3330) s(3332) =< s(3329)*3 s(3333) =< s(3330)*3 s(3334) =< s(3332) s(3335) =< s(3332)*3 s(3336) =< s(3335) s(3340) =< s(3335)*3 s(3341) =< s(3340) s(3342) =< s(3340)*3 s(3343) =< s(3342) s(3344) =< s(3342)*3 s(3345) =< s(3344) s(3346) =< s(3333) s(3347) =< s(3333)*3 s(3348) =< s(3347) s(3349) =< s(3347)*3 s(3350) =< s(3349) s(3351) =< s(3349)*3 s(3352) =< s(3351) s(3353) =< s(3351)*3 s(3354) =< s(3353) with precondition: [A=7,D=3,G=1,1>=I] * Chain [338]: 0 with precondition: [A=7,D=3,G=1,B>=1,C>=1,F>=1,I>=3] #### Cost of chains of f56_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y): * Chain [504]: 0 with precondition: [A=3,C=1,D=3,G=1] * Chain [503]: 1*s(3356)+1*s(3358)+1*s(3360)+1*s(3362)+1*s(3364)+6*s(3366)+3 Such that:s(3355) =< 3 s(3356) =< s(3355) s(3357) =< s(3355)*3 s(3358) =< s(3357) s(3359) =< s(3357)*3 s(3360) =< s(3359) s(3361) =< s(3359)*3 s(3362) =< s(3361) s(3363) =< s(3361)*3 s(3364) =< s(3363) s(3365) =< s(3363)*3 s(3366) =< s(3365) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,J=1,0>=F+1] * Chain [502]: 1*s(3368)+1*s(3370)+1*s(3372)+1*s(3374)+1*s(3376)+6*s(3378)+3 Such that:s(3367) =< 3 s(3368) =< s(3367) s(3369) =< s(3367)*3 s(3370) =< s(3369) s(3371) =< s(3369)*3 s(3372) =< s(3371) s(3373) =< s(3371)*3 s(3374) =< s(3373) s(3375) =< s(3373)*3 s(3376) =< s(3375) s(3377) =< s(3375)*3 s(3378) =< s(3377) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,J=1,F>=1] * Chain [501]: 2*s(3381)+1*s(3384)+1*s(3385)+1*s(3388)+1*s(3389)+1*s(3391)+1*s(3393)+1*s(3395)+1*s(3397)+1*s(3399)+6*s(3401)+3 Such that:s(3379) =< 2 s(3390) =< 3 s(3380) =< -J+1 s(3391) =< s(3390) s(3392) =< s(3390)*3 s(3393) =< s(3392) s(3394) =< s(3392)*3 s(3395) =< s(3394) s(3396) =< s(3394)*3 s(3397) =< s(3396) s(3398) =< s(3396)*3 s(3399) =< s(3398) s(3400) =< s(3398)*3 s(3401) =< s(3400) s(3381) =< s(3380) s(3382) =< s(3379) s(3382) =< s(3379) s(3383) =< s(3381)*s(3382) s(3384) =< s(3383) s(3385) =< s(3384)*s(3379) s(3386) =< s(3379) s(3387) =< s(3381)*s(3386) s(3388) =< s(3387) s(3389) =< s(3388)*s(3379) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,0>=F+1,0>=J] * Chain [500]: 2*s(3405)+1*s(3408)+1*s(3409)+1*s(3412)+1*s(3413)+1*s(3415)+1*s(3417)+1*s(3419)+1*s(3421)+1*s(3423)+6*s(3425)+3 Such that:s(3402) =< 2 s(3414) =< 3 s(3403) =< -J s(3404) =< -J+1 s(3415) =< s(3414) s(3416) =< s(3414)*3 s(3417) =< s(3416) s(3418) =< s(3416)*3 s(3419) =< s(3418) s(3420) =< s(3418)*3 s(3421) =< s(3420) s(3422) =< s(3420)*3 s(3423) =< s(3422) s(3424) =< s(3422)*3 s(3425) =< s(3424) s(3405) =< s(3403) s(3405) =< s(3404) s(3406) =< s(3402) s(3406) =< s(3402) s(3407) =< s(3405)*s(3406) s(3408) =< s(3407) s(3409) =< s(3408)*s(3402) s(3410) =< s(3402) s(3411) =< s(3405)*s(3410) s(3412) =< s(3411) s(3413) =< s(3412)*s(3402) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,0>=F+1,0>=J+1] * Chain [499]: 2*s(3428)+1*s(3431)+1*s(3432)+1*s(3435)+1*s(3436)+1*s(3438)+1*s(3440)+1*s(3442)+1*s(3444)+1*s(3446)+6*s(3448)+3 Such that:s(3426) =< 2 s(3437) =< 3 s(3427) =< -J+1 s(3438) =< s(3437) s(3439) =< s(3437)*3 s(3440) =< s(3439) s(3441) =< s(3439)*3 s(3442) =< s(3441) s(3443) =< s(3441)*3 s(3444) =< s(3443) s(3445) =< s(3443)*3 s(3446) =< s(3445) s(3447) =< s(3445)*3 s(3448) =< s(3447) s(3428) =< s(3427) s(3429) =< s(3426) s(3429) =< s(3426) s(3430) =< s(3428)*s(3429) s(3431) =< s(3430) s(3432) =< s(3431)*s(3426) s(3433) =< s(3426) s(3434) =< s(3428)*s(3433) s(3435) =< s(3434) s(3436) =< s(3435)*s(3426) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,0>=J,F>=1] * Chain [498]: 2*s(3452)+1*s(3455)+1*s(3456)+1*s(3459)+1*s(3460)+1*s(3462)+1*s(3464)+1*s(3466)+1*s(3468)+1*s(3470)+6*s(3472)+3 Such that:s(3449) =< 2 s(3461) =< 3 s(3450) =< -J s(3451) =< -J+1 s(3462) =< s(3461) s(3463) =< s(3461)*3 s(3464) =< s(3463) s(3465) =< s(3463)*3 s(3466) =< s(3465) s(3467) =< s(3465)*3 s(3468) =< s(3467) s(3469) =< s(3467)*3 s(3470) =< s(3469) s(3471) =< s(3469)*3 s(3472) =< s(3471) s(3452) =< s(3450) s(3452) =< s(3451) s(3453) =< s(3449) s(3453) =< s(3449) s(3454) =< s(3452)*s(3453) s(3455) =< s(3454) s(3456) =< s(3455)*s(3449) s(3457) =< s(3449) s(3458) =< s(3452)*s(3457) s(3459) =< s(3458) s(3460) =< s(3459)*s(3449) with precondition: [A=9,B=0,C=1,D=3,E=2,G=1,0>=J+1,F>=1] * Chain [497]: 4*s(3474)+2*s(3475)+1*s(3477)+1*s(3479)+1*s(3481)+1*s(3483)+1*s(3485)+6*s(3487)+3 Such that:s(3476) =< 3 s(3473) =< J+1 s(3477) =< s(3476) s(3478) =< s(3476)*3 s(3479) =< s(3478) s(3480) =< s(3478)*3 s(3481) =< s(3480) s(3482) =< s(3480)*3 s(3483) =< s(3482) s(3484) =< s(3482)*3 s(3485) =< s(3484) s(3486) =< s(3484)*3 s(3487) =< s(3486) s(3474) =< s(3473) s(3475) =< s(3474)*s(3473) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,0>=F+1,E>=3] * Chain [496]: 7*s(3489)+3*s(3490)+1*s(3492)+1*s(3494)+1*s(3496)+1*s(3498)+1*s(3500)+6*s(3502)+3 Such that:s(3491) =< 3 s(3488) =< J+1 s(3492) =< s(3491) s(3493) =< s(3491)*3 s(3494) =< s(3493) s(3495) =< s(3493)*3 s(3496) =< s(3495) s(3497) =< s(3495)*3 s(3498) =< s(3497) s(3499) =< s(3497)*3 s(3500) =< s(3499) s(3501) =< s(3499)*3 s(3502) =< s(3501) s(3489) =< s(3488) s(3490) =< s(3489)*s(3488) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,0>=F+1,E>=4] * Chain [495]: 4*s(3504)+2*s(3505)+1*s(3507)+1*s(3509)+1*s(3511)+1*s(3513)+1*s(3515)+6*s(3517)+3 Such that:s(3506) =< 3 s(3503) =< J+1 s(3507) =< s(3506) s(3508) =< s(3506)*3 s(3509) =< s(3508) s(3510) =< s(3508)*3 s(3511) =< s(3510) s(3512) =< s(3510)*3 s(3513) =< s(3512) s(3514) =< s(3512)*3 s(3515) =< s(3514) s(3516) =< s(3514)*3 s(3517) =< s(3516) s(3504) =< s(3503) s(3505) =< s(3504)*s(3503) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,0>=F+1,E>=5] * Chain [494]: 4*s(3519)+2*s(3520)+1*s(3522)+1*s(3524)+1*s(3526)+1*s(3528)+1*s(3530)+6*s(3532)+3 Such that:s(3521) =< 3 s(3518) =< J+1 s(3522) =< s(3521) s(3523) =< s(3521)*3 s(3524) =< s(3523) s(3525) =< s(3523)*3 s(3526) =< s(3525) s(3527) =< s(3525)*3 s(3528) =< s(3527) s(3529) =< s(3527)*3 s(3530) =< s(3529) s(3531) =< s(3529)*3 s(3532) =< s(3531) s(3519) =< s(3518) s(3520) =< s(3519)*s(3518) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,E>=3,F>=1] * Chain [493]: 7*s(3534)+3*s(3535)+1*s(3537)+1*s(3539)+1*s(3541)+1*s(3543)+1*s(3545)+6*s(3547)+3 Such that:s(3536) =< 3 s(3533) =< J+1 s(3537) =< s(3536) s(3538) =< s(3536)*3 s(3539) =< s(3538) s(3540) =< s(3538)*3 s(3541) =< s(3540) s(3542) =< s(3540)*3 s(3543) =< s(3542) s(3544) =< s(3542)*3 s(3545) =< s(3544) s(3546) =< s(3544)*3 s(3547) =< s(3546) s(3534) =< s(3533) s(3535) =< s(3534)*s(3533) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,E>=4,F>=1] * Chain [492]: 4*s(3549)+2*s(3550)+1*s(3552)+1*s(3554)+1*s(3556)+1*s(3558)+1*s(3560)+6*s(3562)+3 Such that:s(3551) =< 3 s(3548) =< J+1 s(3552) =< s(3551) s(3553) =< s(3551)*3 s(3554) =< s(3553) s(3555) =< s(3553)*3 s(3556) =< s(3555) s(3557) =< s(3555)*3 s(3558) =< s(3557) s(3559) =< s(3557)*3 s(3560) =< s(3559) s(3561) =< s(3559)*3 s(3562) =< s(3561) s(3549) =< s(3548) s(3550) =< s(3549)*s(3548) with precondition: [A=9,B=0,C=1,D=3,G=1,E=J+1,E>=5,F>=1] * Chain [491]: 1*s(3563)+1*s(3565)+1*s(3567)+1*s(3569)+1*s(3571)+1*s(3573)+6*s(3575)+0 Such that:s(3564) =< 3 s(3563) =< E-J s(3565) =< s(3564) s(3566) =< s(3564)*3 s(3567) =< s(3566) s(3568) =< s(3566)*3 s(3569) =< s(3568) s(3570) =< s(3568)*3 s(3571) =< s(3570) s(3572) =< s(3570)*3 s(3573) =< s(3572) s(3574) =< s(3572)*3 s(3575) =< s(3574) with precondition: [A=9,B=0,C=1,D=3,G=1,1>=E,0>=F+1,E>=J+1] * Chain [490]: 1*s(3576)+1*s(3578)+1*s(3580)+1*s(3582)+1*s(3584)+1*s(3586)+6*s(3588)+0 Such that:s(3577) =< 3 s(3576) =< E-J s(3578) =< s(3577) s(3579) =< s(3577)*3 s(3580) =< s(3579) s(3581) =< s(3579)*3 s(3582) =< s(3581) s(3583) =< s(3581)*3 s(3584) =< s(3583) s(3585) =< s(3583)*3 s(3586) =< s(3585) s(3587) =< s(3585)*3 s(3588) =< s(3587) with precondition: [A=9,B=0,C=1,D=3,G=1,1>=E,F>=1,E>=J+1] * Chain [489]: 1*s(3590)+1*s(3593)+1*s(3594)+1*s(3596)+1*s(3598)+1*s(3600)+1*s(3602)+1*s(3604)+6*s(3606)+0 Such that:s(3595) =< 3 s(3589) =< E s(3590) =< E-J s(3596) =< s(3595) s(3597) =< s(3595)*3 s(3598) =< s(3597) s(3599) =< s(3597)*3 s(3600) =< s(3599) s(3601) =< s(3599)*3 s(3602) =< s(3601) s(3603) =< s(3601)*3 s(3604) =< s(3603) s(3605) =< s(3603)*3 s(3606) =< s(3605) s(3591) =< s(3589) s(3592) =< s(3590)*s(3591) s(3593) =< s(3592) s(3594) =< s(3593)*s(3589) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=2,E>=J+1] * Chain [488]: 2*s(3609)+1*s(3612)+1*s(3613)+8*s(3614)+4*s(3615)+1*s(3618)+1*s(3619)+1*s(3621)+1*s(3623)+1*s(3625)+1*s(3627)+1*s(3629)+6*s(3631)+3 Such that:s(3620) =< 3 s(3607) =< E s(3608) =< E-J s(3621) =< s(3620) s(3622) =< s(3620)*3 s(3623) =< s(3622) s(3624) =< s(3622)*3 s(3625) =< s(3624) s(3626) =< s(3624)*3 s(3627) =< s(3626) s(3628) =< s(3626)*3 s(3629) =< s(3628) s(3630) =< s(3628)*3 s(3631) =< s(3630) s(3609) =< s(3608) s(3610) =< s(3607) s(3610) =< s(3607) s(3611) =< s(3609)*s(3610) s(3612) =< s(3611) s(3613) =< s(3612)*s(3607) s(3614) =< s(3607) s(3615) =< s(3614)*s(3607) s(3616) =< s(3607) s(3617) =< s(3609)*s(3616) s(3618) =< s(3617) s(3619) =< s(3618)*s(3607) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=3,E>=J+2] * Chain [487]: 2*s(3634)+1*s(3637)+1*s(3638)+4*s(3639)+2*s(3640)+1*s(3643)+1*s(3644)+1*s(3646)+1*s(3648)+1*s(3650)+1*s(3652)+1*s(3654)+6*s(3656)+3 Such that:s(3645) =< 3 s(3632) =< E s(3633) =< E-J s(3646) =< s(3645) s(3647) =< s(3645)*3 s(3648) =< s(3647) s(3649) =< s(3647)*3 s(3650) =< s(3649) s(3651) =< s(3649)*3 s(3652) =< s(3651) s(3653) =< s(3651)*3 s(3654) =< s(3653) s(3655) =< s(3653)*3 s(3656) =< s(3655) s(3634) =< s(3633) s(3635) =< s(3632) s(3635) =< s(3632) s(3636) =< s(3634)*s(3635) s(3637) =< s(3636) s(3638) =< s(3637)*s(3632) s(3639) =< s(3632) s(3640) =< s(3639)*s(3632) s(3641) =< s(3632) s(3642) =< s(3634)*s(3641) s(3643) =< s(3642) s(3644) =< s(3643)*s(3632) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=3,E>=J+3] * Chain [486]: 2*s(3659)+1*s(3662)+1*s(3663)+14*s(3664)+6*s(3665)+1*s(3668)+1*s(3669)+1*s(3671)+1*s(3673)+1*s(3675)+1*s(3677)+1*s(3679)+6*s(3681)+3 Such that:s(3670) =< 3 s(3657) =< E s(3658) =< E-J s(3671) =< s(3670) s(3672) =< s(3670)*3 s(3673) =< s(3672) s(3674) =< s(3672)*3 s(3675) =< s(3674) s(3676) =< s(3674)*3 s(3677) =< s(3676) s(3678) =< s(3676)*3 s(3679) =< s(3678) s(3680) =< s(3678)*3 s(3681) =< s(3680) s(3659) =< s(3658) s(3660) =< s(3657) s(3660) =< s(3657) s(3661) =< s(3659)*s(3660) s(3662) =< s(3661) s(3663) =< s(3662)*s(3657) s(3664) =< s(3657) s(3665) =< s(3664)*s(3657) s(3666) =< s(3657) s(3667) =< s(3659)*s(3666) s(3668) =< s(3667) s(3669) =< s(3668)*s(3657) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=4,E>=J+2] * Chain [485]: 2*s(3684)+1*s(3687)+1*s(3688)+7*s(3689)+3*s(3690)+1*s(3693)+1*s(3694)+1*s(3696)+1*s(3698)+1*s(3700)+1*s(3702)+1*s(3704)+6*s(3706)+3 Such that:s(3695) =< 3 s(3682) =< E s(3683) =< E-J s(3696) =< s(3695) s(3697) =< s(3695)*3 s(3698) =< s(3697) s(3699) =< s(3697)*3 s(3700) =< s(3699) s(3701) =< s(3699)*3 s(3702) =< s(3701) s(3703) =< s(3701)*3 s(3704) =< s(3703) s(3705) =< s(3703)*3 s(3706) =< s(3705) s(3684) =< s(3683) s(3685) =< s(3682) s(3685) =< s(3682) s(3686) =< s(3684)*s(3685) s(3687) =< s(3686) s(3688) =< s(3687)*s(3682) s(3689) =< s(3682) s(3690) =< s(3689)*s(3682) s(3691) =< s(3682) s(3692) =< s(3684)*s(3691) s(3693) =< s(3692) s(3694) =< s(3693)*s(3682) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=4,E>=J+3] * Chain [484]: 2*s(3709)+1*s(3712)+1*s(3713)+8*s(3714)+4*s(3715)+1*s(3718)+1*s(3719)+1*s(3721)+1*s(3723)+1*s(3725)+1*s(3727)+1*s(3729)+6*s(3731)+3 Such that:s(3720) =< 3 s(3707) =< E s(3708) =< E-J s(3721) =< s(3720) s(3722) =< s(3720)*3 s(3723) =< s(3722) s(3724) =< s(3722)*3 s(3725) =< s(3724) s(3726) =< s(3724)*3 s(3727) =< s(3726) s(3728) =< s(3726)*3 s(3729) =< s(3728) s(3730) =< s(3728)*3 s(3731) =< s(3730) s(3709) =< s(3708) s(3710) =< s(3707) s(3710) =< s(3707) s(3711) =< s(3709)*s(3710) s(3712) =< s(3711) s(3713) =< s(3712)*s(3707) s(3714) =< s(3707) s(3715) =< s(3714)*s(3707) s(3716) =< s(3707) s(3717) =< s(3709)*s(3716) s(3718) =< s(3717) s(3719) =< s(3718)*s(3707) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=5,E>=J+2] * Chain [483]: 2*s(3734)+1*s(3737)+1*s(3738)+4*s(3739)+2*s(3740)+1*s(3743)+1*s(3744)+1*s(3746)+1*s(3748)+1*s(3750)+1*s(3752)+1*s(3754)+6*s(3756)+3 Such that:s(3745) =< 3 s(3732) =< E s(3733) =< E-J s(3746) =< s(3745) s(3747) =< s(3745)*3 s(3748) =< s(3747) s(3749) =< s(3747)*3 s(3750) =< s(3749) s(3751) =< s(3749)*3 s(3752) =< s(3751) s(3753) =< s(3751)*3 s(3754) =< s(3753) s(3755) =< s(3753)*3 s(3756) =< s(3755) s(3734) =< s(3733) s(3735) =< s(3732) s(3735) =< s(3732) s(3736) =< s(3734)*s(3735) s(3737) =< s(3736) s(3738) =< s(3737)*s(3732) s(3739) =< s(3732) s(3740) =< s(3739)*s(3732) s(3741) =< s(3732) s(3742) =< s(3734)*s(3741) s(3743) =< s(3742) s(3744) =< s(3743)*s(3732) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,E>=5,E>=J+3] * Chain [482]: 1*s(3758)+1*s(3760)+1*s(3762)+1*s(3764)+1*s(3766)+6*s(3768)+0 Such that:s(3757) =< 3 s(3758) =< s(3757) s(3759) =< s(3757)*3 s(3760) =< s(3759) s(3761) =< s(3759)*3 s(3762) =< s(3761) s(3763) =< s(3761)*3 s(3764) =< s(3763) s(3765) =< s(3763)*3 s(3766) =< s(3765) s(3767) =< s(3765)*3 s(3768) =< s(3767) with precondition: [A=9,B=0,C=1,D=3,G=1,0>=F+1,J>=E] * Chain [481]: 1*s(3770)+1*s(3773)+1*s(3774)+1*s(3776)+1*s(3778)+1*s(3780)+1*s(3782)+1*s(3784)+6*s(3786)+0 Such that:s(3775) =< 3 s(3769) =< E s(3770) =< E-J s(3776) =< s(3775) s(3777) =< s(3775)*3 s(3778) =< s(3777) s(3779) =< s(3777)*3 s(3780) =< s(3779) s(3781) =< s(3779)*3 s(3782) =< s(3781) s(3783) =< s(3781)*3 s(3784) =< s(3783) s(3785) =< s(3783)*3 s(3786) =< s(3785) s(3771) =< s(3769) s(3772) =< s(3770)*s(3771) s(3773) =< s(3772) s(3774) =< s(3773)*s(3769) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=2,F>=1,E>=J+1] * Chain [480]: 2*s(3789)+1*s(3792)+1*s(3793)+8*s(3794)+4*s(3795)+1*s(3798)+1*s(3799)+1*s(3801)+1*s(3803)+1*s(3805)+1*s(3807)+1*s(3809)+6*s(3811)+3 Such that:s(3800) =< 3 s(3787) =< E s(3788) =< E-J s(3801) =< s(3800) s(3802) =< s(3800)*3 s(3803) =< s(3802) s(3804) =< s(3802)*3 s(3805) =< s(3804) s(3806) =< s(3804)*3 s(3807) =< s(3806) s(3808) =< s(3806)*3 s(3809) =< s(3808) s(3810) =< s(3808)*3 s(3811) =< s(3810) s(3789) =< s(3788) s(3790) =< s(3787) s(3790) =< s(3787) s(3791) =< s(3789)*s(3790) s(3792) =< s(3791) s(3793) =< s(3792)*s(3787) s(3794) =< s(3787) s(3795) =< s(3794)*s(3787) s(3796) =< s(3787) s(3797) =< s(3789)*s(3796) s(3798) =< s(3797) s(3799) =< s(3798)*s(3787) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=3,F>=1,E>=J+2] * Chain [479]: 2*s(3814)+1*s(3817)+1*s(3818)+4*s(3819)+2*s(3820)+1*s(3823)+1*s(3824)+1*s(3826)+1*s(3828)+1*s(3830)+1*s(3832)+1*s(3834)+6*s(3836)+3 Such that:s(3825) =< 3 s(3812) =< E s(3813) =< E-J s(3826) =< s(3825) s(3827) =< s(3825)*3 s(3828) =< s(3827) s(3829) =< s(3827)*3 s(3830) =< s(3829) s(3831) =< s(3829)*3 s(3832) =< s(3831) s(3833) =< s(3831)*3 s(3834) =< s(3833) s(3835) =< s(3833)*3 s(3836) =< s(3835) s(3814) =< s(3813) s(3815) =< s(3812) s(3815) =< s(3812) s(3816) =< s(3814)*s(3815) s(3817) =< s(3816) s(3818) =< s(3817)*s(3812) s(3819) =< s(3812) s(3820) =< s(3819)*s(3812) s(3821) =< s(3812) s(3822) =< s(3814)*s(3821) s(3823) =< s(3822) s(3824) =< s(3823)*s(3812) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=3,F>=1,E>=J+3] * Chain [478]: 2*s(3839)+1*s(3842)+1*s(3843)+14*s(3844)+6*s(3845)+1*s(3848)+1*s(3849)+1*s(3851)+1*s(3853)+1*s(3855)+1*s(3857)+1*s(3859)+6*s(3861)+3 Such that:s(3850) =< 3 s(3837) =< E s(3838) =< E-J s(3851) =< s(3850) s(3852) =< s(3850)*3 s(3853) =< s(3852) s(3854) =< s(3852)*3 s(3855) =< s(3854) s(3856) =< s(3854)*3 s(3857) =< s(3856) s(3858) =< s(3856)*3 s(3859) =< s(3858) s(3860) =< s(3858)*3 s(3861) =< s(3860) s(3839) =< s(3838) s(3840) =< s(3837) s(3840) =< s(3837) s(3841) =< s(3839)*s(3840) s(3842) =< s(3841) s(3843) =< s(3842)*s(3837) s(3844) =< s(3837) s(3845) =< s(3844)*s(3837) s(3846) =< s(3837) s(3847) =< s(3839)*s(3846) s(3848) =< s(3847) s(3849) =< s(3848)*s(3837) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=4,F>=1,E>=J+2] * Chain [477]: 2*s(3864)+1*s(3867)+1*s(3868)+7*s(3869)+3*s(3870)+1*s(3873)+1*s(3874)+1*s(3876)+1*s(3878)+1*s(3880)+1*s(3882)+1*s(3884)+6*s(3886)+3 Such that:s(3875) =< 3 s(3862) =< E s(3863) =< E-J s(3876) =< s(3875) s(3877) =< s(3875)*3 s(3878) =< s(3877) s(3879) =< s(3877)*3 s(3880) =< s(3879) s(3881) =< s(3879)*3 s(3882) =< s(3881) s(3883) =< s(3881)*3 s(3884) =< s(3883) s(3885) =< s(3883)*3 s(3886) =< s(3885) s(3864) =< s(3863) s(3865) =< s(3862) s(3865) =< s(3862) s(3866) =< s(3864)*s(3865) s(3867) =< s(3866) s(3868) =< s(3867)*s(3862) s(3869) =< s(3862) s(3870) =< s(3869)*s(3862) s(3871) =< s(3862) s(3872) =< s(3864)*s(3871) s(3873) =< s(3872) s(3874) =< s(3873)*s(3862) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=4,F>=1,E>=J+3] * Chain [476]: 2*s(3889)+1*s(3892)+1*s(3893)+8*s(3894)+4*s(3895)+1*s(3898)+1*s(3899)+1*s(3901)+1*s(3903)+1*s(3905)+1*s(3907)+1*s(3909)+6*s(3911)+3 Such that:s(3900) =< 3 s(3887) =< E s(3888) =< E-J s(3901) =< s(3900) s(3902) =< s(3900)*3 s(3903) =< s(3902) s(3904) =< s(3902)*3 s(3905) =< s(3904) s(3906) =< s(3904)*3 s(3907) =< s(3906) s(3908) =< s(3906)*3 s(3909) =< s(3908) s(3910) =< s(3908)*3 s(3911) =< s(3910) s(3889) =< s(3888) s(3890) =< s(3887) s(3890) =< s(3887) s(3891) =< s(3889)*s(3890) s(3892) =< s(3891) s(3893) =< s(3892)*s(3887) s(3894) =< s(3887) s(3895) =< s(3894)*s(3887) s(3896) =< s(3887) s(3897) =< s(3889)*s(3896) s(3898) =< s(3897) s(3899) =< s(3898)*s(3887) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=5,F>=1,E>=J+2] * Chain [475]: 2*s(3914)+1*s(3917)+1*s(3918)+4*s(3919)+2*s(3920)+1*s(3923)+1*s(3924)+1*s(3926)+1*s(3928)+1*s(3930)+1*s(3932)+1*s(3934)+6*s(3936)+3 Such that:s(3925) =< 3 s(3912) =< E s(3913) =< E-J s(3926) =< s(3925) s(3927) =< s(3925)*3 s(3928) =< s(3927) s(3929) =< s(3927)*3 s(3930) =< s(3929) s(3931) =< s(3929)*3 s(3932) =< s(3931) s(3933) =< s(3931)*3 s(3934) =< s(3933) s(3935) =< s(3933)*3 s(3936) =< s(3935) s(3914) =< s(3913) s(3915) =< s(3912) s(3915) =< s(3912) s(3916) =< s(3914)*s(3915) s(3917) =< s(3916) s(3918) =< s(3917)*s(3912) s(3919) =< s(3912) s(3920) =< s(3919)*s(3912) s(3921) =< s(3912) s(3922) =< s(3914)*s(3921) s(3923) =< s(3922) s(3924) =< s(3923)*s(3912) with precondition: [A=9,B=0,C=1,D=3,G=1,E>=5,F>=1,E>=J+3] * Chain [474]: 1*s(3938)+1*s(3940)+1*s(3942)+1*s(3944)+1*s(3946)+6*s(3948)+0 Such that:s(3937) =< 3 s(3938) =< s(3937) s(3939) =< s(3937)*3 s(3940) =< s(3939) s(3941) =< s(3939)*3 s(3942) =< s(3941) s(3943) =< s(3941)*3 s(3944) =< s(3943) s(3945) =< s(3943)*3 s(3946) =< s(3945) s(3947) =< s(3945)*3 s(3948) =< s(3947) with precondition: [A=9,B=0,C=1,D=3,G=1,F>=1,J>=E] * Chain [473]: 1*s(3950)+1*s(3952)+1*s(3954)+1*s(3956)+1*s(3958)+6*s(3960)+3 Such that:s(3949) =< 3 s(3950) =< s(3949) s(3951) =< s(3949)*3 s(3952) =< s(3951) s(3953) =< s(3951)*3 s(3954) =< s(3953) s(3955) =< s(3953)*3 s(3956) =< s(3955) s(3957) =< s(3955)*3 s(3958) =< s(3957) s(3959) =< s(3957)*3 s(3960) =< s(3959) with precondition: [A=9,C=1,D=3,E=2,F=0,G=1,J=1] * Chain [472]: 2*s(3963)+1*s(3966)+1*s(3967)+1*s(3970)+1*s(3971)+1*s(3973)+1*s(3975)+1*s(3977)+1*s(3979)+1*s(3981)+6*s(3983)+3 Such that:s(3961) =< 2 s(3972) =< 3 s(3962) =< -J+1 s(3973) =< s(3972) s(3974) =< s(3972)*3 s(3975) =< s(3974) s(3976) =< s(3974)*3 s(3977) =< s(3976) s(3978) =< s(3976)*3 s(3979) =< s(3978) s(3980) =< s(3978)*3 s(3981) =< s(3980) s(3982) =< s(3980)*3 s(3983) =< s(3982) s(3963) =< s(3962) s(3964) =< s(3961) s(3964) =< s(3961) s(3965) =< s(3963)*s(3964) s(3966) =< s(3965) s(3967) =< s(3966)*s(3961) s(3968) =< s(3961) s(3969) =< s(3963)*s(3968) s(3970) =< s(3969) s(3971) =< s(3970)*s(3961) with precondition: [A=9,C=1,D=3,E=2,F=0,G=1,0>=J] * Chain [471]: 2*s(3987)+1*s(3990)+1*s(3991)+1*s(3994)+1*s(3995)+1*s(3997)+1*s(3999)+1*s(4001)+1*s(4003)+1*s(4005)+6*s(4007)+3 Such that:s(3984) =< 2 s(3996) =< 3 s(3985) =< -J s(3986) =< -J+1 s(3997) =< s(3996) s(3998) =< s(3996)*3 s(3999) =< s(3998) s(4000) =< s(3998)*3 s(4001) =< s(4000) s(4002) =< s(4000)*3 s(4003) =< s(4002) s(4004) =< s(4002)*3 s(4005) =< s(4004) s(4006) =< s(4004)*3 s(4007) =< s(4006) s(3987) =< s(3985) s(3987) =< s(3986) s(3988) =< s(3984) s(3988) =< s(3984) s(3989) =< s(3987)*s(3988) s(3990) =< s(3989) s(3991) =< s(3990)*s(3984) s(3992) =< s(3984) s(3993) =< s(3987)*s(3992) s(3994) =< s(3993) s(3995) =< s(3994)*s(3984) with precondition: [A=9,C=1,D=3,E=2,F=0,G=1,0>=J+1] * Chain [470]: 25173 with precondition: [A=9,C=1,D=3,E=2,G=1,J=1] * Chain [469]: 1*s(4068)+1*s(4070)+1*s(4072)+1*s(4074)+1*s(4076)+6*s(4078)+3 Such that:s(4067) =< 3 s(4068) =< s(4067) s(4069) =< s(4067)*3 s(4070) =< s(4069) s(4071) =< s(4069)*3 s(4072) =< s(4071) s(4073) =< s(4071)*3 s(4074) =< s(4073) s(4075) =< s(4073)*3 s(4076) =< s(4075) s(4077) =< s(4075)*3 s(4078) =< s(4077) with precondition: [A=9,C=1,D=3,E=2,G=1,J=1,0>=B+1,0>=F+1] * Chain [468]: 1*s(4080)+1*s(4082)+1*s(4084)+1*s(4086)+1*s(4088)+6*s(4090)+3 Such that:s(4079) =< 3 s(4080) =< s(4079) s(4081) =< s(4079)*3 s(4082) =< s(4081) s(4083) =< s(4081)*3 s(4084) =< s(4083) s(4085) =< s(4083)*3 s(4086) =< s(4085) s(4087) =< s(4085)*3 s(4088) =< s(4087) s(4089) =< s(4087)*3 s(4090) =< s(4089) with precondition: [A=9,C=1,D=3,E=2,G=1,J=1,0>=B+1,F>=1] * Chain [467]: 1*s(4092)+1*s(4094)+1*s(4096)+1*s(4098)+1*s(4100)+6*s(4102)+3 Such that:s(4091) =< 3 s(4092) =< s(4091) s(4093) =< s(4091)*3 s(4094) =< s(4093) s(4095) =< s(4093)*3 s(4096) =< s(4095) s(4097) =< s(4095)*3 s(4098) =< s(4097) s(4099) =< s(4097)*3 s(4100) =< s(4099) s(4101) =< s(4099)*3 s(4102) =< s(4101) with precondition: [A=9,C=1,D=3,E=2,G=1,J=1,0>=F+1,B>=1] * Chain [466]: 1*s(4104)+1*s(4106)+1*s(4108)+1*s(4110)+1*s(4112)+6*s(4114)+3 Such that:s(4103) =< 3 s(4104) =< s(4103) s(4105) =< s(4103)*3 s(4106) =< s(4105) s(4107) =< s(4105)*3 s(4108) =< s(4107) s(4109) =< s(4107)*3 s(4110) =< s(4109) s(4111) =< s(4109)*3 s(4112) =< s(4111) s(4113) =< s(4111)*3 s(4114) =< s(4113) with precondition: [A=9,C=1,D=3,E=2,G=1,J=1,B>=1,F>=1] * Chain [465]: 2*s(4117)+1*s(4120)+1*s(4121)+1*s(4124)+1*s(4125)+1*s(4127)+1*s(4129)+1*s(4131)+1*s(4133)+1*s(4135)+6*s(4137)+3 Such that:s(4115) =< 2 s(4126) =< 3 s(4116) =< -J+1 s(4127) =< s(4126) s(4128) =< s(4126)*3 s(4129) =< s(4128) s(4130) =< s(4128)*3 s(4131) =< s(4130) s(4132) =< s(4130)*3 s(4133) =< s(4132) s(4134) =< s(4132)*3 s(4135) =< s(4134) s(4136) =< s(4134)*3 s(4137) =< s(4136) s(4117) =< s(4116) s(4118) =< s(4115) s(4118) =< s(4115) s(4119) =< s(4117)*s(4118) s(4120) =< s(4119) s(4121) =< s(4120)*s(4115) s(4122) =< s(4115) s(4123) =< s(4117)*s(4122) s(4124) =< s(4123) s(4125) =< s(4124)*s(4115) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=B+1,0>=F+1,0>=J] * Chain [464]: 2*s(4141)+1*s(4144)+1*s(4145)+1*s(4148)+1*s(4149)+1*s(4151)+1*s(4153)+1*s(4155)+1*s(4157)+1*s(4159)+6*s(4161)+3 Such that:s(4138) =< 2 s(4150) =< 3 s(4139) =< -J s(4140) =< -J+1 s(4151) =< s(4150) s(4152) =< s(4150)*3 s(4153) =< s(4152) s(4154) =< s(4152)*3 s(4155) =< s(4154) s(4156) =< s(4154)*3 s(4157) =< s(4156) s(4158) =< s(4156)*3 s(4159) =< s(4158) s(4160) =< s(4158)*3 s(4161) =< s(4160) s(4141) =< s(4139) s(4141) =< s(4140) s(4142) =< s(4138) s(4142) =< s(4138) s(4143) =< s(4141)*s(4142) s(4144) =< s(4143) s(4145) =< s(4144)*s(4138) s(4146) =< s(4138) s(4147) =< s(4141)*s(4146) s(4148) =< s(4147) s(4149) =< s(4148)*s(4138) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=B+1,0>=F+1,0>=J+1] * Chain [463]: 2*s(4164)+1*s(4167)+1*s(4168)+1*s(4171)+1*s(4172)+1*s(4174)+1*s(4176)+1*s(4178)+1*s(4180)+1*s(4182)+6*s(4184)+3 Such that:s(4162) =< 2 s(4173) =< 3 s(4163) =< -J+1 s(4174) =< s(4173) s(4175) =< s(4173)*3 s(4176) =< s(4175) s(4177) =< s(4175)*3 s(4178) =< s(4177) s(4179) =< s(4177)*3 s(4180) =< s(4179) s(4181) =< s(4179)*3 s(4182) =< s(4181) s(4183) =< s(4181)*3 s(4184) =< s(4183) s(4164) =< s(4163) s(4165) =< s(4162) s(4165) =< s(4162) s(4166) =< s(4164)*s(4165) s(4167) =< s(4166) s(4168) =< s(4167)*s(4162) s(4169) =< s(4162) s(4170) =< s(4164)*s(4169) s(4171) =< s(4170) s(4172) =< s(4171)*s(4162) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=B+1,0>=J,F>=1] * Chain [462]: 2*s(4188)+1*s(4191)+1*s(4192)+1*s(4195)+1*s(4196)+1*s(4198)+1*s(4200)+1*s(4202)+1*s(4204)+1*s(4206)+6*s(4208)+3 Such that:s(4185) =< 2 s(4197) =< 3 s(4186) =< -J s(4187) =< -J+1 s(4198) =< s(4197) s(4199) =< s(4197)*3 s(4200) =< s(4199) s(4201) =< s(4199)*3 s(4202) =< s(4201) s(4203) =< s(4201)*3 s(4204) =< s(4203) s(4205) =< s(4203)*3 s(4206) =< s(4205) s(4207) =< s(4205)*3 s(4208) =< s(4207) s(4188) =< s(4186) s(4188) =< s(4187) s(4189) =< s(4185) s(4189) =< s(4185) s(4190) =< s(4188)*s(4189) s(4191) =< s(4190) s(4192) =< s(4191)*s(4185) s(4193) =< s(4185) s(4194) =< s(4188)*s(4193) s(4195) =< s(4194) s(4196) =< s(4195)*s(4185) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=B+1,0>=J+1,F>=1] * Chain [461]: 2*s(4211)+1*s(4214)+1*s(4215)+1*s(4218)+1*s(4219)+1*s(4221)+1*s(4223)+1*s(4225)+1*s(4227)+1*s(4229)+6*s(4231)+3 Such that:s(4209) =< 2 s(4220) =< 3 s(4210) =< -J+1 s(4221) =< s(4220) s(4222) =< s(4220)*3 s(4223) =< s(4222) s(4224) =< s(4222)*3 s(4225) =< s(4224) s(4226) =< s(4224)*3 s(4227) =< s(4226) s(4228) =< s(4226)*3 s(4229) =< s(4228) s(4230) =< s(4228)*3 s(4231) =< s(4230) s(4211) =< s(4210) s(4212) =< s(4209) s(4212) =< s(4209) s(4213) =< s(4211)*s(4212) s(4214) =< s(4213) s(4215) =< s(4214)*s(4209) s(4216) =< s(4209) s(4217) =< s(4211)*s(4216) s(4218) =< s(4217) s(4219) =< s(4218)*s(4209) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=F+1,0>=J,B>=1] * Chain [460]: 2*s(4235)+1*s(4238)+1*s(4239)+1*s(4242)+1*s(4243)+1*s(4245)+1*s(4247)+1*s(4249)+1*s(4251)+1*s(4253)+6*s(4255)+3 Such that:s(4232) =< 2 s(4244) =< 3 s(4233) =< -J s(4234) =< -J+1 s(4245) =< s(4244) s(4246) =< s(4244)*3 s(4247) =< s(4246) s(4248) =< s(4246)*3 s(4249) =< s(4248) s(4250) =< s(4248)*3 s(4251) =< s(4250) s(4252) =< s(4250)*3 s(4253) =< s(4252) s(4254) =< s(4252)*3 s(4255) =< s(4254) s(4235) =< s(4233) s(4235) =< s(4234) s(4236) =< s(4232) s(4236) =< s(4232) s(4237) =< s(4235)*s(4236) s(4238) =< s(4237) s(4239) =< s(4238)*s(4232) s(4240) =< s(4232) s(4241) =< s(4235)*s(4240) s(4242) =< s(4241) s(4243) =< s(4242)*s(4232) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=F+1,0>=J+1,B>=1] * Chain [459]: 3 with precondition: [A=9,C=1,D=3,E=2,G=1,1>=J] * Chain [458]: 9*s(4258)+2*s(4259)+1*s(4260)+4*s(4263)+4*s(4264)+5*s(4267)+5*s(4268)+14*s(4294)+238*s(4297)+20*s(4298)+1*s(4301)+1*s(4302)+18*s(4305)+202*s(4307)+16*s(4309)+92*s(4311)+14*s(4313)+38*s(4315)+12*s(4326)+12*s(4351)+3 Such that:aux(746) =< 1 aux(747) =< 2 aux(748) =< 3 aux(749) =< -J+1 s(4294) =< aux(748) s(4295) =< aux(746)*3 s(4296) =< aux(748)*3 s(4297) =< s(4295) s(4298) =< s(4296) s(4301) =< aux(748) s(4302) =< aux(748) s(4303) =< aux(748)*2 s(4302) =< s(4303) s(4301) =< aux(748)+aux(746) s(4304) =< s(4296)*3 s(4305) =< s(4304) s(4306) =< s(4295)*3 s(4307) =< s(4306) s(4308) =< s(4304)*3 s(4309) =< s(4308) s(4310) =< s(4306)*3 s(4311) =< s(4310) s(4312) =< s(4308)*3 s(4313) =< s(4312) s(4314) =< s(4310)*3 s(4315) =< s(4314) s(4325) =< s(4312)*3 s(4326) =< s(4325) s(4258) =< aux(749) s(4261) =< aux(747) s(4261) =< aux(747) s(4262) =< s(4258)*s(4261) s(4263) =< s(4262) s(4264) =< s(4263)*aux(747) s(4265) =< aux(747) s(4266) =< s(4258)*s(4265) s(4267) =< s(4266) s(4268) =< s(4267)*aux(747) s(4350) =< s(4314)*3 s(4351) =< s(4350) s(4259) =< aux(747) s(4260) =< s(4259)*aux(747) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=J] * Chain [457]: 2*s(4363)+1*s(4366)+1*s(4367)+1*s(4370)+1*s(4371)+1*s(4373)+1*s(4375)+1*s(4377)+1*s(4379)+1*s(4381)+6*s(4383)+3 Such that:s(4361) =< 2 s(4372) =< 3 s(4362) =< -J+1 s(4373) =< s(4372) s(4374) =< s(4372)*3 s(4375) =< s(4374) s(4376) =< s(4374)*3 s(4377) =< s(4376) s(4378) =< s(4376)*3 s(4379) =< s(4378) s(4380) =< s(4378)*3 s(4381) =< s(4380) s(4382) =< s(4380)*3 s(4383) =< s(4382) s(4363) =< s(4362) s(4364) =< s(4361) s(4364) =< s(4361) s(4365) =< s(4363)*s(4364) s(4366) =< s(4365) s(4367) =< s(4366)*s(4361) s(4368) =< s(4361) s(4369) =< s(4363)*s(4368) s(4370) =< s(4369) s(4371) =< s(4370)*s(4361) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=J,B>=1,F>=1] * Chain [456]: 3*s(4387)+3*s(4388)+3*s(4391)+3*s(4392)+4*s(4393)+2*s(4394)+3*s(4397)+3*s(4398)+8*s(4399)+4*s(4401)+4*s(4402)+4*s(4404)+4*s(4405)+14*s(4433)+238*s(4436)+20*s(4437)+1*s(4440)+1*s(4441)+18*s(4444)+202*s(4446)+16*s(4448)+92*s(4450)+14*s(4452)+38*s(4454)+12*s(4465)+12*s(4491)+3 Such that:aux(751) =< 1 aux(752) =< 2 aux(753) =< 3 aux(754) =< -J aux(755) =< -J+1 s(4433) =< aux(753) s(4434) =< aux(751)*3 s(4435) =< aux(753)*3 s(4436) =< s(4434) s(4437) =< s(4435) s(4440) =< aux(753) s(4441) =< aux(753) s(4442) =< aux(753)*2 s(4441) =< s(4442) s(4440) =< aux(753)+aux(751) s(4443) =< s(4435)*3 s(4444) =< s(4443) s(4445) =< s(4434)*3 s(4446) =< s(4445) s(4447) =< s(4443)*3 s(4448) =< s(4447) s(4449) =< s(4445)*3 s(4450) =< s(4449) s(4451) =< s(4447)*3 s(4452) =< s(4451) s(4453) =< s(4449)*3 s(4454) =< s(4453) s(4464) =< s(4451)*3 s(4465) =< s(4464) s(4399) =< aux(754) s(4399) =< aux(755) s(4389) =< aux(752) s(4389) =< aux(752) s(4400) =< s(4399)*s(4389) s(4401) =< s(4400) s(4402) =< s(4401)*aux(752) s(4395) =< aux(752) s(4403) =< s(4399)*s(4395) s(4404) =< s(4403) s(4405) =< s(4404)*aux(752) s(4490) =< s(4453)*3 s(4491) =< s(4490) s(4387) =< aux(754) s(4388) =< aux(755) s(4390) =< s(4388)*s(4389) s(4391) =< s(4390) s(4392) =< s(4391)*aux(752) s(4393) =< aux(752) s(4394) =< s(4393)*aux(752) s(4396) =< s(4387)*s(4395) s(4397) =< s(4396) s(4398) =< s(4397)*aux(752) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=J+1] * Chain [455]: 2*s(4504)+1*s(4507)+1*s(4508)+1*s(4511)+1*s(4512)+1*s(4514)+1*s(4516)+1*s(4518)+1*s(4520)+1*s(4522)+6*s(4524)+3 Such that:s(4501) =< 2 s(4513) =< 3 s(4502) =< -J s(4503) =< -J+1 s(4514) =< s(4513) s(4515) =< s(4513)*3 s(4516) =< s(4515) s(4517) =< s(4515)*3 s(4518) =< s(4517) s(4519) =< s(4517)*3 s(4520) =< s(4519) s(4521) =< s(4519)*3 s(4522) =< s(4521) s(4523) =< s(4521)*3 s(4524) =< s(4523) s(4504) =< s(4502) s(4504) =< s(4503) s(4505) =< s(4501) s(4505) =< s(4501) s(4506) =< s(4504)*s(4505) s(4507) =< s(4506) s(4508) =< s(4507)*s(4501) s(4509) =< s(4501) s(4510) =< s(4504)*s(4509) s(4511) =< s(4510) s(4512) =< s(4511)*s(4501) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=J+1,B>=1,F>=1] * Chain [454]: 6*s(4528)+3*s(4531)+3*s(4532)+3*s(4535)+3*s(4536)+2*s(4537)+1*s(4538)+3 Such that:s(4525) =< 2 s(4526) =< -J s(4527) =< -J+1 s(4528) =< s(4526) s(4528) =< s(4527) s(4529) =< s(4525) s(4529) =< s(4525) s(4530) =< s(4528)*s(4529) s(4531) =< s(4530) s(4532) =< s(4531)*s(4525) s(4533) =< s(4525) s(4534) =< s(4528)*s(4533) s(4535) =< s(4534) s(4536) =< s(4535)*s(4525) s(4537) =< s(4525) s(4538) =< s(4537)*s(4525) with precondition: [A=9,C=1,D=3,E=2,G=1,0>=J+2] * Chain [453]: 4*s(4540)+2*s(4541)+1*s(4543)+1*s(4545)+1*s(4547)+1*s(4549)+1*s(4551)+6*s(4553)+3 Such that:s(4542) =< 3 s(4539) =< J+1 s(4543) =< s(4542) s(4544) =< s(4542)*3 s(4545) =< s(4544) s(4546) =< s(4544)*3 s(4547) =< s(4546) s(4548) =< s(4546)*3 s(4549) =< s(4548) s(4550) =< s(4548)*3 s(4551) =< s(4550) s(4552) =< s(4550)*3 s(4553) =< s(4552) s(4540) =< s(4539) s(4541) =< s(4540)*s(4539) with precondition: [A=9,C=1,D=3,F=0,G=1,E=J+1,E>=3] * Chain [452]: 7*s(4555)+3*s(4556)+1*s(4558)+1*s(4560)+1*s(4562)+1*s(4564)+1*s(4566)+6*s(4568)+3 Such that:s(4557) =< 3 s(4554) =< J+1 s(4558) =< s(4557) s(4559) =< s(4557)*3 s(4560) =< s(4559) s(4561) =< s(4559)*3 s(4562) =< s(4561) s(4563) =< s(4561)*3 s(4564) =< s(4563) s(4565) =< s(4563)*3 s(4566) =< s(4565) s(4567) =< s(4565)*3 s(4568) =< s(4567) s(4555) =< s(4554) s(4556) =< s(4555)*s(4554) with precondition: [A=9,C=1,D=3,F=0,G=1,E=J+1,E>=4] * Chain [451]: 4*s(4570)+2*s(4571)+1*s(4573)+1*s(4575)+1*s(4577)+1*s(4579)+1*s(4581)+6*s(4583)+3 Such that:s(4572) =< 3 s(4569) =< J+1 s(4573) =< s(4572) s(4574) =< s(4572)*3 s(4575) =< s(4574) s(4576) =< s(4574)*3 s(4577) =< s(4576) s(4578) =< s(4576)*3 s(4579) =< s(4578) s(4580) =< s(4578)*3 s(4581) =< s(4580) s(4582) =< s(4580)*3 s(4583) =< s(4582) s(4570) =< s(4569) s(4571) =< s(4570)*s(4569) with precondition: [A=9,C=1,D=3,F=0,G=1,E=J+1,E>=5] * Chain [450]: 1*s(4584)+1*s(4586)+1*s(4588)+1*s(4590)+1*s(4592)+1*s(4594)+6*s(4596)+0 Such that:s(4585) =< 3 s(4584) =< E-J s(4586) =< s(4585) s(4587) =< s(4585)*3 s(4588) =< s(4587) s(4589) =< s(4587)*3 s(4590) =< s(4589) s(4591) =< s(4589)*3 s(4592) =< s(4591) s(4593) =< s(4591)*3 s(4594) =< s(4593) s(4595) =< s(4593)*3 s(4596) =< s(4595) with precondition: [A=9,C=1,D=3,F=0,G=1,1>=E,E>=J+1] * Chain [449]: 1*s(4598)+1*s(4601)+1*s(4602)+1*s(4604)+1*s(4606)+1*s(4608)+1*s(4610)+1*s(4612)+6*s(4614)+0 Such that:s(4603) =< 3 s(4597) =< E s(4598) =< E-J s(4604) =< s(4603) s(4605) =< s(4603)*3 s(4606) =< s(4605) s(4607) =< s(4605)*3 s(4608) =< s(4607) s(4609) =< s(4607)*3 s(4610) =< s(4609) s(4611) =< s(4609)*3 s(4612) =< s(4611) s(4613) =< s(4611)*3 s(4614) =< s(4613) s(4599) =< s(4597) s(4600) =< s(4598)*s(4599) s(4601) =< s(4600) s(4602) =< s(4601)*s(4597) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=2,E>=J+1] * Chain [448]: 2*s(4617)+1*s(4620)+1*s(4621)+8*s(4622)+4*s(4623)+1*s(4626)+1*s(4627)+1*s(4629)+1*s(4631)+1*s(4633)+1*s(4635)+1*s(4637)+6*s(4639)+3 Such that:s(4628) =< 3 s(4615) =< E s(4616) =< E-J s(4629) =< s(4628) s(4630) =< s(4628)*3 s(4631) =< s(4630) s(4632) =< s(4630)*3 s(4633) =< s(4632) s(4634) =< s(4632)*3 s(4635) =< s(4634) s(4636) =< s(4634)*3 s(4637) =< s(4636) s(4638) =< s(4636)*3 s(4639) =< s(4638) s(4617) =< s(4616) s(4618) =< s(4615) s(4618) =< s(4615) s(4619) =< s(4617)*s(4618) s(4620) =< s(4619) s(4621) =< s(4620)*s(4615) s(4622) =< s(4615) s(4623) =< s(4622)*s(4615) s(4624) =< s(4615) s(4625) =< s(4617)*s(4624) s(4626) =< s(4625) s(4627) =< s(4626)*s(4615) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=3,E>=J+2] * Chain [447]: 2*s(4642)+1*s(4645)+1*s(4646)+4*s(4647)+2*s(4648)+1*s(4651)+1*s(4652)+1*s(4654)+1*s(4656)+1*s(4658)+1*s(4660)+1*s(4662)+6*s(4664)+3 Such that:s(4653) =< 3 s(4640) =< E s(4641) =< E-J s(4654) =< s(4653) s(4655) =< s(4653)*3 s(4656) =< s(4655) s(4657) =< s(4655)*3 s(4658) =< s(4657) s(4659) =< s(4657)*3 s(4660) =< s(4659) s(4661) =< s(4659)*3 s(4662) =< s(4661) s(4663) =< s(4661)*3 s(4664) =< s(4663) s(4642) =< s(4641) s(4643) =< s(4640) s(4643) =< s(4640) s(4644) =< s(4642)*s(4643) s(4645) =< s(4644) s(4646) =< s(4645)*s(4640) s(4647) =< s(4640) s(4648) =< s(4647)*s(4640) s(4649) =< s(4640) s(4650) =< s(4642)*s(4649) s(4651) =< s(4650) s(4652) =< s(4651)*s(4640) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=3,E>=J+3] * Chain [446]: 2*s(4667)+1*s(4670)+1*s(4671)+14*s(4672)+6*s(4673)+1*s(4676)+1*s(4677)+1*s(4679)+1*s(4681)+1*s(4683)+1*s(4685)+1*s(4687)+6*s(4689)+3 Such that:s(4678) =< 3 s(4665) =< E s(4666) =< E-J s(4679) =< s(4678) s(4680) =< s(4678)*3 s(4681) =< s(4680) s(4682) =< s(4680)*3 s(4683) =< s(4682) s(4684) =< s(4682)*3 s(4685) =< s(4684) s(4686) =< s(4684)*3 s(4687) =< s(4686) s(4688) =< s(4686)*3 s(4689) =< s(4688) s(4667) =< s(4666) s(4668) =< s(4665) s(4668) =< s(4665) s(4669) =< s(4667)*s(4668) s(4670) =< s(4669) s(4671) =< s(4670)*s(4665) s(4672) =< s(4665) s(4673) =< s(4672)*s(4665) s(4674) =< s(4665) s(4675) =< s(4667)*s(4674) s(4676) =< s(4675) s(4677) =< s(4676)*s(4665) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=4,E>=J+2] * Chain [445]: 2*s(4692)+1*s(4695)+1*s(4696)+7*s(4697)+3*s(4698)+1*s(4701)+1*s(4702)+1*s(4704)+1*s(4706)+1*s(4708)+1*s(4710)+1*s(4712)+6*s(4714)+3 Such that:s(4703) =< 3 s(4690) =< E s(4691) =< E-J s(4704) =< s(4703) s(4705) =< s(4703)*3 s(4706) =< s(4705) s(4707) =< s(4705)*3 s(4708) =< s(4707) s(4709) =< s(4707)*3 s(4710) =< s(4709) s(4711) =< s(4709)*3 s(4712) =< s(4711) s(4713) =< s(4711)*3 s(4714) =< s(4713) s(4692) =< s(4691) s(4693) =< s(4690) s(4693) =< s(4690) s(4694) =< s(4692)*s(4693) s(4695) =< s(4694) s(4696) =< s(4695)*s(4690) s(4697) =< s(4690) s(4698) =< s(4697)*s(4690) s(4699) =< s(4690) s(4700) =< s(4692)*s(4699) s(4701) =< s(4700) s(4702) =< s(4701)*s(4690) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=4,E>=J+3] * Chain [444]: 2*s(4717)+1*s(4720)+1*s(4721)+8*s(4722)+4*s(4723)+1*s(4726)+1*s(4727)+1*s(4729)+1*s(4731)+1*s(4733)+1*s(4735)+1*s(4737)+6*s(4739)+3 Such that:s(4728) =< 3 s(4715) =< E s(4716) =< E-J s(4729) =< s(4728) s(4730) =< s(4728)*3 s(4731) =< s(4730) s(4732) =< s(4730)*3 s(4733) =< s(4732) s(4734) =< s(4732)*3 s(4735) =< s(4734) s(4736) =< s(4734)*3 s(4737) =< s(4736) s(4738) =< s(4736)*3 s(4739) =< s(4738) s(4717) =< s(4716) s(4718) =< s(4715) s(4718) =< s(4715) s(4719) =< s(4717)*s(4718) s(4720) =< s(4719) s(4721) =< s(4720)*s(4715) s(4722) =< s(4715) s(4723) =< s(4722)*s(4715) s(4724) =< s(4715) s(4725) =< s(4717)*s(4724) s(4726) =< s(4725) s(4727) =< s(4726)*s(4715) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=5,E>=J+2] * Chain [443]: 2*s(4742)+1*s(4745)+1*s(4746)+4*s(4747)+2*s(4748)+1*s(4751)+1*s(4752)+1*s(4754)+1*s(4756)+1*s(4758)+1*s(4760)+1*s(4762)+6*s(4764)+3 Such that:s(4753) =< 3 s(4740) =< E s(4741) =< E-J s(4754) =< s(4753) s(4755) =< s(4753)*3 s(4756) =< s(4755) s(4757) =< s(4755)*3 s(4758) =< s(4757) s(4759) =< s(4757)*3 s(4760) =< s(4759) s(4761) =< s(4759)*3 s(4762) =< s(4761) s(4763) =< s(4761)*3 s(4764) =< s(4763) s(4742) =< s(4741) s(4743) =< s(4740) s(4743) =< s(4740) s(4744) =< s(4742)*s(4743) s(4745) =< s(4744) s(4746) =< s(4745)*s(4740) s(4747) =< s(4740) s(4748) =< s(4747)*s(4740) s(4749) =< s(4740) s(4750) =< s(4742)*s(4749) s(4751) =< s(4750) s(4752) =< s(4751)*s(4740) with precondition: [A=9,C=1,D=3,F=0,G=1,E>=5,E>=J+3] * Chain [442]: 1*s(4766)+1*s(4768)+1*s(4770)+1*s(4772)+1*s(4774)+6*s(4776)+0 Such that:s(4765) =< 3 s(4766) =< s(4765) s(4767) =< s(4765)*3 s(4768) =< s(4767) s(4769) =< s(4767)*3 s(4770) =< s(4769) s(4771) =< s(4769)*3 s(4772) =< s(4771) s(4773) =< s(4771)*3 s(4774) =< s(4773) s(4775) =< s(4773)*3 s(4776) =< s(4775) with precondition: [A=9,C=1,D=3,F=0,G=1,J>=E] * Chain [441]: 0 with precondition: [A=9,C=1,D=3,G=1] * Chain [440]: 4*s(4778)+2*s(4779)+1*s(4781)+1*s(4783)+1*s(4785)+1*s(4787)+1*s(4789)+6*s(4791)+3 Such that:s(4780) =< 3 s(4777) =< J+1 s(4781) =< s(4780) s(4782) =< s(4780)*3 s(4783) =< s(4782) s(4784) =< s(4782)*3 s(4785) =< s(4784) s(4786) =< s(4784)*3 s(4787) =< s(4786) s(4788) =< s(4786)*3 s(4789) =< s(4788) s(4790) =< s(4788)*3 s(4791) =< s(4790) s(4778) =< s(4777) s(4779) =< s(4778)*s(4777) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,0>=F+1,E>=3] * Chain [439]: 7*s(4793)+3*s(4794)+1*s(4796)+1*s(4798)+1*s(4800)+1*s(4802)+1*s(4804)+6*s(4806)+3 Such that:s(4795) =< 3 s(4792) =< J+1 s(4796) =< s(4795) s(4797) =< s(4795)*3 s(4798) =< s(4797) s(4799) =< s(4797)*3 s(4800) =< s(4799) s(4801) =< s(4799)*3 s(4802) =< s(4801) s(4803) =< s(4801)*3 s(4804) =< s(4803) s(4805) =< s(4803)*3 s(4806) =< s(4805) s(4793) =< s(4792) s(4794) =< s(4793)*s(4792) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,0>=F+1,E>=4] * Chain [438]: 4*s(4808)+2*s(4809)+1*s(4811)+1*s(4813)+1*s(4815)+1*s(4817)+1*s(4819)+6*s(4821)+3 Such that:s(4810) =< 3 s(4807) =< J+1 s(4811) =< s(4810) s(4812) =< s(4810)*3 s(4813) =< s(4812) s(4814) =< s(4812)*3 s(4815) =< s(4814) s(4816) =< s(4814)*3 s(4817) =< s(4816) s(4818) =< s(4816)*3 s(4819) =< s(4818) s(4820) =< s(4818)*3 s(4821) =< s(4820) s(4808) =< s(4807) s(4809) =< s(4808)*s(4807) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,0>=F+1,E>=5] * Chain [437]: 4*s(4823)+2*s(4824)+1*s(4826)+1*s(4828)+1*s(4830)+1*s(4832)+1*s(4834)+6*s(4836)+3 Such that:s(4825) =< 3 s(4822) =< J+1 s(4826) =< s(4825) s(4827) =< s(4825)*3 s(4828) =< s(4827) s(4829) =< s(4827)*3 s(4830) =< s(4829) s(4831) =< s(4829)*3 s(4832) =< s(4831) s(4833) =< s(4831)*3 s(4834) =< s(4833) s(4835) =< s(4833)*3 s(4836) =< s(4835) s(4823) =< s(4822) s(4824) =< s(4823)*s(4822) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,E>=3,F>=1] * Chain [436]: 7*s(4838)+3*s(4839)+1*s(4841)+1*s(4843)+1*s(4845)+1*s(4847)+1*s(4849)+6*s(4851)+3 Such that:s(4840) =< 3 s(4837) =< J+1 s(4841) =< s(4840) s(4842) =< s(4840)*3 s(4843) =< s(4842) s(4844) =< s(4842)*3 s(4845) =< s(4844) s(4846) =< s(4844)*3 s(4847) =< s(4846) s(4848) =< s(4846)*3 s(4849) =< s(4848) s(4850) =< s(4848)*3 s(4851) =< s(4850) s(4838) =< s(4837) s(4839) =< s(4838)*s(4837) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,E>=4,F>=1] * Chain [435]: 4*s(4853)+2*s(4854)+1*s(4856)+1*s(4858)+1*s(4860)+1*s(4862)+1*s(4864)+6*s(4866)+3 Such that:s(4855) =< 3 s(4852) =< J+1 s(4856) =< s(4855) s(4857) =< s(4855)*3 s(4858) =< s(4857) s(4859) =< s(4857)*3 s(4860) =< s(4859) s(4861) =< s(4859)*3 s(4862) =< s(4861) s(4863) =< s(4861)*3 s(4864) =< s(4863) s(4865) =< s(4863)*3 s(4866) =< s(4865) s(4853) =< s(4852) s(4854) =< s(4853)*s(4852) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=B+1,E>=5,F>=1] * Chain [434]: 4*s(4868)+2*s(4869)+1*s(4871)+1*s(4873)+1*s(4875)+1*s(4877)+1*s(4879)+6*s(4881)+3 Such that:s(4870) =< 3 s(4867) =< J+1 s(4871) =< s(4870) s(4872) =< s(4870)*3 s(4873) =< s(4872) s(4874) =< s(4872)*3 s(4875) =< s(4874) s(4876) =< s(4874)*3 s(4877) =< s(4876) s(4878) =< s(4876)*3 s(4879) =< s(4878) s(4880) =< s(4878)*3 s(4881) =< s(4880) s(4868) =< s(4867) s(4869) =< s(4868)*s(4867) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=F+1,B>=1,E>=3] * Chain [433]: 7*s(4883)+3*s(4884)+1*s(4886)+1*s(4888)+1*s(4890)+1*s(4892)+1*s(4894)+6*s(4896)+3 Such that:s(4885) =< 3 s(4882) =< J+1 s(4886) =< s(4885) s(4887) =< s(4885)*3 s(4888) =< s(4887) s(4889) =< s(4887)*3 s(4890) =< s(4889) s(4891) =< s(4889)*3 s(4892) =< s(4891) s(4893) =< s(4891)*3 s(4894) =< s(4893) s(4895) =< s(4893)*3 s(4896) =< s(4895) s(4883) =< s(4882) s(4884) =< s(4883)*s(4882) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=F+1,B>=1,E>=4] * Chain [432]: 4*s(4898)+2*s(4899)+1*s(4901)+1*s(4903)+1*s(4905)+1*s(4907)+1*s(4909)+6*s(4911)+3 Such that:s(4900) =< 3 s(4897) =< J+1 s(4901) =< s(4900) s(4902) =< s(4900)*3 s(4903) =< s(4902) s(4904) =< s(4902)*3 s(4905) =< s(4904) s(4906) =< s(4904)*3 s(4907) =< s(4906) s(4908) =< s(4906)*3 s(4909) =< s(4908) s(4910) =< s(4908)*3 s(4911) =< s(4910) s(4898) =< s(4897) s(4899) =< s(4898)*s(4897) with precondition: [A=9,C=1,D=3,G=1,E=J+1,0>=F+1,B>=1,E>=5] * Chain [431]: 4*s(4913)+2*s(4914)+1*s(4916)+1*s(4918)+1*s(4920)+1*s(4922)+1*s(4924)+6*s(4926)+3 Such that:s(4915) =< 3 s(4912) =< J+1 s(4916) =< s(4915) s(4917) =< s(4915)*3 s(4918) =< s(4917) s(4919) =< s(4917)*3 s(4920) =< s(4919) s(4921) =< s(4919)*3 s(4922) =< s(4921) s(4923) =< s(4921)*3 s(4924) =< s(4923) s(4925) =< s(4923)*3 s(4926) =< s(4925) s(4913) =< s(4912) s(4914) =< s(4913)*s(4912) with precondition: [A=9,C=1,D=3,G=1,E=J+1,B>=1,E>=3,F>=1] * Chain [430]: 7*s(4928)+3*s(4929)+1*s(4931)+1*s(4933)+1*s(4935)+1*s(4937)+1*s(4939)+6*s(4941)+3 Such that:s(4930) =< 3 s(4927) =< J+1 s(4931) =< s(4930) s(4932) =< s(4930)*3 s(4933) =< s(4932) s(4934) =< s(4932)*3 s(4935) =< s(4934) s(4936) =< s(4934)*3 s(4937) =< s(4936) s(4938) =< s(4936)*3 s(4939) =< s(4938) s(4940) =< s(4938)*3 s(4941) =< s(4940) s(4928) =< s(4927) s(4929) =< s(4928)*s(4927) with precondition: [A=9,C=1,D=3,G=1,E=J+1,B>=1,E>=4,F>=1] * Chain [429]: 4*s(4943)+2*s(4944)+1*s(4946)+1*s(4948)+1*s(4950)+1*s(4952)+1*s(4954)+6*s(4956)+3 Such that:s(4945) =< 3 s(4942) =< J+1 s(4946) =< s(4945) s(4947) =< s(4945)*3 s(4948) =< s(4947) s(4949) =< s(4947)*3 s(4950) =< s(4949) s(4951) =< s(4949)*3 s(4952) =< s(4951) s(4953) =< s(4951)*3 s(4954) =< s(4953) s(4955) =< s(4953)*3 s(4956) =< s(4955) s(4943) =< s(4942) s(4944) =< s(4943)*s(4942) with precondition: [A=9,C=1,D=3,G=1,E=J+1,B>=1,E>=5,F>=1] * Chain [428]: 4*s(4958)+2*s(4959)+8*s(4961)+4*s(4962)+14*s(4966)+238*s(4969)+20*s(4970)+1*s(4973)+1*s(4974)+18*s(4977)+202*s(4979)+16*s(4981)+92*s(4983)+14*s(4985)+38*s(4987)+12*s(4998)+12*s(5015)+3 Such that:s(4957) =< J+1 aux(757) =< 1 aux(758) =< 3 aux(759) =< E s(4966) =< aux(758) s(4967) =< aux(757)*3 s(4968) =< aux(758)*3 s(4969) =< s(4967) s(4970) =< s(4968) s(4973) =< aux(758) s(4974) =< aux(758) s(4975) =< aux(758)*2 s(4974) =< s(4975) s(4973) =< aux(758)+aux(757) s(4976) =< s(4968)*3 s(4977) =< s(4976) s(4978) =< s(4967)*3 s(4979) =< s(4978) s(4980) =< s(4976)*3 s(4981) =< s(4980) s(4982) =< s(4978)*3 s(4983) =< s(4982) s(4984) =< s(4980)*3 s(4985) =< s(4984) s(4986) =< s(4982)*3 s(4987) =< s(4986) s(4997) =< s(4984)*3 s(4998) =< s(4997) s(4961) =< aux(759) s(4962) =< s(4961)*aux(759) s(5014) =< s(4986)*3 s(5015) =< s(5014) s(4958) =< s(4957) s(4959) =< s(4958)*s(4957) with precondition: [A=9,C=1,D=3,G=1,E=J+1,E>=3] * Chain [427]: 7*s(5026)+3*s(5027)+14*s(5029)+6*s(5030)+14*s(5034)+238*s(5037)+20*s(5038)+1*s(5041)+1*s(5042)+18*s(5045)+202*s(5047)+16*s(5049)+92*s(5051)+14*s(5053)+38*s(5055)+12*s(5066)+12*s(5083)+3 Such that:s(5025) =< J+1 aux(761) =< 1 aux(762) =< 3 aux(763) =< E s(5034) =< aux(762) s(5035) =< aux(761)*3 s(5036) =< aux(762)*3 s(5037) =< s(5035) s(5038) =< s(5036) s(5041) =< aux(762) s(5042) =< aux(762) s(5043) =< aux(762)*2 s(5042) =< s(5043) s(5041) =< aux(762)+aux(761) s(5044) =< s(5036)*3 s(5045) =< s(5044) s(5046) =< s(5035)*3 s(5047) =< s(5046) s(5048) =< s(5044)*3 s(5049) =< s(5048) s(5050) =< s(5046)*3 s(5051) =< s(5050) s(5052) =< s(5048)*3 s(5053) =< s(5052) s(5054) =< s(5050)*3 s(5055) =< s(5054) s(5065) =< s(5052)*3 s(5066) =< s(5065) s(5029) =< aux(763) s(5030) =< s(5029)*aux(763) s(5082) =< s(5054)*3 s(5083) =< s(5082) s(5026) =< s(5025) s(5027) =< s(5026)*s(5025) with precondition: [A=9,C=1,D=3,G=1,E=J+1,E>=4] * Chain [426]: 4*s(5094)+2*s(5095)+8*s(5097)+4*s(5098)+14*s(5102)+238*s(5105)+20*s(5106)+1*s(5109)+1*s(5110)+18*s(5113)+202*s(5115)+16*s(5117)+92*s(5119)+14*s(5121)+38*s(5123)+12*s(5134)+12*s(5151)+3 Such that:s(5093) =< J+1 aux(765) =< 1 aux(766) =< 3 aux(767) =< E s(5102) =< aux(766) s(5103) =< aux(765)*3 s(5104) =< aux(766)*3 s(5105) =< s(5103) s(5106) =< s(5104) s(5109) =< aux(766) s(5110) =< aux(766) s(5111) =< aux(766)*2 s(5110) =< s(5111) s(5109) =< aux(766)+aux(765) s(5112) =< s(5104)*3 s(5113) =< s(5112) s(5114) =< s(5103)*3 s(5115) =< s(5114) s(5116) =< s(5112)*3 s(5117) =< s(5116) s(5118) =< s(5114)*3 s(5119) =< s(5118) s(5120) =< s(5116)*3 s(5121) =< s(5120) s(5122) =< s(5118)*3 s(5123) =< s(5122) s(5133) =< s(5120)*3 s(5134) =< s(5133) s(5097) =< aux(767) s(5098) =< s(5097)*aux(767) s(5150) =< s(5122)*3 s(5151) =< s(5150) s(5094) =< s(5093) s(5095) =< s(5094)*s(5093) with precondition: [A=9,C=1,D=3,G=1,E=J+1,E>=5] * Chain [425]: 1*s(5161)+3*s(5163)+3*s(5165)+3*s(5167)+3*s(5169)+3*s(5171)+18*s(5173)+0 Such that:s(5162) =< 3 s(5161) =< E-J s(5163) =< s(5162) s(5164) =< s(5162)*3 s(5165) =< s(5164) s(5166) =< s(5164)*3 s(5167) =< s(5166) s(5168) =< s(5166)*3 s(5169) =< s(5168) s(5170) =< s(5168)*3 s(5171) =< s(5170) s(5172) =< s(5170)*3 s(5173) =< s(5172) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,1>=E,0>=F+1,E>=J+1] * Chain [424]: 1*s(5174)+3*s(5176)+3*s(5178)+3*s(5180)+3*s(5182)+3*s(5184)+18*s(5186)+0 Such that:s(5175) =< 3 s(5174) =< E-J s(5176) =< s(5175) s(5177) =< s(5175)*3 s(5178) =< s(5177) s(5179) =< s(5177)*3 s(5180) =< s(5179) s(5181) =< s(5179)*3 s(5182) =< s(5181) s(5183) =< s(5181)*3 s(5184) =< s(5183) s(5185) =< s(5183)*3 s(5186) =< s(5185) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,1>=E,F>=1,E>=J+1] * Chain [423]: 1*s(5188)+1*s(5191)+1*s(5192)+3*s(5194)+3*s(5196)+3*s(5198)+3*s(5200)+3*s(5202)+18*s(5204)+0 Such that:s(5193) =< 3 s(5187) =< E s(5188) =< E-J s(5194) =< s(5193) s(5195) =< s(5193)*3 s(5196) =< s(5195) s(5197) =< s(5195)*3 s(5198) =< s(5197) s(5199) =< s(5197)*3 s(5200) =< s(5199) s(5201) =< s(5199)*3 s(5202) =< s(5201) s(5203) =< s(5201)*3 s(5204) =< s(5203) s(5189) =< s(5187) s(5190) =< s(5188)*s(5189) s(5191) =< s(5190) s(5192) =< s(5191)*s(5187) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=2,E>=J+1] * Chain [422]: 2*s(5207)+1*s(5210)+1*s(5211)+8*s(5212)+4*s(5213)+1*s(5216)+1*s(5217)+1*s(5219)+1*s(5221)+1*s(5223)+1*s(5225)+1*s(5227)+6*s(5229)+3 Such that:s(5218) =< 3 s(5205) =< E s(5206) =< E-J s(5219) =< s(5218) s(5220) =< s(5218)*3 s(5221) =< s(5220) s(5222) =< s(5220)*3 s(5223) =< s(5222) s(5224) =< s(5222)*3 s(5225) =< s(5224) s(5226) =< s(5224)*3 s(5227) =< s(5226) s(5228) =< s(5226)*3 s(5229) =< s(5228) s(5207) =< s(5206) s(5208) =< s(5205) s(5208) =< s(5205) s(5209) =< s(5207)*s(5208) s(5210) =< s(5209) s(5211) =< s(5210)*s(5205) s(5212) =< s(5205) s(5213) =< s(5212)*s(5205) s(5214) =< s(5205) s(5215) =< s(5207)*s(5214) s(5216) =< s(5215) s(5217) =< s(5216)*s(5205) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=3,E>=J+2] * Chain [421]: 2*s(5232)+1*s(5235)+1*s(5236)+4*s(5237)+2*s(5238)+1*s(5241)+1*s(5242)+1*s(5244)+1*s(5246)+1*s(5248)+1*s(5250)+1*s(5252)+6*s(5254)+3 Such that:s(5243) =< 3 s(5230) =< E s(5231) =< E-J s(5244) =< s(5243) s(5245) =< s(5243)*3 s(5246) =< s(5245) s(5247) =< s(5245)*3 s(5248) =< s(5247) s(5249) =< s(5247)*3 s(5250) =< s(5249) s(5251) =< s(5249)*3 s(5252) =< s(5251) s(5253) =< s(5251)*3 s(5254) =< s(5253) s(5232) =< s(5231) s(5233) =< s(5230) s(5233) =< s(5230) s(5234) =< s(5232)*s(5233) s(5235) =< s(5234) s(5236) =< s(5235)*s(5230) s(5237) =< s(5230) s(5238) =< s(5237)*s(5230) s(5239) =< s(5230) s(5240) =< s(5232)*s(5239) s(5241) =< s(5240) s(5242) =< s(5241)*s(5230) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=3,E>=J+3] * Chain [420]: 2*s(5257)+1*s(5260)+1*s(5261)+14*s(5262)+6*s(5263)+1*s(5266)+1*s(5267)+1*s(5269)+1*s(5271)+1*s(5273)+1*s(5275)+1*s(5277)+6*s(5279)+3 Such that:s(5268) =< 3 s(5255) =< E s(5256) =< E-J s(5269) =< s(5268) s(5270) =< s(5268)*3 s(5271) =< s(5270) s(5272) =< s(5270)*3 s(5273) =< s(5272) s(5274) =< s(5272)*3 s(5275) =< s(5274) s(5276) =< s(5274)*3 s(5277) =< s(5276) s(5278) =< s(5276)*3 s(5279) =< s(5278) s(5257) =< s(5256) s(5258) =< s(5255) s(5258) =< s(5255) s(5259) =< s(5257)*s(5258) s(5260) =< s(5259) s(5261) =< s(5260)*s(5255) s(5262) =< s(5255) s(5263) =< s(5262)*s(5255) s(5264) =< s(5255) s(5265) =< s(5257)*s(5264) s(5266) =< s(5265) s(5267) =< s(5266)*s(5255) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=4,E>=J+2] * Chain [419]: 2*s(5282)+1*s(5285)+1*s(5286)+7*s(5287)+3*s(5288)+1*s(5291)+1*s(5292)+1*s(5294)+1*s(5296)+1*s(5298)+1*s(5300)+1*s(5302)+6*s(5304)+3 Such that:s(5293) =< 3 s(5280) =< E s(5281) =< E-J s(5294) =< s(5293) s(5295) =< s(5293)*3 s(5296) =< s(5295) s(5297) =< s(5295)*3 s(5298) =< s(5297) s(5299) =< s(5297)*3 s(5300) =< s(5299) s(5301) =< s(5299)*3 s(5302) =< s(5301) s(5303) =< s(5301)*3 s(5304) =< s(5303) s(5282) =< s(5281) s(5283) =< s(5280) s(5283) =< s(5280) s(5284) =< s(5282)*s(5283) s(5285) =< s(5284) s(5286) =< s(5285)*s(5280) s(5287) =< s(5280) s(5288) =< s(5287)*s(5280) s(5289) =< s(5280) s(5290) =< s(5282)*s(5289) s(5291) =< s(5290) s(5292) =< s(5291)*s(5280) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=4,E>=J+3] * Chain [418]: 2*s(5307)+1*s(5310)+1*s(5311)+8*s(5312)+4*s(5313)+1*s(5316)+1*s(5317)+1*s(5319)+1*s(5321)+1*s(5323)+1*s(5325)+1*s(5327)+6*s(5329)+3 Such that:s(5318) =< 3 s(5305) =< E s(5306) =< E-J s(5319) =< s(5318) s(5320) =< s(5318)*3 s(5321) =< s(5320) s(5322) =< s(5320)*3 s(5323) =< s(5322) s(5324) =< s(5322)*3 s(5325) =< s(5324) s(5326) =< s(5324)*3 s(5327) =< s(5326) s(5328) =< s(5326)*3 s(5329) =< s(5328) s(5307) =< s(5306) s(5308) =< s(5305) s(5308) =< s(5305) s(5309) =< s(5307)*s(5308) s(5310) =< s(5309) s(5311) =< s(5310)*s(5305) s(5312) =< s(5305) s(5313) =< s(5312)*s(5305) s(5314) =< s(5305) s(5315) =< s(5307)*s(5314) s(5316) =< s(5315) s(5317) =< s(5316)*s(5305) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=5,E>=J+2] * Chain [417]: 2*s(5332)+1*s(5335)+1*s(5336)+4*s(5337)+2*s(5338)+1*s(5341)+1*s(5342)+1*s(5344)+1*s(5346)+1*s(5348)+1*s(5350)+1*s(5352)+6*s(5354)+3 Such that:s(5343) =< 3 s(5330) =< E s(5331) =< E-J s(5344) =< s(5343) s(5345) =< s(5343)*3 s(5346) =< s(5345) s(5347) =< s(5345)*3 s(5348) =< s(5347) s(5349) =< s(5347)*3 s(5350) =< s(5349) s(5351) =< s(5349)*3 s(5352) =< s(5351) s(5353) =< s(5351)*3 s(5354) =< s(5353) s(5332) =< s(5331) s(5333) =< s(5330) s(5333) =< s(5330) s(5334) =< s(5332)*s(5333) s(5335) =< s(5334) s(5336) =< s(5335)*s(5330) s(5337) =< s(5330) s(5338) =< s(5337)*s(5330) s(5339) =< s(5330) s(5340) =< s(5332)*s(5339) s(5341) =< s(5340) s(5342) =< s(5341)*s(5330) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,E>=5,E>=J+3] * Chain [416]: 3*s(5356)+3*s(5358)+3*s(5360)+3*s(5362)+3*s(5364)+18*s(5366)+0 Such that:s(5355) =< 3 s(5356) =< s(5355) s(5357) =< s(5355)*3 s(5358) =< s(5357) s(5359) =< s(5357)*3 s(5360) =< s(5359) s(5361) =< s(5359)*3 s(5362) =< s(5361) s(5363) =< s(5361)*3 s(5364) =< s(5363) s(5365) =< s(5363)*3 s(5366) =< s(5365) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,0>=F+1,J>=E] * Chain [415]: 1*s(5368)+1*s(5371)+1*s(5372)+3*s(5374)+3*s(5376)+3*s(5378)+3*s(5380)+3*s(5382)+18*s(5384)+0 Such that:s(5373) =< 3 s(5367) =< E s(5368) =< E-J s(5374) =< s(5373) s(5375) =< s(5373)*3 s(5376) =< s(5375) s(5377) =< s(5375)*3 s(5378) =< s(5377) s(5379) =< s(5377)*3 s(5380) =< s(5379) s(5381) =< s(5379)*3 s(5382) =< s(5381) s(5383) =< s(5381)*3 s(5384) =< s(5383) s(5369) =< s(5367) s(5370) =< s(5368)*s(5369) s(5371) =< s(5370) s(5372) =< s(5371)*s(5367) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=2,F>=1,E>=J+1] * Chain [414]: 2*s(5387)+1*s(5390)+1*s(5391)+8*s(5392)+4*s(5393)+1*s(5396)+1*s(5397)+1*s(5399)+1*s(5401)+1*s(5403)+1*s(5405)+1*s(5407)+6*s(5409)+3 Such that:s(5398) =< 3 s(5385) =< E s(5386) =< E-J s(5399) =< s(5398) s(5400) =< s(5398)*3 s(5401) =< s(5400) s(5402) =< s(5400)*3 s(5403) =< s(5402) s(5404) =< s(5402)*3 s(5405) =< s(5404) s(5406) =< s(5404)*3 s(5407) =< s(5406) s(5408) =< s(5406)*3 s(5409) =< s(5408) s(5387) =< s(5386) s(5388) =< s(5385) s(5388) =< s(5385) s(5389) =< s(5387)*s(5388) s(5390) =< s(5389) s(5391) =< s(5390)*s(5385) s(5392) =< s(5385) s(5393) =< s(5392)*s(5385) s(5394) =< s(5385) s(5395) =< s(5387)*s(5394) s(5396) =< s(5395) s(5397) =< s(5396)*s(5385) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=3,F>=1,E>=J+2] * Chain [413]: 2*s(5412)+1*s(5415)+1*s(5416)+4*s(5417)+2*s(5418)+1*s(5421)+1*s(5422)+1*s(5424)+1*s(5426)+1*s(5428)+1*s(5430)+1*s(5432)+6*s(5434)+3 Such that:s(5423) =< 3 s(5410) =< E s(5411) =< E-J s(5424) =< s(5423) s(5425) =< s(5423)*3 s(5426) =< s(5425) s(5427) =< s(5425)*3 s(5428) =< s(5427) s(5429) =< s(5427)*3 s(5430) =< s(5429) s(5431) =< s(5429)*3 s(5432) =< s(5431) s(5433) =< s(5431)*3 s(5434) =< s(5433) s(5412) =< s(5411) s(5413) =< s(5410) s(5413) =< s(5410) s(5414) =< s(5412)*s(5413) s(5415) =< s(5414) s(5416) =< s(5415)*s(5410) s(5417) =< s(5410) s(5418) =< s(5417)*s(5410) s(5419) =< s(5410) s(5420) =< s(5412)*s(5419) s(5421) =< s(5420) s(5422) =< s(5421)*s(5410) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=3,F>=1,E>=J+3] * Chain [412]: 2*s(5437)+1*s(5440)+1*s(5441)+14*s(5442)+6*s(5443)+1*s(5446)+1*s(5447)+1*s(5449)+1*s(5451)+1*s(5453)+1*s(5455)+1*s(5457)+6*s(5459)+3 Such that:s(5448) =< 3 s(5435) =< E s(5436) =< E-J s(5449) =< s(5448) s(5450) =< s(5448)*3 s(5451) =< s(5450) s(5452) =< s(5450)*3 s(5453) =< s(5452) s(5454) =< s(5452)*3 s(5455) =< s(5454) s(5456) =< s(5454)*3 s(5457) =< s(5456) s(5458) =< s(5456)*3 s(5459) =< s(5458) s(5437) =< s(5436) s(5438) =< s(5435) s(5438) =< s(5435) s(5439) =< s(5437)*s(5438) s(5440) =< s(5439) s(5441) =< s(5440)*s(5435) s(5442) =< s(5435) s(5443) =< s(5442)*s(5435) s(5444) =< s(5435) s(5445) =< s(5437)*s(5444) s(5446) =< s(5445) s(5447) =< s(5446)*s(5435) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=4,F>=1,E>=J+2] * Chain [411]: 2*s(5462)+1*s(5465)+1*s(5466)+7*s(5467)+3*s(5468)+1*s(5471)+1*s(5472)+1*s(5474)+1*s(5476)+1*s(5478)+1*s(5480)+1*s(5482)+6*s(5484)+3 Such that:s(5473) =< 3 s(5460) =< E s(5461) =< E-J s(5474) =< s(5473) s(5475) =< s(5473)*3 s(5476) =< s(5475) s(5477) =< s(5475)*3 s(5478) =< s(5477) s(5479) =< s(5477)*3 s(5480) =< s(5479) s(5481) =< s(5479)*3 s(5482) =< s(5481) s(5483) =< s(5481)*3 s(5484) =< s(5483) s(5462) =< s(5461) s(5463) =< s(5460) s(5463) =< s(5460) s(5464) =< s(5462)*s(5463) s(5465) =< s(5464) s(5466) =< s(5465)*s(5460) s(5467) =< s(5460) s(5468) =< s(5467)*s(5460) s(5469) =< s(5460) s(5470) =< s(5462)*s(5469) s(5471) =< s(5470) s(5472) =< s(5471)*s(5460) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=4,F>=1,E>=J+3] * Chain [410]: 2*s(5487)+1*s(5490)+1*s(5491)+8*s(5492)+4*s(5493)+1*s(5496)+1*s(5497)+1*s(5499)+1*s(5501)+1*s(5503)+1*s(5505)+1*s(5507)+6*s(5509)+3 Such that:s(5498) =< 3 s(5485) =< E s(5486) =< E-J s(5499) =< s(5498) s(5500) =< s(5498)*3 s(5501) =< s(5500) s(5502) =< s(5500)*3 s(5503) =< s(5502) s(5504) =< s(5502)*3 s(5505) =< s(5504) s(5506) =< s(5504)*3 s(5507) =< s(5506) s(5508) =< s(5506)*3 s(5509) =< s(5508) s(5487) =< s(5486) s(5488) =< s(5485) s(5488) =< s(5485) s(5489) =< s(5487)*s(5488) s(5490) =< s(5489) s(5491) =< s(5490)*s(5485) s(5492) =< s(5485) s(5493) =< s(5492)*s(5485) s(5494) =< s(5485) s(5495) =< s(5487)*s(5494) s(5496) =< s(5495) s(5497) =< s(5496)*s(5485) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=5,F>=1,E>=J+2] * Chain [409]: 2*s(5512)+1*s(5515)+1*s(5516)+4*s(5517)+2*s(5518)+1*s(5521)+1*s(5522)+1*s(5524)+1*s(5526)+1*s(5528)+1*s(5530)+1*s(5532)+6*s(5534)+3 Such that:s(5523) =< 3 s(5510) =< E s(5511) =< E-J s(5524) =< s(5523) s(5525) =< s(5523)*3 s(5526) =< s(5525) s(5527) =< s(5525)*3 s(5528) =< s(5527) s(5529) =< s(5527)*3 s(5530) =< s(5529) s(5531) =< s(5529)*3 s(5532) =< s(5531) s(5533) =< s(5531)*3 s(5534) =< s(5533) s(5512) =< s(5511) s(5513) =< s(5510) s(5513) =< s(5510) s(5514) =< s(5512)*s(5513) s(5515) =< s(5514) s(5516) =< s(5515)*s(5510) s(5517) =< s(5510) s(5518) =< s(5517)*s(5510) s(5519) =< s(5510) s(5520) =< s(5512)*s(5519) s(5521) =< s(5520) s(5522) =< s(5521)*s(5510) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,E>=5,F>=1,E>=J+3] * Chain [408]: 3*s(5536)+3*s(5538)+3*s(5540)+3*s(5542)+3*s(5544)+18*s(5546)+0 Such that:s(5535) =< 3 s(5536) =< s(5535) s(5537) =< s(5535)*3 s(5538) =< s(5537) s(5539) =< s(5537)*3 s(5540) =< s(5539) s(5541) =< s(5539)*3 s(5542) =< s(5541) s(5543) =< s(5541)*3 s(5544) =< s(5543) s(5545) =< s(5543)*3 s(5546) =< s(5545) with precondition: [A=9,C=1,D=3,G=1,0>=B+1,F>=1,J>=E] * Chain [407]: 1*s(5547)+3*s(5549)+3*s(5551)+3*s(5553)+3*s(5555)+3*s(5557)+18*s(5559)+0 Such that:s(5548) =< 3 s(5547) =< E-J s(5549) =< s(5548) s(5550) =< s(5548)*3 s(5551) =< s(5550) s(5552) =< s(5550)*3 s(5553) =< s(5552) s(5554) =< s(5552)*3 s(5555) =< s(5554) s(5556) =< s(5554)*3 s(5557) =< s(5556) s(5558) =< s(5556)*3 s(5559) =< s(5558) with precondition: [A=9,C=1,D=3,G=1,1>=E,0>=F+1,B>=1,E>=J+1] * Chain [406]: 1*s(5560)+3*s(5562)+3*s(5564)+3*s(5566)+3*s(5568)+3*s(5570)+18*s(5572)+0 Such that:s(5561) =< 3 s(5560) =< E-J s(5562) =< s(5561) s(5563) =< s(5561)*3 s(5564) =< s(5563) s(5565) =< s(5563)*3 s(5566) =< s(5565) s(5567) =< s(5565)*3 s(5568) =< s(5567) s(5569) =< s(5567)*3 s(5570) =< s(5569) s(5571) =< s(5569)*3 s(5572) =< s(5571) with precondition: [A=9,C=1,D=3,G=1,1>=E,B>=1,F>=1,E>=J+1] * Chain [405]: 4*s(5573)+14*s(5579)+238*s(5582)+20*s(5583)+1*s(5586)+1*s(5587)+18*s(5590)+202*s(5592)+16*s(5594)+92*s(5596)+14*s(5598)+38*s(5600)+12*s(5611)+12*s(5626)+0 Such that:aux(769) =< 1 aux(770) =< 3 aux(771) =< E-J s(5573) =< aux(771) s(5579) =< aux(770) s(5580) =< aux(769)*3 s(5581) =< aux(770)*3 s(5582) =< s(5580) s(5583) =< s(5581) s(5586) =< aux(770) s(5587) =< aux(770) s(5588) =< aux(770)*2 s(5587) =< s(5588) s(5586) =< aux(770)+aux(769) s(5589) =< s(5581)*3 s(5590) =< s(5589) s(5591) =< s(5580)*3 s(5592) =< s(5591) s(5593) =< s(5589)*3 s(5594) =< s(5593) s(5595) =< s(5591)*3 s(5596) =< s(5595) s(5597) =< s(5593)*3 s(5598) =< s(5597) s(5599) =< s(5595)*3 s(5600) =< s(5599) s(5610) =< s(5597)*3 s(5611) =< s(5610) s(5625) =< s(5599)*3 s(5626) =< s(5625) with precondition: [A=9,C=1,D=3,G=1,1>=E,E>=J+1] * Chain [404]: 1*s(5636)+0 Such that:s(5636) =< E-J with precondition: [A=9,C=1,D=3,G=1,1>=E,E>=J+2] * Chain [403]: 1*s(5638)+1*s(5641)+1*s(5642)+3*s(5644)+3*s(5646)+3*s(5648)+3*s(5650)+3*s(5652)+18*s(5654)+0 Such that:s(5643) =< 3 s(5637) =< E s(5638) =< E-J s(5644) =< s(5643) s(5645) =< s(5643)*3 s(5646) =< s(5645) s(5647) =< s(5645)*3 s(5648) =< s(5647) s(5649) =< s(5647)*3 s(5650) =< s(5649) s(5651) =< s(5649)*3 s(5652) =< s(5651) s(5653) =< s(5651)*3 s(5654) =< s(5653) s(5639) =< s(5637) s(5640) =< s(5638)*s(5639) s(5641) =< s(5640) s(5642) =< s(5641)*s(5637) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=2,E>=J+1] * Chain [402]: 2*s(5657)+1*s(5660)+1*s(5661)+8*s(5662)+4*s(5663)+1*s(5666)+1*s(5667)+1*s(5669)+1*s(5671)+1*s(5673)+1*s(5675)+1*s(5677)+6*s(5679)+3 Such that:s(5668) =< 3 s(5655) =< E s(5656) =< E-J s(5669) =< s(5668) s(5670) =< s(5668)*3 s(5671) =< s(5670) s(5672) =< s(5670)*3 s(5673) =< s(5672) s(5674) =< s(5672)*3 s(5675) =< s(5674) s(5676) =< s(5674)*3 s(5677) =< s(5676) s(5678) =< s(5676)*3 s(5679) =< s(5678) s(5657) =< s(5656) s(5658) =< s(5655) s(5658) =< s(5655) s(5659) =< s(5657)*s(5658) s(5660) =< s(5659) s(5661) =< s(5660)*s(5655) s(5662) =< s(5655) s(5663) =< s(5662)*s(5655) s(5664) =< s(5655) s(5665) =< s(5657)*s(5664) s(5666) =< s(5665) s(5667) =< s(5666)*s(5655) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=3,E>=J+2] * Chain [401]: 2*s(5682)+1*s(5685)+1*s(5686)+4*s(5687)+2*s(5688)+1*s(5691)+1*s(5692)+1*s(5694)+1*s(5696)+1*s(5698)+1*s(5700)+1*s(5702)+6*s(5704)+3 Such that:s(5693) =< 3 s(5680) =< E s(5681) =< E-J s(5694) =< s(5693) s(5695) =< s(5693)*3 s(5696) =< s(5695) s(5697) =< s(5695)*3 s(5698) =< s(5697) s(5699) =< s(5697)*3 s(5700) =< s(5699) s(5701) =< s(5699)*3 s(5702) =< s(5701) s(5703) =< s(5701)*3 s(5704) =< s(5703) s(5682) =< s(5681) s(5683) =< s(5680) s(5683) =< s(5680) s(5684) =< s(5682)*s(5683) s(5685) =< s(5684) s(5686) =< s(5685)*s(5680) s(5687) =< s(5680) s(5688) =< s(5687)*s(5680) s(5689) =< s(5680) s(5690) =< s(5682)*s(5689) s(5691) =< s(5690) s(5692) =< s(5691)*s(5680) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=3,E>=J+3] * Chain [400]: 2*s(5707)+1*s(5710)+1*s(5711)+14*s(5712)+6*s(5713)+1*s(5716)+1*s(5717)+1*s(5719)+1*s(5721)+1*s(5723)+1*s(5725)+1*s(5727)+6*s(5729)+3 Such that:s(5718) =< 3 s(5705) =< E s(5706) =< E-J s(5719) =< s(5718) s(5720) =< s(5718)*3 s(5721) =< s(5720) s(5722) =< s(5720)*3 s(5723) =< s(5722) s(5724) =< s(5722)*3 s(5725) =< s(5724) s(5726) =< s(5724)*3 s(5727) =< s(5726) s(5728) =< s(5726)*3 s(5729) =< s(5728) s(5707) =< s(5706) s(5708) =< s(5705) s(5708) =< s(5705) s(5709) =< s(5707)*s(5708) s(5710) =< s(5709) s(5711) =< s(5710)*s(5705) s(5712) =< s(5705) s(5713) =< s(5712)*s(5705) s(5714) =< s(5705) s(5715) =< s(5707)*s(5714) s(5716) =< s(5715) s(5717) =< s(5716)*s(5705) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=4,E>=J+2] * Chain [399]: 2*s(5732)+1*s(5735)+1*s(5736)+7*s(5737)+3*s(5738)+1*s(5741)+1*s(5742)+1*s(5744)+1*s(5746)+1*s(5748)+1*s(5750)+1*s(5752)+6*s(5754)+3 Such that:s(5743) =< 3 s(5730) =< E s(5731) =< E-J s(5744) =< s(5743) s(5745) =< s(5743)*3 s(5746) =< s(5745) s(5747) =< s(5745)*3 s(5748) =< s(5747) s(5749) =< s(5747)*3 s(5750) =< s(5749) s(5751) =< s(5749)*3 s(5752) =< s(5751) s(5753) =< s(5751)*3 s(5754) =< s(5753) s(5732) =< s(5731) s(5733) =< s(5730) s(5733) =< s(5730) s(5734) =< s(5732)*s(5733) s(5735) =< s(5734) s(5736) =< s(5735)*s(5730) s(5737) =< s(5730) s(5738) =< s(5737)*s(5730) s(5739) =< s(5730) s(5740) =< s(5732)*s(5739) s(5741) =< s(5740) s(5742) =< s(5741)*s(5730) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=4,E>=J+3] * Chain [398]: 2*s(5757)+1*s(5760)+1*s(5761)+8*s(5762)+4*s(5763)+1*s(5766)+1*s(5767)+1*s(5769)+1*s(5771)+1*s(5773)+1*s(5775)+1*s(5777)+6*s(5779)+3 Such that:s(5768) =< 3 s(5755) =< E s(5756) =< E-J s(5769) =< s(5768) s(5770) =< s(5768)*3 s(5771) =< s(5770) s(5772) =< s(5770)*3 s(5773) =< s(5772) s(5774) =< s(5772)*3 s(5775) =< s(5774) s(5776) =< s(5774)*3 s(5777) =< s(5776) s(5778) =< s(5776)*3 s(5779) =< s(5778) s(5757) =< s(5756) s(5758) =< s(5755) s(5758) =< s(5755) s(5759) =< s(5757)*s(5758) s(5760) =< s(5759) s(5761) =< s(5760)*s(5755) s(5762) =< s(5755) s(5763) =< s(5762)*s(5755) s(5764) =< s(5755) s(5765) =< s(5757)*s(5764) s(5766) =< s(5765) s(5767) =< s(5766)*s(5755) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=5,E>=J+2] * Chain [397]: 2*s(5782)+1*s(5785)+1*s(5786)+4*s(5787)+2*s(5788)+1*s(5791)+1*s(5792)+1*s(5794)+1*s(5796)+1*s(5798)+1*s(5800)+1*s(5802)+6*s(5804)+3 Such that:s(5793) =< 3 s(5780) =< E s(5781) =< E-J s(5794) =< s(5793) s(5795) =< s(5793)*3 s(5796) =< s(5795) s(5797) =< s(5795)*3 s(5798) =< s(5797) s(5799) =< s(5797)*3 s(5800) =< s(5799) s(5801) =< s(5799)*3 s(5802) =< s(5801) s(5803) =< s(5801)*3 s(5804) =< s(5803) s(5782) =< s(5781) s(5783) =< s(5780) s(5783) =< s(5780) s(5784) =< s(5782)*s(5783) s(5785) =< s(5784) s(5786) =< s(5785)*s(5780) s(5787) =< s(5780) s(5788) =< s(5787)*s(5780) s(5789) =< s(5780) s(5790) =< s(5782)*s(5789) s(5791) =< s(5790) s(5792) =< s(5791)*s(5780) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,E>=5,E>=J+3] * Chain [396]: 3*s(5806)+3*s(5808)+3*s(5810)+3*s(5812)+3*s(5814)+18*s(5816)+0 Such that:s(5805) =< 3 s(5806) =< s(5805) s(5807) =< s(5805)*3 s(5808) =< s(5807) s(5809) =< s(5807)*3 s(5810) =< s(5809) s(5811) =< s(5809)*3 s(5812) =< s(5811) s(5813) =< s(5811)*3 s(5814) =< s(5813) s(5815) =< s(5813)*3 s(5816) =< s(5815) with precondition: [A=9,C=1,D=3,G=1,0>=F+1,B>=1,J>=E] * Chain [395]: 1*s(5818)+1*s(5821)+1*s(5822)+3*s(5824)+3*s(5826)+3*s(5828)+3*s(5830)+3*s(5832)+18*s(5834)+0 Such that:s(5823) =< 3 s(5817) =< E s(5818) =< E-J s(5824) =< s(5823) s(5825) =< s(5823)*3 s(5826) =< s(5825) s(5827) =< s(5825)*3 s(5828) =< s(5827) s(5829) =< s(5827)*3 s(5830) =< s(5829) s(5831) =< s(5829)*3 s(5832) =< s(5831) s(5833) =< s(5831)*3 s(5834) =< s(5833) s(5819) =< s(5817) s(5820) =< s(5818)*s(5819) s(5821) =< s(5820) s(5822) =< s(5821)*s(5817) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=2,F>=1,E>=J+1] * Chain [394]: 2*s(5837)+1*s(5840)+1*s(5841)+8*s(5842)+4*s(5843)+1*s(5846)+1*s(5847)+1*s(5849)+1*s(5851)+1*s(5853)+1*s(5855)+1*s(5857)+6*s(5859)+3 Such that:s(5848) =< 3 s(5835) =< E s(5836) =< E-J s(5849) =< s(5848) s(5850) =< s(5848)*3 s(5851) =< s(5850) s(5852) =< s(5850)*3 s(5853) =< s(5852) s(5854) =< s(5852)*3 s(5855) =< s(5854) s(5856) =< s(5854)*3 s(5857) =< s(5856) s(5858) =< s(5856)*3 s(5859) =< s(5858) s(5837) =< s(5836) s(5838) =< s(5835) s(5838) =< s(5835) s(5839) =< s(5837)*s(5838) s(5840) =< s(5839) s(5841) =< s(5840)*s(5835) s(5842) =< s(5835) s(5843) =< s(5842)*s(5835) s(5844) =< s(5835) s(5845) =< s(5837)*s(5844) s(5846) =< s(5845) s(5847) =< s(5846)*s(5835) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=3,F>=1,E>=J+2] * Chain [393]: 2*s(5862)+1*s(5865)+1*s(5866)+4*s(5867)+2*s(5868)+1*s(5871)+1*s(5872)+1*s(5874)+1*s(5876)+1*s(5878)+1*s(5880)+1*s(5882)+6*s(5884)+3 Such that:s(5873) =< 3 s(5860) =< E s(5861) =< E-J s(5874) =< s(5873) s(5875) =< s(5873)*3 s(5876) =< s(5875) s(5877) =< s(5875)*3 s(5878) =< s(5877) s(5879) =< s(5877)*3 s(5880) =< s(5879) s(5881) =< s(5879)*3 s(5882) =< s(5881) s(5883) =< s(5881)*3 s(5884) =< s(5883) s(5862) =< s(5861) s(5863) =< s(5860) s(5863) =< s(5860) s(5864) =< s(5862)*s(5863) s(5865) =< s(5864) s(5866) =< s(5865)*s(5860) s(5867) =< s(5860) s(5868) =< s(5867)*s(5860) s(5869) =< s(5860) s(5870) =< s(5862)*s(5869) s(5871) =< s(5870) s(5872) =< s(5871)*s(5860) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=3,F>=1,E>=J+3] * Chain [392]: 2*s(5887)+1*s(5890)+1*s(5891)+14*s(5892)+6*s(5893)+1*s(5896)+1*s(5897)+1*s(5899)+1*s(5901)+1*s(5903)+1*s(5905)+1*s(5907)+6*s(5909)+3 Such that:s(5898) =< 3 s(5885) =< E s(5886) =< E-J s(5899) =< s(5898) s(5900) =< s(5898)*3 s(5901) =< s(5900) s(5902) =< s(5900)*3 s(5903) =< s(5902) s(5904) =< s(5902)*3 s(5905) =< s(5904) s(5906) =< s(5904)*3 s(5907) =< s(5906) s(5908) =< s(5906)*3 s(5909) =< s(5908) s(5887) =< s(5886) s(5888) =< s(5885) s(5888) =< s(5885) s(5889) =< s(5887)*s(5888) s(5890) =< s(5889) s(5891) =< s(5890)*s(5885) s(5892) =< s(5885) s(5893) =< s(5892)*s(5885) s(5894) =< s(5885) s(5895) =< s(5887)*s(5894) s(5896) =< s(5895) s(5897) =< s(5896)*s(5885) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=4,F>=1,E>=J+2] * Chain [391]: 2*s(5912)+1*s(5915)+1*s(5916)+7*s(5917)+3*s(5918)+1*s(5921)+1*s(5922)+1*s(5924)+1*s(5926)+1*s(5928)+1*s(5930)+1*s(5932)+6*s(5934)+3 Such that:s(5923) =< 3 s(5910) =< E s(5911) =< E-J s(5924) =< s(5923) s(5925) =< s(5923)*3 s(5926) =< s(5925) s(5927) =< s(5925)*3 s(5928) =< s(5927) s(5929) =< s(5927)*3 s(5930) =< s(5929) s(5931) =< s(5929)*3 s(5932) =< s(5931) s(5933) =< s(5931)*3 s(5934) =< s(5933) s(5912) =< s(5911) s(5913) =< s(5910) s(5913) =< s(5910) s(5914) =< s(5912)*s(5913) s(5915) =< s(5914) s(5916) =< s(5915)*s(5910) s(5917) =< s(5910) s(5918) =< s(5917)*s(5910) s(5919) =< s(5910) s(5920) =< s(5912)*s(5919) s(5921) =< s(5920) s(5922) =< s(5921)*s(5910) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=4,F>=1,E>=J+3] * Chain [390]: 2*s(5937)+1*s(5940)+1*s(5941)+8*s(5942)+4*s(5943)+1*s(5946)+1*s(5947)+1*s(5949)+1*s(5951)+1*s(5953)+1*s(5955)+1*s(5957)+6*s(5959)+3 Such that:s(5948) =< 3 s(5935) =< E s(5936) =< E-J s(5949) =< s(5948) s(5950) =< s(5948)*3 s(5951) =< s(5950) s(5952) =< s(5950)*3 s(5953) =< s(5952) s(5954) =< s(5952)*3 s(5955) =< s(5954) s(5956) =< s(5954)*3 s(5957) =< s(5956) s(5958) =< s(5956)*3 s(5959) =< s(5958) s(5937) =< s(5936) s(5938) =< s(5935) s(5938) =< s(5935) s(5939) =< s(5937)*s(5938) s(5940) =< s(5939) s(5941) =< s(5940)*s(5935) s(5942) =< s(5935) s(5943) =< s(5942)*s(5935) s(5944) =< s(5935) s(5945) =< s(5937)*s(5944) s(5946) =< s(5945) s(5947) =< s(5946)*s(5935) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=5,F>=1,E>=J+2] * Chain [389]: 2*s(5962)+1*s(5965)+1*s(5966)+4*s(5967)+2*s(5968)+1*s(5971)+1*s(5972)+1*s(5974)+1*s(5976)+1*s(5978)+1*s(5980)+1*s(5982)+6*s(5984)+3 Such that:s(5973) =< 3 s(5960) =< E s(5961) =< E-J s(5974) =< s(5973) s(5975) =< s(5973)*3 s(5976) =< s(5975) s(5977) =< s(5975)*3 s(5978) =< s(5977) s(5979) =< s(5977)*3 s(5980) =< s(5979) s(5981) =< s(5979)*3 s(5982) =< s(5981) s(5983) =< s(5981)*3 s(5984) =< s(5983) s(5962) =< s(5961) s(5963) =< s(5960) s(5963) =< s(5960) s(5964) =< s(5962)*s(5963) s(5965) =< s(5964) s(5966) =< s(5965)*s(5960) s(5967) =< s(5960) s(5968) =< s(5967)*s(5960) s(5969) =< s(5960) s(5970) =< s(5962)*s(5969) s(5971) =< s(5970) s(5972) =< s(5971)*s(5960) with precondition: [A=9,C=1,D=3,G=1,B>=1,E>=5,F>=1,E>=J+3] * Chain [388]: 3*s(5986)+3*s(5988)+3*s(5990)+3*s(5992)+3*s(5994)+18*s(5996)+0 Such that:s(5985) =< 3 s(5986) =< s(5985) s(5987) =< s(5985)*3 s(5988) =< s(5987) s(5989) =< s(5987)*3 s(5990) =< s(5989) s(5991) =< s(5989)*3 s(5992) =< s(5991) s(5993) =< s(5991)*3 s(5994) =< s(5993) s(5995) =< s(5993)*3 s(5996) =< s(5995) with precondition: [A=9,C=1,D=3,G=1,B>=1,F>=1,J>=E] * Chain [387]: 4*s(5997)+2*s(5999)+1*s(6000)+4*s(6003)+4*s(6004)+14*s(6020)+238*s(6023)+20*s(6024)+1*s(6027)+1*s(6028)+18*s(6031)+202*s(6033)+16*s(6035)+92*s(6037)+14*s(6039)+38*s(6041)+12*s(6052)+12*s(6072)+1 Such that:aux(773) =< 1 aux(774) =< 3 aux(775) =< E aux(776) =< E-J s(5997) =< aux(776) s(6020) =< aux(774) s(6021) =< aux(773)*3 s(6022) =< aux(774)*3 s(6023) =< s(6021) s(6024) =< s(6022) s(6027) =< aux(774) s(6028) =< aux(774) s(6029) =< aux(774)*2 s(6028) =< s(6029) s(6027) =< aux(774)+aux(773) s(6030) =< s(6022)*3 s(6031) =< s(6030) s(6032) =< s(6021)*3 s(6033) =< s(6032) s(6034) =< s(6030)*3 s(6035) =< s(6034) s(6036) =< s(6032)*3 s(6037) =< s(6036) s(6038) =< s(6034)*3 s(6039) =< s(6038) s(6040) =< s(6036)*3 s(6041) =< s(6040) s(6051) =< s(6038)*3 s(6052) =< s(6051) s(6001) =< aux(775) s(6002) =< s(5997)*s(6001) s(6003) =< s(6002) s(6004) =< s(6003)*aux(775) s(6071) =< s(6040)*3 s(6072) =< s(6071) s(5999) =< aux(775) s(6000) =< s(5999)*aux(775) with precondition: [A=9,C=1,D=3,G=1,E>=2,E>=J+1] * Chain [386]: 3*s(6084)+3*s(6087)+3*s(6088)+2*s(6089)+1*s(6090)+1 Such that:s(6082) =< E s(6083) =< E-J s(6084) =< s(6083) s(6085) =< s(6082) s(6086) =< s(6084)*s(6085) s(6087) =< s(6086) s(6088) =< s(6087)*s(6082) s(6089) =< s(6082) s(6090) =< s(6089)*s(6082) with precondition: [A=9,C=1,D=3,G=1,E>=2,E>=J+2] * Chain [385]: 20*s(6092)+6*s(6093)+3 Such that:s(6091) =< E s(6092) =< s(6091) s(6093) =< s(6092)*s(6091) with precondition: [A=9,C=1,D=3,G=1,E>=3,E>=J+1] * Chain [384]: 9*s(6096)+69*s(6097)+31*s(6098)+4*s(6101)+4*s(6102)+5*s(6105)+5*s(6106)+14*s(6136)+238*s(6139)+20*s(6140)+1*s(6143)+1*s(6144)+18*s(6147)+202*s(6149)+16*s(6151)+92*s(6153)+14*s(6155)+38*s(6157)+12*s(6168)+12*s(6195)+3 Such that:aux(778) =< 1 aux(779) =< 3 aux(780) =< E aux(781) =< E-J s(6136) =< aux(779) s(6137) =< aux(778)*3 s(6138) =< aux(779)*3 s(6139) =< s(6137) s(6140) =< s(6138) s(6143) =< aux(779) s(6144) =< aux(779) s(6145) =< aux(779)*2 s(6144) =< s(6145) s(6143) =< aux(779)+aux(778) s(6146) =< s(6138)*3 s(6147) =< s(6146) s(6148) =< s(6137)*3 s(6149) =< s(6148) s(6150) =< s(6146)*3 s(6151) =< s(6150) s(6152) =< s(6148)*3 s(6153) =< s(6152) s(6154) =< s(6150)*3 s(6155) =< s(6154) s(6156) =< s(6152)*3 s(6157) =< s(6156) s(6167) =< s(6154)*3 s(6168) =< s(6167) s(6096) =< aux(781) s(6099) =< aux(780) s(6099) =< aux(780) s(6100) =< s(6096)*s(6099) s(6101) =< s(6100) s(6102) =< s(6101)*aux(780) s(6097) =< aux(780) s(6098) =< s(6097)*aux(780) s(6103) =< aux(780) s(6104) =< s(6096)*s(6103) s(6105) =< s(6104) s(6106) =< s(6105)*aux(780) s(6194) =< s(6156)*3 s(6195) =< s(6194) with precondition: [A=9,C=1,D=3,G=1,E>=3,E>=J+2] * Chain [383]: 16*s(6207)+8*s(6210)+8*s(6211)+58*s(6212)+30*s(6213)+8*s(6216)+8*s(6217)+14*s(6247)+238*s(6250)+20*s(6251)+1*s(6254)+1*s(6255)+18*s(6258)+202*s(6260)+16*s(6262)+92*s(6264)+14*s(6266)+38*s(6268)+12*s(6279)+12*s(6306)+3 Such that:aux(783) =< 1 aux(784) =< 3 aux(785) =< E aux(786) =< E-J s(6247) =< aux(784) s(6248) =< aux(783)*3 s(6249) =< aux(784)*3 s(6250) =< s(6248) s(6251) =< s(6249) s(6254) =< aux(784) s(6255) =< aux(784) s(6256) =< aux(784)*2 s(6255) =< s(6256) s(6254) =< aux(784)+aux(783) s(6257) =< s(6249)*3 s(6258) =< s(6257) s(6259) =< s(6248)*3 s(6260) =< s(6259) s(6261) =< s(6257)*3 s(6262) =< s(6261) s(6263) =< s(6259)*3 s(6264) =< s(6263) s(6265) =< s(6261)*3 s(6266) =< s(6265) s(6267) =< s(6263)*3 s(6268) =< s(6267) s(6278) =< s(6265)*3 s(6279) =< s(6278) s(6207) =< aux(786) s(6208) =< aux(785) s(6208) =< aux(785) s(6209) =< s(6207)*s(6208) s(6210) =< s(6209) s(6211) =< s(6210)*aux(785) s(6212) =< aux(785) s(6213) =< s(6212)*aux(785) s(6214) =< aux(785) s(6215) =< s(6207)*s(6214) s(6216) =< s(6215) s(6217) =< s(6216)*aux(785) s(6305) =< s(6267)*3 s(6306) =< s(6305) with precondition: [A=9,C=1,D=3,G=1,E>=3,E>=J+3] * Chain [382]: 8*s(6318)+4*s(6321)+4*s(6322)+21*s(6323)+11*s(6324)+4*s(6327)+4*s(6328)+3 Such that:s(6316) =< E s(6317) =< E-J s(6318) =< s(6317) s(6319) =< s(6316) s(6319) =< s(6316) s(6320) =< s(6318)*s(6319) s(6321) =< s(6320) s(6322) =< s(6321)*s(6316) s(6323) =< s(6316) s(6324) =< s(6323)*s(6316) s(6325) =< s(6316) s(6326) =< s(6318)*s(6325) s(6327) =< s(6326) s(6328) =< s(6327)*s(6316) with precondition: [A=9,C=1,D=3,G=1,E>=3,E>=J+4] * Chain [381]: 50*s(6330)+14*s(6331)+3 Such that:s(6329) =< E s(6330) =< s(6329) s(6331) =< s(6330)*s(6329) with precondition: [A=9,C=1,D=3,G=1,E>=4,E>=J+1] * Chain [380]: 9*s(6334)+132*s(6335)+50*s(6336)+4*s(6339)+4*s(6340)+5*s(6343)+5*s(6344)+14*s(6374)+238*s(6377)+20*s(6378)+1*s(6381)+1*s(6382)+18*s(6385)+202*s(6387)+16*s(6389)+92*s(6391)+14*s(6393)+38*s(6395)+12*s(6406)+12*s(6433)+3 Such that:aux(788) =< 1 aux(789) =< 3 aux(790) =< E aux(791) =< E-J s(6374) =< aux(789) s(6375) =< aux(788)*3 s(6376) =< aux(789)*3 s(6377) =< s(6375) s(6378) =< s(6376) s(6381) =< aux(789) s(6382) =< aux(789) s(6383) =< aux(789)*2 s(6382) =< s(6383) s(6381) =< aux(789)+aux(788) s(6384) =< s(6376)*3 s(6385) =< s(6384) s(6386) =< s(6375)*3 s(6387) =< s(6386) s(6388) =< s(6384)*3 s(6389) =< s(6388) s(6390) =< s(6386)*3 s(6391) =< s(6390) s(6392) =< s(6388)*3 s(6393) =< s(6392) s(6394) =< s(6390)*3 s(6395) =< s(6394) s(6405) =< s(6392)*3 s(6406) =< s(6405) s(6334) =< aux(791) s(6337) =< aux(790) s(6337) =< aux(790) s(6338) =< s(6334)*s(6337) s(6339) =< s(6338) s(6340) =< s(6339)*aux(790) s(6335) =< aux(790) s(6336) =< s(6335)*aux(790) s(6341) =< aux(790) s(6342) =< s(6334)*s(6341) s(6343) =< s(6342) s(6344) =< s(6343)*aux(790) s(6432) =< s(6394)*3 s(6433) =< s(6432) with precondition: [A=9,C=1,D=3,G=1,E>=4,E>=J+2] * Chain [379]: 16*s(6445)+8*s(6448)+8*s(6449)+94*s(6450)+42*s(6451)+8*s(6454)+8*s(6455)+14*s(6485)+238*s(6488)+20*s(6489)+1*s(6492)+1*s(6493)+18*s(6496)+202*s(6498)+16*s(6500)+92*s(6502)+14*s(6504)+38*s(6506)+12*s(6517)+12*s(6544)+3 Such that:aux(793) =< 1 aux(794) =< 3 aux(795) =< E aux(796) =< E-J s(6485) =< aux(794) s(6486) =< aux(793)*3 s(6487) =< aux(794)*3 s(6488) =< s(6486) s(6489) =< s(6487) s(6492) =< aux(794) s(6493) =< aux(794) s(6494) =< aux(794)*2 s(6493) =< s(6494) s(6492) =< aux(794)+aux(793) s(6495) =< s(6487)*3 s(6496) =< s(6495) s(6497) =< s(6486)*3 s(6498) =< s(6497) s(6499) =< s(6495)*3 s(6500) =< s(6499) s(6501) =< s(6497)*3 s(6502) =< s(6501) s(6503) =< s(6499)*3 s(6504) =< s(6503) s(6505) =< s(6501)*3 s(6506) =< s(6505) s(6516) =< s(6503)*3 s(6517) =< s(6516) s(6445) =< aux(796) s(6446) =< aux(795) s(6446) =< aux(795) s(6447) =< s(6445)*s(6446) s(6448) =< s(6447) s(6449) =< s(6448)*aux(795) s(6450) =< aux(795) s(6451) =< s(6450)*aux(795) s(6452) =< aux(795) s(6453) =< s(6445)*s(6452) s(6454) =< s(6453) s(6455) =< s(6454)*aux(795) s(6543) =< s(6505)*3 s(6544) =< s(6543) with precondition: [A=9,C=1,D=3,G=1,E>=4,E>=J+3] * Chain [378]: 8*s(6556)+4*s(6559)+4*s(6560)+33*s(6561)+15*s(6562)+4*s(6565)+4*s(6566)+3 Such that:s(6554) =< E s(6555) =< E-J s(6556) =< s(6555) s(6557) =< s(6554) s(6557) =< s(6554) s(6558) =< s(6556)*s(6557) s(6559) =< s(6558) s(6560) =< s(6559)*s(6554) s(6561) =< s(6554) s(6562) =< s(6561)*s(6554) s(6563) =< s(6554) s(6564) =< s(6556)*s(6563) s(6565) =< s(6564) s(6566) =< s(6565)*s(6554) with precondition: [A=9,C=1,D=3,G=1,E>=4,E>=J+4] * Chain [377]: 39*s(6568)+16*s(6569)+3 Such that:s(6567) =< E s(6568) =< s(6567) s(6569) =< s(6568)*s(6567) with precondition: [A=9,C=1,D=3,G=1,E>=5,E>=J+1] * Chain [376]: 9*s(6572)+88*s(6573)+41*s(6574)+4*s(6577)+4*s(6578)+5*s(6581)+5*s(6582)+14*s(6612)+238*s(6615)+20*s(6616)+1*s(6619)+1*s(6620)+18*s(6623)+202*s(6625)+16*s(6627)+92*s(6629)+14*s(6631)+38*s(6633)+12*s(6644)+12*s(6671)+3 Such that:aux(798) =< 1 aux(799) =< 3 aux(800) =< E aux(801) =< E-J s(6612) =< aux(799) s(6613) =< aux(798)*3 s(6614) =< aux(799)*3 s(6615) =< s(6613) s(6616) =< s(6614) s(6619) =< aux(799) s(6620) =< aux(799) s(6621) =< aux(799)*2 s(6620) =< s(6621) s(6619) =< aux(799)+aux(798) s(6622) =< s(6614)*3 s(6623) =< s(6622) s(6624) =< s(6613)*3 s(6625) =< s(6624) s(6626) =< s(6622)*3 s(6627) =< s(6626) s(6628) =< s(6624)*3 s(6629) =< s(6628) s(6630) =< s(6626)*3 s(6631) =< s(6630) s(6632) =< s(6628)*3 s(6633) =< s(6632) s(6643) =< s(6630)*3 s(6644) =< s(6643) s(6572) =< aux(801) s(6575) =< aux(800) s(6575) =< aux(800) s(6576) =< s(6572)*s(6575) s(6577) =< s(6576) s(6578) =< s(6577)*aux(800) s(6573) =< aux(800) s(6574) =< s(6573)*aux(800) s(6579) =< aux(800) s(6580) =< s(6572)*s(6579) s(6581) =< s(6580) s(6582) =< s(6581)*aux(800) s(6670) =< s(6632)*3 s(6671) =< s(6670) with precondition: [A=9,C=1,D=3,G=1,E>=5,E>=J+2] * Chain [375]: 16*s(6683)+8*s(6686)+8*s(6687)+58*s(6688)+30*s(6689)+8*s(6692)+8*s(6693)+14*s(6723)+238*s(6726)+20*s(6727)+1*s(6730)+1*s(6731)+18*s(6734)+202*s(6736)+16*s(6738)+92*s(6740)+14*s(6742)+38*s(6744)+12*s(6755)+12*s(6782)+3 Such that:aux(803) =< 1 aux(804) =< 3 aux(805) =< E aux(806) =< E-J s(6723) =< aux(804) s(6724) =< aux(803)*3 s(6725) =< aux(804)*3 s(6726) =< s(6724) s(6727) =< s(6725) s(6730) =< aux(804) s(6731) =< aux(804) s(6732) =< aux(804)*2 s(6731) =< s(6732) s(6730) =< aux(804)+aux(803) s(6733) =< s(6725)*3 s(6734) =< s(6733) s(6735) =< s(6724)*3 s(6736) =< s(6735) s(6737) =< s(6733)*3 s(6738) =< s(6737) s(6739) =< s(6735)*3 s(6740) =< s(6739) s(6741) =< s(6737)*3 s(6742) =< s(6741) s(6743) =< s(6739)*3 s(6744) =< s(6743) s(6754) =< s(6741)*3 s(6755) =< s(6754) s(6683) =< aux(806) s(6684) =< aux(805) s(6684) =< aux(805) s(6685) =< s(6683)*s(6684) s(6686) =< s(6685) s(6687) =< s(6686)*aux(805) s(6688) =< aux(805) s(6689) =< s(6688)*aux(805) s(6690) =< aux(805) s(6691) =< s(6683)*s(6690) s(6692) =< s(6691) s(6693) =< s(6692)*aux(805) s(6781) =< s(6743)*3 s(6782) =< s(6781) with precondition: [A=9,C=1,D=3,G=1,E>=5,E>=J+3] * Chain [374]: 8*s(6794)+4*s(6797)+4*s(6798)+21*s(6799)+11*s(6800)+4*s(6803)+4*s(6804)+3 Such that:s(6792) =< E s(6793) =< E-J s(6794) =< s(6793) s(6795) =< s(6792) s(6795) =< s(6792) s(6796) =< s(6794)*s(6795) s(6797) =< s(6796) s(6798) =< s(6797)*s(6792) s(6799) =< s(6792) s(6800) =< s(6799)*s(6792) s(6801) =< s(6792) s(6802) =< s(6794)*s(6801) s(6803) =< s(6802) s(6804) =< s(6803)*s(6792) with precondition: [A=9,C=1,D=3,G=1,E>=5,E>=J+4] * Chain [373]: 25170 with precondition: [A=9,C=1,D=3,G=1,J>=E] * Chain [372]: 0 with precondition: [A=9,C=1,D=3,G=1,E>=J+1] #### Cost of chains of f38_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y): * Chain [620]: 0 with precondition: [A=3,B=1,C=1,D=3,G=1] * Chain [619]: 1*s(6864)+1*s(6866)+1*s(6867)+1*s(6869)+1*s(6871)+1*s(6873)+1*s(6875)+6*s(6877)+0 Such that:s(6866) =< 1 s(6865) =< 3 s(6864) =< -I+1 s(6867) =< s(6865) s(6868) =< s(6865)*3 s(6869) =< s(6868) s(6870) =< s(6868)*3 s(6871) =< s(6870) s(6872) =< s(6870)*3 s(6873) =< s(6872) s(6874) =< s(6872)*3 s(6875) =< s(6874) s(6876) =< s(6874)*3 s(6877) =< s(6876) with precondition: [A=11,B=1,C=1,D=3,E=1,F=0,G=1,0>=I] * Chain [618]: 1*s(6879)+1*s(6880)+1*s(6882)+1*s(6884)+1*s(6886)+1*s(6888)+6*s(6890)+0 Such that:s(6879) =< 1 s(6878) =< 3 s(6880) =< s(6878) s(6881) =< s(6878)*3 s(6882) =< s(6881) s(6883) =< s(6881)*3 s(6884) =< s(6883) s(6885) =< s(6883)*3 s(6886) =< s(6885) s(6887) =< s(6885)*3 s(6888) =< s(6887) s(6889) =< s(6887)*3 s(6890) =< s(6889) with precondition: [A=11,B=1,C=1,D=3,E=1,F=0,G=1,I>=1] * Chain [617]: 1*s(6891)+1*s(6893)+3*s(6894)+3*s(6896)+3*s(6898)+3*s(6900)+3*s(6902)+18*s(6904)+0 Such that:s(6893) =< 1 s(6892) =< 3 s(6891) =< -I+1 s(6894) =< s(6892) s(6895) =< s(6892)*3 s(6896) =< s(6895) s(6897) =< s(6895)*3 s(6898) =< s(6897) s(6899) =< s(6897)*3 s(6900) =< s(6899) s(6901) =< s(6899)*3 s(6902) =< s(6901) s(6903) =< s(6901)*3 s(6904) =< s(6903) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,0>=F+1,0>=I] * Chain [616]: 1*s(6906)+3*s(6907)+3*s(6909)+3*s(6911)+3*s(6913)+3*s(6915)+18*s(6917)+0 Such that:s(6906) =< 1 s(6905) =< 3 s(6907) =< s(6905) s(6908) =< s(6905)*3 s(6909) =< s(6908) s(6910) =< s(6908)*3 s(6911) =< s(6910) s(6912) =< s(6910)*3 s(6913) =< s(6912) s(6914) =< s(6912)*3 s(6915) =< s(6914) s(6916) =< s(6914)*3 s(6917) =< s(6916) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,0>=F+1,I>=1] * Chain [615]: 2*s(6918)+4*s(6922)+14*s(6923)+238*s(6926)+20*s(6927)+1*s(6928)+1*s(6929)+18*s(6932)+202*s(6934)+16*s(6936)+92*s(6938)+14*s(6940)+38*s(6942)+12*s(6944)+12*s(6946)+0 Such that:aux(810) =< 1 s(6920) =< 3 aux(811) =< -I+1 s(6918) =< aux(811) s(6922) =< aux(810) s(6923) =< s(6920) s(6924) =< aux(810)*3 s(6925) =< s(6920)*3 s(6926) =< s(6924) s(6927) =< s(6925) s(6928) =< s(6920) s(6929) =< s(6920) s(6930) =< s(6920)*2 s(6929) =< s(6930) s(6928) =< s(6920)+aux(810) s(6931) =< s(6925)*3 s(6932) =< s(6931) s(6933) =< s(6924)*3 s(6934) =< s(6933) s(6935) =< s(6931)*3 s(6936) =< s(6935) s(6937) =< s(6933)*3 s(6938) =< s(6937) s(6939) =< s(6935)*3 s(6940) =< s(6939) s(6941) =< s(6937)*3 s(6942) =< s(6941) s(6943) =< s(6939)*3 s(6944) =< s(6943) s(6945) =< s(6941)*3 s(6946) =< s(6945) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,0>=I] * Chain [614]: 1*s(6948)+1*s(6950)+3*s(6951)+3*s(6953)+3*s(6955)+3*s(6957)+3*s(6959)+18*s(6961)+0 Such that:s(6950) =< 1 s(6949) =< 3 s(6948) =< -I+1 s(6951) =< s(6949) s(6952) =< s(6949)*3 s(6953) =< s(6952) s(6954) =< s(6952)*3 s(6955) =< s(6954) s(6956) =< s(6954)*3 s(6957) =< s(6956) s(6958) =< s(6956)*3 s(6959) =< s(6958) s(6960) =< s(6958)*3 s(6961) =< s(6960) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,0>=I,F>=1] * Chain [613]: 1*s(6963)+3*s(6964)+3*s(6966)+3*s(6968)+3*s(6970)+3*s(6972)+18*s(6974)+0 Such that:s(6963) =< 1 s(6962) =< 3 s(6964) =< s(6962) s(6965) =< s(6962)*3 s(6966) =< s(6965) s(6967) =< s(6965)*3 s(6968) =< s(6967) s(6969) =< s(6967)*3 s(6970) =< s(6969) s(6971) =< s(6969)*3 s(6972) =< s(6971) s(6973) =< s(6971)*3 s(6974) =< s(6973) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,F>=1,I>=1] * Chain [612]: 4*s(6978)+14*s(6979)+238*s(6982)+20*s(6983)+1*s(6984)+1*s(6985)+18*s(6988)+202*s(6990)+16*s(6992)+92*s(6994)+14*s(6996)+38*s(6998)+12*s(7000)+12*s(7002)+0 Such that:s(6976) =< 3 aux(812) =< 1 s(6978) =< aux(812) s(6979) =< s(6976) s(6980) =< aux(812)*3 s(6981) =< s(6976)*3 s(6982) =< s(6980) s(6983) =< s(6981) s(6984) =< s(6976) s(6985) =< s(6976) s(6986) =< s(6976)*2 s(6985) =< s(6986) s(6984) =< s(6976)+aux(812) s(6987) =< s(6981)*3 s(6988) =< s(6987) s(6989) =< s(6980)*3 s(6990) =< s(6989) s(6991) =< s(6987)*3 s(6992) =< s(6991) s(6993) =< s(6989)*3 s(6994) =< s(6993) s(6995) =< s(6991)*3 s(6996) =< s(6995) s(6997) =< s(6993)*3 s(6998) =< s(6997) s(6999) =< s(6995)*3 s(7000) =< s(6999) s(7001) =< s(6997)*3 s(7002) =< s(7001) with precondition: [A=11,B=1,C=1,D=3,E=1,G=1,I>=1] * Chain [611]: 9508 with precondition: [A=11,B=1,C=1,D=3,E=2,F=0,G=1,I=1] * Chain [610]: 1*s(7044)+1*s(7048)+1*s(7049)+1*s(7053)+1*s(7055)+1*s(7057)+1*s(7059)+1*s(7061)+6*s(7063)+2*s(7064)+1*s(7067)+1*s(7068)+1*s(7071)+1*s(7072)+3 Such that:s(7052) =< 1 s(7051) =< 3 s(7044) =< -I+2 aux(816) =< 2 s(7053) =< s(7051) s(7054) =< s(7051)*3 s(7055) =< s(7054) s(7056) =< s(7054)*3 s(7057) =< s(7056) s(7058) =< s(7056)*3 s(7059) =< s(7058) s(7060) =< s(7058)*3 s(7061) =< s(7060) s(7062) =< s(7060)*3 s(7063) =< s(7062) s(7064) =< s(7052) s(7065) =< aux(816) s(7065) =< aux(816) s(7066) =< s(7064)*s(7065) s(7067) =< s(7066) s(7068) =< s(7067)*aux(816) s(7046) =< aux(816) s(7070) =< s(7064)*s(7046) s(7071) =< s(7070) s(7072) =< s(7071)*aux(816) s(7047) =< s(7044)*s(7046) s(7048) =< s(7047) s(7049) =< s(7048)*aux(816) with precondition: [A=11,B=1,C=1,D=3,E=2,F=0,G=1,1>=I] * Chain [609]: 4*s(7075)+2*s(7078)+2*s(7079)+2*s(7082)+2*s(7083)+2*s(7087)+2*s(7089)+2*s(7091)+2*s(7093)+2*s(7095)+12*s(7097)+2*s(7098)+1*s(7101)+1*s(7102)+1*s(7105)+1*s(7106)+1*s(7120)+1*s(7134)+1*s(7135)+6 Such that:s(7086) =< 1 aux(819) =< 2 aux(820) =< 3 aux(821) =< -I+1 s(7087) =< aux(820) s(7088) =< aux(820)*3 s(7089) =< s(7088) s(7090) =< s(7088)*3 s(7091) =< s(7090) s(7092) =< s(7090)*3 s(7093) =< s(7092) s(7094) =< s(7092)*3 s(7095) =< s(7094) s(7096) =< s(7094)*3 s(7097) =< s(7096) s(7098) =< s(7086) s(7076) =< aux(819) s(7076) =< aux(819) s(7100) =< s(7098)*s(7076) s(7101) =< s(7100) s(7102) =< s(7101)*aux(819) s(7080) =< aux(819) s(7104) =< s(7098)*s(7080) s(7105) =< s(7104) s(7106) =< s(7105)*aux(819) s(7075) =< aux(821) s(7077) =< s(7075)*s(7076) s(7078) =< s(7077) s(7079) =< s(7078)*aux(819) s(7081) =< s(7075)*s(7080) s(7082) =< s(7081) s(7083) =< s(7082)*aux(819) s(7120) =< aux(819) s(7133) =< s(7120)*s(7080) s(7134) =< s(7133) s(7135) =< s(7134)*aux(819) with precondition: [A=11,B=1,C=1,D=3,E=2,F=0,G=1,0>=I] * Chain [608]: 4*s(7139)+2*s(7142)+2*s(7143)+2*s(7146)+2*s(7147)+2*s(7151)+2*s(7153)+2*s(7155)+2*s(7157)+2*s(7159)+12*s(7161)+2*s(7162)+1*s(7165)+1*s(7166)+1*s(7169)+1*s(7170)+1*s(7185)+1*s(7199)+1*s(7200)+6 Such that:s(7150) =< 1 aux(824) =< 2 aux(825) =< 3 aux(826) =< -I aux(827) =< -I+1 s(7151) =< aux(825) s(7152) =< aux(825)*3 s(7153) =< s(7152) s(7154) =< s(7152)*3 s(7155) =< s(7154) s(7156) =< s(7154)*3 s(7157) =< s(7156) s(7158) =< s(7156)*3 s(7159) =< s(7158) s(7160) =< s(7158)*3 s(7161) =< s(7160) s(7162) =< s(7150) s(7140) =< aux(824) s(7140) =< aux(824) s(7164) =< s(7162)*s(7140) s(7165) =< s(7164) s(7166) =< s(7165)*aux(824) s(7144) =< aux(824) s(7168) =< s(7162)*s(7144) s(7169) =< s(7168) s(7170) =< s(7169)*aux(824) s(7139) =< aux(826) s(7139) =< aux(827) s(7141) =< s(7139)*s(7140) s(7142) =< s(7141) s(7143) =< s(7142)*aux(824) s(7145) =< s(7139)*s(7144) s(7146) =< s(7145) s(7147) =< s(7146)*aux(824) s(7185) =< aux(824) s(7198) =< s(7185)*s(7144) s(7199) =< s(7198) s(7200) =< s(7199)*aux(824) with precondition: [A=11,B=1,C=1,D=3,E=2,F=0,G=1,0>=I+1] * Chain [607]: 1*s(7204)+1*s(7206)+1*s(7208)+1*s(7210)+1*s(7212)+6*s(7214)+2*s(7215)+1*s(7218)+1*s(7219)+1*s(7222)+1*s(7223)+3 Such that:s(7203) =< 1 s(7201) =< 2 s(7202) =< 3 s(7204) =< s(7202) s(7205) =< s(7202)*3 s(7206) =< s(7205) s(7207) =< s(7205)*3 s(7208) =< s(7207) s(7209) =< s(7207)*3 s(7210) =< s(7209) s(7211) =< s(7209)*3 s(7212) =< s(7211) s(7213) =< s(7211)*3 s(7214) =< s(7213) s(7215) =< s(7203) s(7216) =< s(7201) s(7216) =< s(7201) s(7217) =< s(7215)*s(7216) s(7218) =< s(7217) s(7219) =< s(7218)*s(7201) s(7220) =< s(7201) s(7221) =< s(7215)*s(7220) s(7222) =< s(7221) s(7223) =< s(7222)*s(7201) with precondition: [A=11,B=1,C=1,D=3,E=2,F=0,G=1,I>=2] * Chain [606]: 50531 with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,I=1] * Chain [605]: 9508 with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,I=1,0>=F+1] * Chain [604]: 9508 with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,I=1,F>=1] * Chain [603]: 1*s(7389)+1*s(7393)+1*s(7394)+1*s(7398)+1*s(7400)+1*s(7402)+1*s(7404)+1*s(7406)+6*s(7408)+2*s(7409)+1*s(7412)+1*s(7413)+1*s(7416)+1*s(7417)+3 Such that:s(7397) =< 1 s(7396) =< 3 s(7389) =< -I+2 aux(840) =< 2 s(7398) =< s(7396) s(7399) =< s(7396)*3 s(7400) =< s(7399) s(7401) =< s(7399)*3 s(7402) =< s(7401) s(7403) =< s(7401)*3 s(7404) =< s(7403) s(7405) =< s(7403)*3 s(7406) =< s(7405) s(7407) =< s(7405)*3 s(7408) =< s(7407) s(7409) =< s(7397) s(7410) =< aux(840) s(7410) =< aux(840) s(7411) =< s(7409)*s(7410) s(7412) =< s(7411) s(7413) =< s(7412)*aux(840) s(7391) =< aux(840) s(7415) =< s(7409)*s(7391) s(7416) =< s(7415) s(7417) =< s(7416)*aux(840) s(7392) =< s(7389)*s(7391) s(7393) =< s(7392) s(7394) =< s(7393)*aux(840) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=F+1,1>=I] * Chain [602]: 4*s(7420)+2*s(7423)+2*s(7424)+2*s(7427)+2*s(7428)+2*s(7432)+2*s(7434)+2*s(7436)+2*s(7438)+2*s(7440)+12*s(7442)+2*s(7443)+1*s(7446)+1*s(7447)+1*s(7450)+1*s(7451)+1*s(7465)+1*s(7479)+1*s(7480)+6 Such that:s(7431) =< 1 aux(843) =< 2 aux(844) =< 3 aux(845) =< -I+1 s(7432) =< aux(844) s(7433) =< aux(844)*3 s(7434) =< s(7433) s(7435) =< s(7433)*3 s(7436) =< s(7435) s(7437) =< s(7435)*3 s(7438) =< s(7437) s(7439) =< s(7437)*3 s(7440) =< s(7439) s(7441) =< s(7439)*3 s(7442) =< s(7441) s(7443) =< s(7431) s(7421) =< aux(843) s(7421) =< aux(843) s(7445) =< s(7443)*s(7421) s(7446) =< s(7445) s(7447) =< s(7446)*aux(843) s(7425) =< aux(843) s(7449) =< s(7443)*s(7425) s(7450) =< s(7449) s(7451) =< s(7450)*aux(843) s(7420) =< aux(845) s(7422) =< s(7420)*s(7421) s(7423) =< s(7422) s(7424) =< s(7423)*aux(843) s(7426) =< s(7420)*s(7425) s(7427) =< s(7426) s(7428) =< s(7427)*aux(843) s(7465) =< aux(843) s(7478) =< s(7465)*s(7425) s(7479) =< s(7478) s(7480) =< s(7479)*aux(843) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=F+1,0>=I] * Chain [601]: 4*s(7484)+2*s(7487)+2*s(7488)+2*s(7491)+2*s(7492)+2*s(7496)+2*s(7498)+2*s(7500)+2*s(7502)+2*s(7504)+12*s(7506)+2*s(7507)+1*s(7510)+1*s(7511)+1*s(7514)+1*s(7515)+1*s(7530)+1*s(7544)+1*s(7545)+6 Such that:s(7495) =< 1 aux(848) =< 2 aux(849) =< 3 aux(850) =< -I aux(851) =< -I+1 s(7496) =< aux(849) s(7497) =< aux(849)*3 s(7498) =< s(7497) s(7499) =< s(7497)*3 s(7500) =< s(7499) s(7501) =< s(7499)*3 s(7502) =< s(7501) s(7503) =< s(7501)*3 s(7504) =< s(7503) s(7505) =< s(7503)*3 s(7506) =< s(7505) s(7507) =< s(7495) s(7485) =< aux(848) s(7485) =< aux(848) s(7509) =< s(7507)*s(7485) s(7510) =< s(7509) s(7511) =< s(7510)*aux(848) s(7489) =< aux(848) s(7513) =< s(7507)*s(7489) s(7514) =< s(7513) s(7515) =< s(7514)*aux(848) s(7484) =< aux(850) s(7484) =< aux(851) s(7486) =< s(7484)*s(7485) s(7487) =< s(7486) s(7488) =< s(7487)*aux(848) s(7490) =< s(7484)*s(7489) s(7491) =< s(7490) s(7492) =< s(7491)*aux(848) s(7530) =< aux(848) s(7543) =< s(7530)*s(7489) s(7544) =< s(7543) s(7545) =< s(7544)*aux(848) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=F+1,0>=I+1] * Chain [600]: 1*s(7549)+1*s(7551)+1*s(7553)+1*s(7555)+1*s(7557)+6*s(7559)+2*s(7560)+1*s(7563)+1*s(7564)+1*s(7567)+1*s(7568)+3 Such that:s(7548) =< 1 s(7546) =< 2 s(7547) =< 3 s(7549) =< s(7547) s(7550) =< s(7547)*3 s(7551) =< s(7550) s(7552) =< s(7550)*3 s(7553) =< s(7552) s(7554) =< s(7552)*3 s(7555) =< s(7554) s(7556) =< s(7554)*3 s(7557) =< s(7556) s(7558) =< s(7556)*3 s(7559) =< s(7558) s(7560) =< s(7548) s(7561) =< s(7546) s(7561) =< s(7546) s(7562) =< s(7560)*s(7561) s(7563) =< s(7562) s(7564) =< s(7563)*s(7546) s(7565) =< s(7546) s(7566) =< s(7560)*s(7565) s(7567) =< s(7566) s(7568) =< s(7567)*s(7546) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=F+1,I>=2] * Chain [599]: 2*s(7569)+2*s(7573)+2*s(7574)+14*s(7585)+238*s(7588)+20*s(7589)+1*s(7590)+1*s(7591)+18*s(7594)+202*s(7596)+16*s(7598)+92*s(7600)+14*s(7602)+38*s(7604)+12*s(7606)+9*s(7607)+4*s(7610)+4*s(7611)+5*s(7614)+5*s(7615)+12*s(7617)+2*s(7618)+1*s(7619)+3 Such that:aux(852) =< 1 s(7583) =< 3 aux(854) =< 2 aux(855) =< -I+2 s(7569) =< aux(855) s(7571) =< aux(854) s(7572) =< s(7569)*s(7571) s(7573) =< s(7572) s(7574) =< s(7573)*aux(854) s(7585) =< s(7583) s(7586) =< aux(852)*3 s(7587) =< s(7583)*3 s(7588) =< s(7586) s(7589) =< s(7587) s(7590) =< s(7583) s(7591) =< s(7583) s(7592) =< s(7583)*2 s(7591) =< s(7592) s(7590) =< s(7583)+aux(852) s(7593) =< s(7587)*3 s(7594) =< s(7593) s(7595) =< s(7586)*3 s(7596) =< s(7595) s(7597) =< s(7593)*3 s(7598) =< s(7597) s(7599) =< s(7595)*3 s(7600) =< s(7599) s(7601) =< s(7597)*3 s(7602) =< s(7601) s(7603) =< s(7599)*3 s(7604) =< s(7603) s(7605) =< s(7601)*3 s(7606) =< s(7605) s(7607) =< aux(852) s(7608) =< aux(854) s(7608) =< aux(854) s(7609) =< s(7607)*s(7608) s(7610) =< s(7609) s(7611) =< s(7610)*aux(854) s(7613) =< s(7607)*s(7571) s(7614) =< s(7613) s(7615) =< s(7614)*aux(854) s(7616) =< s(7603)*3 s(7617) =< s(7616) s(7618) =< aux(854) s(7619) =< s(7618)*aux(854) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,1>=I] * Chain [598]: 1*s(7620)+1*s(7624)+1*s(7625)+1*s(7629)+1*s(7631)+1*s(7633)+1*s(7635)+1*s(7637)+6*s(7639)+2*s(7640)+1*s(7643)+1*s(7644)+1*s(7647)+1*s(7648)+3 Such that:s(7628) =< 1 s(7627) =< 3 s(7620) =< -I+2 aux(856) =< 2 s(7629) =< s(7627) s(7630) =< s(7627)*3 s(7631) =< s(7630) s(7632) =< s(7630)*3 s(7633) =< s(7632) s(7634) =< s(7632)*3 s(7635) =< s(7634) s(7636) =< s(7634)*3 s(7637) =< s(7636) s(7638) =< s(7636)*3 s(7639) =< s(7638) s(7640) =< s(7628) s(7641) =< aux(856) s(7641) =< aux(856) s(7642) =< s(7640)*s(7641) s(7643) =< s(7642) s(7644) =< s(7643)*aux(856) s(7622) =< aux(856) s(7646) =< s(7640)*s(7622) s(7647) =< s(7646) s(7648) =< s(7647)*aux(856) s(7623) =< s(7620)*s(7622) s(7624) =< s(7623) s(7625) =< s(7624)*aux(856) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,1>=I,F>=1] * Chain [597]: 15*s(7651)+15*s(7652)+4*s(7653)+7*s(7656)+7*s(7657)+8*s(7660)+8*s(7661)+28*s(7688)+476*s(7691)+40*s(7692)+2*s(7693)+2*s(7694)+36*s(7697)+404*s(7699)+32*s(7701)+184*s(7703)+28*s(7705)+76*s(7707)+24*s(7709)+9*s(7710)+4*s(7713)+4*s(7714)+5*s(7717)+5*s(7718)+24*s(7720)+7*s(7774)+7*s(7775)+6 Such that:aux(861) =< 1 aux(862) =< 2 aux(863) =< 3 aux(864) =< -I+1 s(7652) =< aux(862) s(7688) =< aux(863) s(7689) =< aux(861)*3 s(7690) =< aux(863)*3 s(7691) =< s(7689) s(7692) =< s(7690) s(7693) =< aux(863) s(7694) =< aux(863) s(7695) =< aux(863)*2 s(7694) =< s(7695) s(7693) =< aux(863)+aux(861) s(7696) =< s(7690)*3 s(7697) =< s(7696) s(7698) =< s(7689)*3 s(7699) =< s(7698) s(7700) =< s(7696)*3 s(7701) =< s(7700) s(7702) =< s(7698)*3 s(7703) =< s(7702) s(7704) =< s(7700)*3 s(7705) =< s(7704) s(7706) =< s(7702)*3 s(7707) =< s(7706) s(7708) =< s(7704)*3 s(7709) =< s(7708) s(7658) =< aux(862) s(7773) =< s(7652)*s(7658) s(7774) =< s(7773) s(7775) =< s(7774)*aux(862) s(7719) =< s(7706)*3 s(7720) =< s(7719) s(7653) =< s(7652)*aux(862) s(7651) =< aux(864) s(7654) =< aux(862) s(7654) =< aux(862) s(7655) =< s(7651)*s(7654) s(7656) =< s(7655) s(7657) =< s(7656)*aux(862) s(7659) =< s(7651)*s(7658) s(7660) =< s(7659) s(7661) =< s(7660)*aux(862) s(7710) =< aux(861) s(7712) =< s(7710)*s(7654) s(7713) =< s(7712) s(7714) =< s(7713)*aux(862) s(7716) =< s(7710)*s(7658) s(7717) =< s(7716) s(7718) =< s(7717)*aux(862) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=I] * Chain [596]: 4*s(7813)+2*s(7816)+2*s(7817)+2*s(7820)+2*s(7821)+2*s(7825)+2*s(7827)+2*s(7829)+2*s(7831)+2*s(7833)+12*s(7835)+2*s(7836)+1*s(7839)+1*s(7840)+1*s(7843)+1*s(7844)+1*s(7858)+1*s(7872)+1*s(7873)+6 Such that:s(7824) =< 1 aux(867) =< 2 aux(868) =< 3 aux(869) =< -I+1 s(7825) =< aux(868) s(7826) =< aux(868)*3 s(7827) =< s(7826) s(7828) =< s(7826)*3 s(7829) =< s(7828) s(7830) =< s(7828)*3 s(7831) =< s(7830) s(7832) =< s(7830)*3 s(7833) =< s(7832) s(7834) =< s(7832)*3 s(7835) =< s(7834) s(7836) =< s(7824) s(7814) =< aux(867) s(7814) =< aux(867) s(7838) =< s(7836)*s(7814) s(7839) =< s(7838) s(7840) =< s(7839)*aux(867) s(7818) =< aux(867) s(7842) =< s(7836)*s(7818) s(7843) =< s(7842) s(7844) =< s(7843)*aux(867) s(7813) =< aux(869) s(7815) =< s(7813)*s(7814) s(7816) =< s(7815) s(7817) =< s(7816)*aux(867) s(7819) =< s(7813)*s(7818) s(7820) =< s(7819) s(7821) =< s(7820)*aux(867) s(7858) =< aux(867) s(7871) =< s(7858)*s(7818) s(7872) =< s(7871) s(7873) =< s(7872)*aux(867) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=I,F>=1] * Chain [595]: 3*s(7877)+3*s(7878)+3*s(7881)+3*s(7882)+17*s(7883)+5*s(7884)+3*s(7887)+3*s(7888)+14*s(7889)+7*s(7891)+7*s(7892)+7*s(7894)+7*s(7895)+28*s(7924)+476*s(7927)+40*s(7928)+2*s(7929)+2*s(7930)+36*s(7933)+404*s(7935)+32*s(7937)+184*s(7939)+28*s(7941)+76*s(7943)+24*s(7945)+9*s(7946)+4*s(7949)+4*s(7950)+5*s(7953)+5*s(7954)+24*s(7956)+7*s(8012)+7*s(8013)+6 Such that:aux(874) =< 1 aux(875) =< 2 aux(876) =< 3 aux(877) =< -I aux(878) =< -I+1 s(7883) =< aux(875) s(7924) =< aux(876) s(7925) =< aux(874)*3 s(7926) =< aux(876)*3 s(7927) =< s(7925) s(7928) =< s(7926) s(7929) =< aux(876) s(7930) =< aux(876) s(7931) =< aux(876)*2 s(7930) =< s(7931) s(7929) =< aux(876)+aux(874) s(7932) =< s(7926)*3 s(7933) =< s(7932) s(7934) =< s(7925)*3 s(7935) =< s(7934) s(7936) =< s(7932)*3 s(7937) =< s(7936) s(7938) =< s(7934)*3 s(7939) =< s(7938) s(7940) =< s(7936)*3 s(7941) =< s(7940) s(7942) =< s(7938)*3 s(7943) =< s(7942) s(7944) =< s(7940)*3 s(7945) =< s(7944) s(7885) =< aux(875) s(8011) =< s(7883)*s(7885) s(8012) =< s(8011) s(8013) =< s(8012)*aux(875) s(7955) =< s(7942)*3 s(7956) =< s(7955) s(7884) =< s(7883)*aux(875) s(7889) =< aux(877) s(7889) =< aux(878) s(7879) =< aux(875) s(7879) =< aux(875) s(7890) =< s(7889)*s(7879) s(7891) =< s(7890) s(7892) =< s(7891)*aux(875) s(7893) =< s(7889)*s(7885) s(7894) =< s(7893) s(7895) =< s(7894)*aux(875) s(7877) =< aux(877) s(7878) =< aux(878) s(7880) =< s(7878)*s(7879) s(7881) =< s(7880) s(7882) =< s(7881)*aux(875) s(7886) =< s(7877)*s(7885) s(7887) =< s(7886) s(7888) =< s(7887)*aux(875) s(7946) =< aux(874) s(7948) =< s(7946)*s(7879) s(7949) =< s(7948) s(7950) =< s(7949)*aux(875) s(7952) =< s(7946)*s(7885) s(7953) =< s(7952) s(7954) =< s(7953)*aux(875) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=I+1] * Chain [594]: 4*s(8054)+2*s(8057)+2*s(8058)+2*s(8061)+2*s(8062)+2*s(8066)+2*s(8068)+2*s(8070)+2*s(8072)+2*s(8074)+12*s(8076)+2*s(8077)+1*s(8080)+1*s(8081)+1*s(8084)+1*s(8085)+1*s(8100)+1*s(8114)+1*s(8115)+6 Such that:s(8065) =< 1 aux(881) =< 2 aux(882) =< 3 aux(883) =< -I aux(884) =< -I+1 s(8066) =< aux(882) s(8067) =< aux(882)*3 s(8068) =< s(8067) s(8069) =< s(8067)*3 s(8070) =< s(8069) s(8071) =< s(8069)*3 s(8072) =< s(8071) s(8073) =< s(8071)*3 s(8074) =< s(8073) s(8075) =< s(8073)*3 s(8076) =< s(8075) s(8077) =< s(8065) s(8055) =< aux(881) s(8055) =< aux(881) s(8079) =< s(8077)*s(8055) s(8080) =< s(8079) s(8081) =< s(8080)*aux(881) s(8059) =< aux(881) s(8083) =< s(8077)*s(8059) s(8084) =< s(8083) s(8085) =< s(8084)*aux(881) s(8054) =< aux(883) s(8054) =< aux(884) s(8056) =< s(8054)*s(8055) s(8057) =< s(8056) s(8058) =< s(8057)*aux(881) s(8060) =< s(8054)*s(8059) s(8061) =< s(8060) s(8062) =< s(8061)*aux(881) s(8100) =< aux(881) s(8113) =< s(8100)*s(8059) s(8114) =< s(8113) s(8115) =< s(8114)*aux(881) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=I+1,F>=1] * Chain [593]: 6*s(8119)+3*s(8122)+3*s(8123)+3*s(8126)+3*s(8127)+2*s(8128)+1*s(8129)+3 Such that:s(8116) =< 2 s(8117) =< -I s(8118) =< -I+1 s(8119) =< s(8117) s(8119) =< s(8118) s(8120) =< s(8116) s(8120) =< s(8116) s(8121) =< s(8119)*s(8120) s(8122) =< s(8121) s(8123) =< s(8122)*s(8116) s(8124) =< s(8116) s(8125) =< s(8119)*s(8124) s(8126) =< s(8125) s(8127) =< s(8126)*s(8116) s(8128) =< s(8116) s(8129) =< s(8128)*s(8116) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,0>=I+2] * Chain [592]: 1*s(8133)+1*s(8135)+1*s(8137)+1*s(8139)+1*s(8141)+6*s(8143)+2*s(8144)+1*s(8147)+1*s(8148)+1*s(8151)+1*s(8152)+3 Such that:s(8132) =< 1 s(8130) =< 2 s(8131) =< 3 s(8133) =< s(8131) s(8134) =< s(8131)*3 s(8135) =< s(8134) s(8136) =< s(8134)*3 s(8137) =< s(8136) s(8138) =< s(8136)*3 s(8139) =< s(8138) s(8140) =< s(8138)*3 s(8141) =< s(8140) s(8142) =< s(8140)*3 s(8143) =< s(8142) s(8144) =< s(8132) s(8145) =< s(8130) s(8145) =< s(8130) s(8146) =< s(8144)*s(8145) s(8147) =< s(8146) s(8148) =< s(8147)*s(8130) s(8149) =< s(8130) s(8150) =< s(8144)*s(8149) s(8151) =< s(8150) s(8152) =< s(8151)*s(8130) with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,F>=1,I>=2] * Chain [591]: 25244 with precondition: [A=11,B=1,C=1,D=3,E=2,G=1,I>=2] * Chain [590]: 29*s(8193)+12*s(8194)+3*s(8198)+3*s(8200)+3*s(8202)+3*s(8204)+3*s(8206)+18*s(8208)+3*s(8211)+3*s(8212)+2*s(8233)+2*s(8234)+6 Such that:aux(889) =< 3 aux(890) =< I+1 s(8193) =< aux(890) s(8198) =< aux(889) s(8199) =< aux(889)*3 s(8200) =< s(8199) s(8201) =< s(8199)*3 s(8202) =< s(8201) s(8203) =< s(8201)*3 s(8204) =< s(8203) s(8205) =< s(8203)*3 s(8206) =< s(8205) s(8207) =< s(8205)*3 s(8208) =< s(8207) s(8209) =< aux(890) s(8210) =< s(8193)*s(8209) s(8211) =< s(8210) s(8212) =< s(8211)*aux(890) s(8194) =< s(8193)*aux(890) s(8231) =< aux(890) s(8231) =< aux(890) s(8232) =< s(8193)*s(8231) s(8233) =< s(8232) s(8234) =< s(8233)*aux(890) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E=I+1,E>=3] * Chain [589]: 110*s(8270)+43*s(8271)+7*s(8275)+7*s(8277)+7*s(8279)+7*s(8281)+7*s(8283)+42*s(8285)+6*s(8289)+6*s(8290)+7*s(8295)+7*s(8296)+6 Such that:aux(898) =< 3 aux(899) =< I+1 s(8275) =< aux(898) s(8276) =< aux(898)*3 s(8277) =< s(8276) s(8278) =< s(8276)*3 s(8279) =< s(8278) s(8280) =< s(8278)*3 s(8281) =< s(8280) s(8282) =< s(8280)*3 s(8283) =< s(8282) s(8284) =< s(8282)*3 s(8285) =< s(8284) s(8270) =< aux(899) s(8287) =< aux(899) s(8287) =< aux(899) s(8288) =< s(8270)*s(8287) s(8289) =< s(8288) s(8290) =< s(8289)*aux(899) s(8271) =< s(8270)*aux(899) s(8293) =< aux(899) s(8294) =< s(8270)*s(8293) s(8295) =< s(8294) s(8296) =< s(8295)*aux(899) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E=I+1,E>=4] * Chain [588]: 140*s(8459)+57*s(8460)+11*s(8464)+11*s(8466)+11*s(8468)+11*s(8470)+11*s(8472)+66*s(8474)+10*s(8478)+10*s(8479)+11*s(8484)+11*s(8485)+6 Such that:aux(911) =< 3 aux(912) =< I+1 s(8464) =< aux(911) s(8465) =< aux(911)*3 s(8466) =< s(8465) s(8467) =< s(8465)*3 s(8468) =< s(8467) s(8469) =< s(8467)*3 s(8470) =< s(8469) s(8471) =< s(8469)*3 s(8472) =< s(8471) s(8473) =< s(8471)*3 s(8474) =< s(8473) s(8459) =< aux(912) s(8476) =< aux(912) s(8476) =< aux(912) s(8477) =< s(8459)*s(8476) s(8478) =< s(8477) s(8479) =< s(8478)*aux(912) s(8460) =< s(8459)*aux(912) s(8482) =< aux(912) s(8483) =< s(8459)*s(8482) s(8484) =< s(8483) s(8485) =< s(8484)*aux(912) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E=I+1,E>=5] * Chain [587]: 1*s(8760)+1*s(8762)+1*s(8764)+1*s(8766)+1*s(8768)+6*s(8770)+0 Such that:s(8759) =< 3 s(8760) =< s(8759) s(8761) =< s(8759)*3 s(8762) =< s(8761) s(8763) =< s(8761)*3 s(8764) =< s(8763) s(8765) =< s(8763)*3 s(8766) =< s(8765) s(8767) =< s(8765)*3 s(8768) =< s(8767) s(8769) =< s(8767)*3 s(8770) =< s(8769) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,0>=E,I>=E] * Chain [586]: 1*s(8771)+1*s(8773)+1*s(8775)+1*s(8777)+1*s(8779)+1*s(8781)+6*s(8783)+0 Such that:s(8772) =< 3 s(8771) =< E-I s(8773) =< s(8772) s(8774) =< s(8772)*3 s(8775) =< s(8774) s(8776) =< s(8774)*3 s(8777) =< s(8776) s(8778) =< s(8776)*3 s(8779) =< s(8778) s(8780) =< s(8778)*3 s(8781) =< s(8780) s(8782) =< s(8780)*3 s(8783) =< s(8782) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,0>=E,E>=I+1] * Chain [585]: 1*s(8786)+1*s(8787)+1*s(8789)+1*s(8791)+1*s(8793)+1*s(8795)+6*s(8797)+1*s(8800)+1*s(8801)+0 Such that:s(8784) =< 3 aux(913) =< E s(8786) =< aux(913) s(8787) =< s(8784) s(8788) =< s(8784)*3 s(8789) =< s(8788) s(8790) =< s(8788)*3 s(8791) =< s(8790) s(8792) =< s(8790)*3 s(8793) =< s(8792) s(8794) =< s(8792)*3 s(8795) =< s(8794) s(8796) =< s(8794)*3 s(8797) =< s(8796) s(8798) =< aux(913) s(8799) =< s(8786)*s(8798) s(8800) =< s(8799) s(8801) =< s(8800)*aux(913) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=2,I>=E] * Chain [584]: 1*s(8802)+1*s(8806)+1*s(8807)+1*s(8810)+1*s(8811)+1*s(8813)+1*s(8815)+1*s(8817)+1*s(8819)+6*s(8821)+1*s(8824)+1*s(8825)+0 Such that:s(8808) =< 3 s(8802) =< E-I aux(914) =< E s(8810) =< aux(914) s(8811) =< s(8808) s(8812) =< s(8808)*3 s(8813) =< s(8812) s(8814) =< s(8812)*3 s(8815) =< s(8814) s(8816) =< s(8814)*3 s(8817) =< s(8816) s(8818) =< s(8816)*3 s(8819) =< s(8818) s(8820) =< s(8818)*3 s(8821) =< s(8820) s(8804) =< aux(914) s(8823) =< s(8810)*s(8804) s(8824) =< s(8823) s(8825) =< s(8824)*aux(914) s(8805) =< s(8802)*s(8804) s(8806) =< s(8805) s(8807) =< s(8806)*aux(914) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=2,E>=I+1] * Chain [583]: 2*s(8829)+2*s(8831)+2*s(8833)+2*s(8835)+2*s(8837)+12*s(8839)+16*s(8840)+2*s(8843)+2*s(8844)+6*s(8846)+2*s(8849)+2*s(8850)+3 Such that:aux(917) =< 3 aux(918) =< E s(8829) =< aux(917) s(8830) =< aux(917)*3 s(8831) =< s(8830) s(8832) =< s(8830)*3 s(8833) =< s(8832) s(8834) =< s(8832)*3 s(8835) =< s(8834) s(8836) =< s(8834)*3 s(8837) =< s(8836) s(8838) =< s(8836)*3 s(8839) =< s(8838) s(8840) =< aux(918) s(8841) =< aux(918) s(8841) =< aux(918) s(8842) =< s(8840)*s(8841) s(8843) =< s(8842) s(8844) =< s(8843)*aux(918) s(8846) =< s(8840)*aux(918) s(8847) =< aux(918) s(8848) =< s(8840)*s(8847) s(8849) =< s(8848) s(8850) =< s(8849)*aux(918) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=3,I>=E] * Chain [582]: 2*s(8876)+2*s(8880)+2*s(8881)+2*s(8885)+2*s(8887)+2*s(8889)+2*s(8891)+2*s(8893)+12*s(8895)+16*s(8896)+2*s(8899)+2*s(8900)+6*s(8902)+2*s(8905)+2*s(8906)+3 Such that:aux(921) =< 3 aux(922) =< E aux(923) =< E-I s(8876) =< aux(923) s(8885) =< aux(921) s(8886) =< aux(921)*3 s(8887) =< s(8886) s(8888) =< s(8886)*3 s(8889) =< s(8888) s(8890) =< s(8888)*3 s(8891) =< s(8890) s(8892) =< s(8890)*3 s(8893) =< s(8892) s(8894) =< s(8892)*3 s(8895) =< s(8894) s(8896) =< aux(922) s(8897) =< aux(922) s(8897) =< aux(922) s(8898) =< s(8896)*s(8897) s(8899) =< s(8898) s(8900) =< s(8899)*aux(922) s(8902) =< s(8896)*aux(922) s(8878) =< aux(922) s(8904) =< s(8896)*s(8878) s(8905) =< s(8904) s(8906) =< s(8905)*aux(922) s(8879) =< s(8876)*s(8878) s(8880) =< s(8879) s(8881) =< s(8880)*aux(922) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=3,E>=I+1] * Chain [581]: 6*s(8940)+3*s(8943)+3*s(8944)+41*s(8945)+18*s(8946)+3*s(8949)+3*s(8950)+3*s(8954)+3*s(8956)+3*s(8958)+3*s(8960)+3*s(8962)+18*s(8964)+3*s(8967)+3*s(8968)+2*s(8999)+2*s(9000)+6 Such that:aux(927) =< 3 aux(928) =< E aux(929) =< E-I s(8945) =< aux(928) s(8954) =< aux(927) s(8955) =< aux(927)*3 s(8956) =< s(8955) s(8957) =< s(8955)*3 s(8958) =< s(8957) s(8959) =< s(8957)*3 s(8960) =< s(8959) s(8961) =< s(8959)*3 s(8962) =< s(8961) s(8963) =< s(8961)*3 s(8964) =< s(8963) s(8947) =< aux(928) s(8966) =< s(8945)*s(8947) s(8967) =< s(8966) s(8968) =< s(8967)*aux(928) s(8940) =< aux(929) s(8941) =< aux(928) s(8941) =< aux(928) s(8942) =< s(8940)*s(8941) s(8943) =< s(8942) s(8944) =< s(8943)*aux(928) s(8946) =< s(8945)*aux(928) s(8948) =< s(8940)*s(8947) s(8949) =< s(8948) s(8950) =< s(8949)*aux(928) s(8998) =< s(8945)*s(8941) s(8999) =< s(8998) s(9000) =< s(8999)*aux(928) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=3,E>=I+2] * Chain [580]: 6*s(9047)+3*s(9050)+3*s(9051)+29*s(9052)+12*s(9053)+3*s(9056)+3*s(9057)+3*s(9061)+3*s(9063)+3*s(9065)+3*s(9067)+3*s(9069)+18*s(9071)+3*s(9074)+3*s(9075)+2*s(9106)+2*s(9107)+6 Such that:aux(933) =< 3 aux(934) =< E aux(935) =< E-I s(9052) =< aux(934) s(9061) =< aux(933) s(9062) =< aux(933)*3 s(9063) =< s(9062) s(9064) =< s(9062)*3 s(9065) =< s(9064) s(9066) =< s(9064)*3 s(9067) =< s(9066) s(9068) =< s(9066)*3 s(9069) =< s(9068) s(9070) =< s(9068)*3 s(9071) =< s(9070) s(9054) =< aux(934) s(9073) =< s(9052)*s(9054) s(9074) =< s(9073) s(9075) =< s(9074)*aux(934) s(9047) =< aux(935) s(9048) =< aux(934) s(9048) =< aux(934) s(9049) =< s(9047)*s(9048) s(9050) =< s(9049) s(9051) =< s(9050)*aux(934) s(9053) =< s(9052)*aux(934) s(9055) =< s(9047)*s(9054) s(9056) =< s(9055) s(9057) =< s(9056)*aux(934) s(9105) =< s(9052)*s(9048) s(9106) =< s(9105) s(9107) =< s(9106)*aux(934) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=3,E>=I+3] * Chain [579]: 2*s(9155)+2*s(9157)+2*s(9159)+2*s(9161)+2*s(9163)+12*s(9165)+25*s(9166)+2*s(9169)+2*s(9170)+9*s(9172)+2*s(9175)+2*s(9176)+3 Such that:aux(938) =< 3 aux(939) =< E s(9155) =< aux(938) s(9156) =< aux(938)*3 s(9157) =< s(9156) s(9158) =< s(9156)*3 s(9159) =< s(9158) s(9160) =< s(9158)*3 s(9161) =< s(9160) s(9162) =< s(9160)*3 s(9163) =< s(9162) s(9164) =< s(9162)*3 s(9165) =< s(9164) s(9166) =< aux(939) s(9167) =< aux(939) s(9167) =< aux(939) s(9168) =< s(9166)*s(9167) s(9169) =< s(9168) s(9170) =< s(9169)*aux(939) s(9172) =< s(9166)*aux(939) s(9173) =< aux(939) s(9174) =< s(9166)*s(9173) s(9175) =< s(9174) s(9176) =< s(9175)*aux(939) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=4,I>=E] * Chain [578]: 2*s(9202)+2*s(9206)+2*s(9207)+2*s(9211)+2*s(9213)+2*s(9215)+2*s(9217)+2*s(9219)+12*s(9221)+25*s(9222)+2*s(9225)+2*s(9226)+9*s(9228)+2*s(9231)+2*s(9232)+3 Such that:aux(942) =< 3 aux(943) =< E aux(944) =< E-I s(9202) =< aux(944) s(9211) =< aux(942) s(9212) =< aux(942)*3 s(9213) =< s(9212) s(9214) =< s(9212)*3 s(9215) =< s(9214) s(9216) =< s(9214)*3 s(9217) =< s(9216) s(9218) =< s(9216)*3 s(9219) =< s(9218) s(9220) =< s(9218)*3 s(9221) =< s(9220) s(9222) =< aux(943) s(9223) =< aux(943) s(9223) =< aux(943) s(9224) =< s(9222)*s(9223) s(9225) =< s(9224) s(9226) =< s(9225)*aux(943) s(9228) =< s(9222)*aux(943) s(9204) =< aux(943) s(9230) =< s(9222)*s(9204) s(9231) =< s(9230) s(9232) =< s(9231)*aux(943) s(9205) =< s(9202)*s(9204) s(9206) =< s(9205) s(9207) =< s(9206)*aux(943) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=4,E>=I+1] * Chain [577]: 14*s(9266)+7*s(9269)+7*s(9270)+153*s(9271)+62*s(9272)+7*s(9275)+7*s(9276)+7*s(9280)+7*s(9282)+7*s(9284)+7*s(9286)+7*s(9288)+42*s(9290)+6*s(9294)+6*s(9295)+7*s(9300)+7*s(9301)+6 Such that:aux(952) =< 3 aux(953) =< E aux(954) =< E-I s(9280) =< aux(952) s(9281) =< aux(952)*3 s(9282) =< s(9281) s(9283) =< s(9281)*3 s(9284) =< s(9283) s(9285) =< s(9283)*3 s(9286) =< s(9285) s(9287) =< s(9285)*3 s(9288) =< s(9287) s(9289) =< s(9287)*3 s(9290) =< s(9289) s(9271) =< aux(953) s(9267) =< aux(953) s(9267) =< aux(953) s(9293) =< s(9271)*s(9267) s(9294) =< s(9293) s(9295) =< s(9294)*aux(953) s(9272) =< s(9271)*aux(953) s(9273) =< aux(953) s(9299) =< s(9271)*s(9273) s(9300) =< s(9299) s(9301) =< s(9300)*aux(953) s(9266) =< aux(954) s(9268) =< s(9266)*s(9267) s(9269) =< s(9268) s(9270) =< s(9269)*aux(953) s(9274) =< s(9266)*s(9273) s(9275) =< s(9274) s(9276) =< s(9275)*aux(953) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=4,E>=I+2] * Chain [576]: 14*s(9525)+7*s(9528)+7*s(9529)+110*s(9530)+43*s(9531)+7*s(9534)+7*s(9535)+7*s(9539)+7*s(9541)+7*s(9543)+7*s(9545)+7*s(9547)+42*s(9549)+6*s(9553)+6*s(9554)+7*s(9559)+7*s(9560)+6 Such that:aux(962) =< 3 aux(963) =< E aux(964) =< E-I s(9539) =< aux(962) s(9540) =< aux(962)*3 s(9541) =< s(9540) s(9542) =< s(9540)*3 s(9543) =< s(9542) s(9544) =< s(9542)*3 s(9545) =< s(9544) s(9546) =< s(9544)*3 s(9547) =< s(9546) s(9548) =< s(9546)*3 s(9549) =< s(9548) s(9530) =< aux(963) s(9526) =< aux(963) s(9526) =< aux(963) s(9552) =< s(9530)*s(9526) s(9553) =< s(9552) s(9554) =< s(9553)*aux(963) s(9531) =< s(9530)*aux(963) s(9532) =< aux(963) s(9558) =< s(9530)*s(9532) s(9559) =< s(9558) s(9560) =< s(9559)*aux(963) s(9525) =< aux(964) s(9527) =< s(9525)*s(9526) s(9528) =< s(9527) s(9529) =< s(9528)*aux(963) s(9533) =< s(9525)*s(9532) s(9534) =< s(9533) s(9535) =< s(9534)*aux(963) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=4,E>=I+3] * Chain [575]: 2*s(9785)+2*s(9787)+2*s(9789)+2*s(9791)+2*s(9793)+12*s(9795)+16*s(9796)+2*s(9799)+2*s(9800)+6*s(9802)+2*s(9805)+2*s(9806)+3 Such that:aux(967) =< 3 aux(968) =< E s(9785) =< aux(967) s(9786) =< aux(967)*3 s(9787) =< s(9786) s(9788) =< s(9786)*3 s(9789) =< s(9788) s(9790) =< s(9788)*3 s(9791) =< s(9790) s(9792) =< s(9790)*3 s(9793) =< s(9792) s(9794) =< s(9792)*3 s(9795) =< s(9794) s(9796) =< aux(968) s(9797) =< aux(968) s(9797) =< aux(968) s(9798) =< s(9796)*s(9797) s(9799) =< s(9798) s(9800) =< s(9799)*aux(968) s(9802) =< s(9796)*aux(968) s(9803) =< aux(968) s(9804) =< s(9796)*s(9803) s(9805) =< s(9804) s(9806) =< s(9805)*aux(968) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=5,I>=E] * Chain [574]: 2*s(9832)+2*s(9836)+2*s(9837)+2*s(9841)+2*s(9843)+2*s(9845)+2*s(9847)+2*s(9849)+12*s(9851)+16*s(9852)+2*s(9855)+2*s(9856)+6*s(9858)+2*s(9861)+2*s(9862)+3 Such that:aux(971) =< 3 aux(972) =< E aux(973) =< E-I s(9832) =< aux(973) s(9841) =< aux(971) s(9842) =< aux(971)*3 s(9843) =< s(9842) s(9844) =< s(9842)*3 s(9845) =< s(9844) s(9846) =< s(9844)*3 s(9847) =< s(9846) s(9848) =< s(9846)*3 s(9849) =< s(9848) s(9850) =< s(9848)*3 s(9851) =< s(9850) s(9852) =< aux(972) s(9853) =< aux(972) s(9853) =< aux(972) s(9854) =< s(9852)*s(9853) s(9855) =< s(9854) s(9856) =< s(9855)*aux(972) s(9858) =< s(9852)*aux(972) s(9834) =< aux(972) s(9860) =< s(9852)*s(9834) s(9861) =< s(9860) s(9862) =< s(9861)*aux(972) s(9835) =< s(9832)*s(9834) s(9836) =< s(9835) s(9837) =< s(9836)*aux(972) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=5,E>=I+1] * Chain [573]: 22*s(9896)+11*s(9899)+11*s(9900)+190*s(9901)+81*s(9902)+11*s(9905)+11*s(9906)+11*s(9910)+11*s(9912)+11*s(9914)+11*s(9916)+11*s(9918)+66*s(9920)+10*s(9924)+10*s(9925)+11*s(9930)+11*s(9931)+6 Such that:aux(985) =< 3 aux(986) =< E aux(987) =< E-I s(9910) =< aux(985) s(9911) =< aux(985)*3 s(9912) =< s(9911) s(9913) =< s(9911)*3 s(9914) =< s(9913) s(9915) =< s(9913)*3 s(9916) =< s(9915) s(9917) =< s(9915)*3 s(9918) =< s(9917) s(9919) =< s(9917)*3 s(9920) =< s(9919) s(9901) =< aux(986) s(9897) =< aux(986) s(9897) =< aux(986) s(9923) =< s(9901)*s(9897) s(9924) =< s(9923) s(9925) =< s(9924)*aux(986) s(9902) =< s(9901)*aux(986) s(9903) =< aux(986) s(9929) =< s(9901)*s(9903) s(9930) =< s(9929) s(9931) =< s(9930)*aux(986) s(9896) =< aux(987) s(9898) =< s(9896)*s(9897) s(9899) =< s(9898) s(9900) =< s(9899)*aux(986) s(9904) =< s(9896)*s(9903) s(9905) =< s(9904) s(9906) =< s(9905)*aux(986) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=5,E>=I+2] * Chain [572]: 22*s(10307)+11*s(10310)+11*s(10311)+140*s(10312)+57*s(10313)+11*s(10316)+11*s(10317)+11*s(10321)+11*s(10323)+11*s(10325)+11*s(10327)+11*s(10329)+66*s(10331)+10*s(10335)+10*s(10336)+11*s(10341)+11*s(10342)+6 Such that:aux(999) =< 3 aux(1000) =< E aux(1001) =< E-I s(10321) =< aux(999) s(10322) =< aux(999)*3 s(10323) =< s(10322) s(10324) =< s(10322)*3 s(10325) =< s(10324) s(10326) =< s(10324)*3 s(10327) =< s(10326) s(10328) =< s(10326)*3 s(10329) =< s(10328) s(10330) =< s(10328)*3 s(10331) =< s(10330) s(10312) =< aux(1000) s(10308) =< aux(1000) s(10308) =< aux(1000) s(10334) =< s(10312)*s(10308) s(10335) =< s(10334) s(10336) =< s(10335)*aux(1000) s(10313) =< s(10312)*aux(1000) s(10314) =< aux(1000) s(10340) =< s(10312)*s(10314) s(10341) =< s(10340) s(10342) =< s(10341)*aux(1000) s(10307) =< aux(1001) s(10309) =< s(10307)*s(10308) s(10310) =< s(10309) s(10311) =< s(10310)*aux(1000) s(10315) =< s(10307)*s(10314) s(10316) =< s(10315) s(10317) =< s(10316)*aux(1000) with precondition: [A=11,B=1,C=1,D=3,F=0,G=1,E>=5,E>=I+3] * Chain [571]: 0 with precondition: [A=11,B=1,C=1,D=3,G=1] * Chain [570]: 29*s(10717)+12*s(10718)+3*s(10722)+3*s(10724)+3*s(10726)+3*s(10728)+3*s(10730)+18*s(10732)+3*s(10735)+3*s(10736)+2*s(10757)+2*s(10758)+6 Such that:aux(1005) =< 3 aux(1006) =< I+1 s(10717) =< aux(1006) s(10722) =< aux(1005) s(10723) =< aux(1005)*3 s(10724) =< s(10723) s(10725) =< s(10723)*3 s(10726) =< s(10725) s(10727) =< s(10725)*3 s(10728) =< s(10727) s(10729) =< s(10727)*3 s(10730) =< s(10729) s(10731) =< s(10729)*3 s(10732) =< s(10731) s(10733) =< aux(1006) s(10734) =< s(10717)*s(10733) s(10735) =< s(10734) s(10736) =< s(10735)*aux(1006) s(10718) =< s(10717)*aux(1006) s(10755) =< aux(1006) s(10755) =< aux(1006) s(10756) =< s(10717)*s(10755) s(10757) =< s(10756) s(10758) =< s(10757)*aux(1006) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,0>=F+1,E>=3] * Chain [569]: 110*s(10794)+43*s(10795)+7*s(10799)+7*s(10801)+7*s(10803)+7*s(10805)+7*s(10807)+42*s(10809)+6*s(10813)+6*s(10814)+7*s(10819)+7*s(10820)+6 Such that:aux(1014) =< 3 aux(1015) =< I+1 s(10799) =< aux(1014) s(10800) =< aux(1014)*3 s(10801) =< s(10800) s(10802) =< s(10800)*3 s(10803) =< s(10802) s(10804) =< s(10802)*3 s(10805) =< s(10804) s(10806) =< s(10804)*3 s(10807) =< s(10806) s(10808) =< s(10806)*3 s(10809) =< s(10808) s(10794) =< aux(1015) s(10811) =< aux(1015) s(10811) =< aux(1015) s(10812) =< s(10794)*s(10811) s(10813) =< s(10812) s(10814) =< s(10813)*aux(1015) s(10795) =< s(10794)*aux(1015) s(10817) =< aux(1015) s(10818) =< s(10794)*s(10817) s(10819) =< s(10818) s(10820) =< s(10819)*aux(1015) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,0>=F+1,E>=4] * Chain [568]: 140*s(10983)+57*s(10984)+11*s(10988)+11*s(10990)+11*s(10992)+11*s(10994)+11*s(10996)+66*s(10998)+10*s(11002)+10*s(11003)+11*s(11008)+11*s(11009)+6 Such that:aux(1027) =< 3 aux(1028) =< I+1 s(10988) =< aux(1027) s(10989) =< aux(1027)*3 s(10990) =< s(10989) s(10991) =< s(10989)*3 s(10992) =< s(10991) s(10993) =< s(10991)*3 s(10994) =< s(10993) s(10995) =< s(10993)*3 s(10996) =< s(10995) s(10997) =< s(10995)*3 s(10998) =< s(10997) s(10983) =< aux(1028) s(11000) =< aux(1028) s(11000) =< aux(1028) s(11001) =< s(10983)*s(11000) s(11002) =< s(11001) s(11003) =< s(11002)*aux(1028) s(10984) =< s(10983)*aux(1028) s(11006) =< aux(1028) s(11007) =< s(10983)*s(11006) s(11008) =< s(11007) s(11009) =< s(11008)*aux(1028) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,0>=F+1,E>=5] * Chain [567]: 178*s(11284)+72*s(11285)+42*s(11294)+714*s(11297)+60*s(11298)+3*s(11299)+3*s(11300)+54*s(11303)+606*s(11305)+48*s(11307)+276*s(11309)+42*s(11311)+114*s(11313)+36*s(11315)+17*s(11318)+17*s(11319)+36*s(11321)+33*s(11325)+11*s(11326)+3*s(11332)+3*s(11333)+12*s(11374)+12*s(11375)+6 Such that:aux(1034) =< 1 aux(1035) =< 3 aux(1036) =< E aux(1037) =< I+1 s(11284) =< aux(1036) s(11294) =< aux(1035) s(11295) =< aux(1034)*3 s(11296) =< aux(1035)*3 s(11297) =< s(11295) s(11298) =< s(11296) s(11299) =< aux(1035) s(11300) =< aux(1035) s(11301) =< aux(1035)*2 s(11300) =< s(11301) s(11299) =< aux(1035)+aux(1034) s(11302) =< s(11296)*3 s(11303) =< s(11302) s(11304) =< s(11295)*3 s(11305) =< s(11304) s(11306) =< s(11302)*3 s(11307) =< s(11306) s(11308) =< s(11304)*3 s(11309) =< s(11308) s(11310) =< s(11306)*3 s(11311) =< s(11310) s(11312) =< s(11308)*3 s(11313) =< s(11312) s(11314) =< s(11310)*3 s(11315) =< s(11314) s(11316) =< aux(1036) s(11317) =< s(11284)*s(11316) s(11318) =< s(11317) s(11319) =< s(11318)*aux(1036) s(11320) =< s(11312)*3 s(11321) =< s(11320) s(11285) =< s(11284)*aux(1036) s(11372) =< aux(1036) s(11372) =< aux(1036) s(11373) =< s(11284)*s(11372) s(11374) =< s(11373) s(11375) =< s(11374)*aux(1036) s(11325) =< aux(1037) s(11330) =< aux(1037) s(11331) =< s(11325)*s(11330) s(11332) =< s(11331) s(11333) =< s(11332)*aux(1037) s(11326) =< s(11325)*aux(1037) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=3] * Chain [566]: 29*s(11430)+12*s(11431)+3*s(11435)+3*s(11437)+3*s(11439)+3*s(11441)+3*s(11443)+18*s(11445)+3*s(11448)+3*s(11449)+2*s(11470)+2*s(11471)+6 Such that:aux(1041) =< 3 aux(1042) =< I+1 s(11430) =< aux(1042) s(11435) =< aux(1041) s(11436) =< aux(1041)*3 s(11437) =< s(11436) s(11438) =< s(11436)*3 s(11439) =< s(11438) s(11440) =< s(11438)*3 s(11441) =< s(11440) s(11442) =< s(11440)*3 s(11443) =< s(11442) s(11444) =< s(11442)*3 s(11445) =< s(11444) s(11446) =< aux(1042) s(11447) =< s(11430)*s(11446) s(11448) =< s(11447) s(11449) =< s(11448)*aux(1042) s(11431) =< s(11430)*aux(1042) s(11468) =< aux(1042) s(11468) =< aux(1042) s(11469) =< s(11430)*s(11468) s(11470) =< s(11469) s(11471) =< s(11470)*aux(1042) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=3,F>=1] * Chain [565]: 312*s(11507)+108*s(11508)+16*s(11514)+16*s(11515)+19*s(11520)+19*s(11521)+717*s(11529)+271*s(11530)+98*s(11535)+1666*s(11538)+140*s(11539)+7*s(11540)+7*s(11541)+126*s(11544)+1414*s(11546)+112*s(11548)+644*s(11550)+98*s(11552)+266*s(11554)+84*s(11556)+36*s(11560)+36*s(11561)+43*s(11566)+43*s(11567)+84*s(11569)+6 Such that:aux(1058) =< 1 aux(1059) =< 3 aux(1060) =< E aux(1061) =< I+1 s(11535) =< aux(1059) s(11536) =< aux(1058)*3 s(11537) =< aux(1059)*3 s(11538) =< s(11536) s(11539) =< s(11537) s(11540) =< aux(1059) s(11541) =< aux(1059) s(11542) =< aux(1059)*2 s(11541) =< s(11542) s(11540) =< aux(1059)+aux(1058) s(11543) =< s(11537)*3 s(11544) =< s(11543) s(11545) =< s(11536)*3 s(11546) =< s(11545) s(11547) =< s(11543)*3 s(11548) =< s(11547) s(11549) =< s(11545)*3 s(11550) =< s(11549) s(11551) =< s(11547)*3 s(11552) =< s(11551) s(11553) =< s(11549)*3 s(11554) =< s(11553) s(11555) =< s(11551)*3 s(11556) =< s(11555) s(11529) =< aux(1060) s(11558) =< aux(1060) s(11558) =< aux(1060) s(11559) =< s(11529)*s(11558) s(11560) =< s(11559) s(11561) =< s(11560)*aux(1060) s(11530) =< s(11529)*aux(1060) s(11564) =< aux(1060) s(11565) =< s(11529)*s(11564) s(11566) =< s(11565) s(11567) =< s(11566)*aux(1060) s(11568) =< s(11553)*3 s(11569) =< s(11568) s(11507) =< aux(1061) s(11512) =< aux(1061) s(11512) =< aux(1061) s(11513) =< s(11507)*s(11512) s(11514) =< s(11513) s(11515) =< s(11514)*aux(1061) s(11508) =< s(11507)*aux(1061) s(11518) =< aux(1061) s(11519) =< s(11507)*s(11518) s(11520) =< s(11519) s(11521) =< s(11520)*aux(1061) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=4] * Chain [564]: 110*s(11897)+43*s(11898)+7*s(11902)+7*s(11904)+7*s(11906)+7*s(11908)+7*s(11910)+42*s(11912)+6*s(11916)+6*s(11917)+7*s(11922)+7*s(11923)+6 Such that:aux(1069) =< 3 aux(1070) =< I+1 s(11902) =< aux(1069) s(11903) =< aux(1069)*3 s(11904) =< s(11903) s(11905) =< s(11903)*3 s(11906) =< s(11905) s(11907) =< s(11905)*3 s(11908) =< s(11907) s(11909) =< s(11907)*3 s(11910) =< s(11909) s(11911) =< s(11909)*3 s(11912) =< s(11911) s(11897) =< aux(1070) s(11914) =< aux(1070) s(11914) =< aux(1070) s(11915) =< s(11897)*s(11914) s(11916) =< s(11915) s(11917) =< s(11916)*aux(1070) s(11898) =< s(11897)*aux(1070) s(11920) =< aux(1070) s(11921) =< s(11897)*s(11920) s(11922) =< s(11921) s(11923) =< s(11922)*aux(1070) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=4,F>=1] * Chain [563]: 399*s(12086)+152*s(12087)+980*s(12092)+395*s(12093)+154*s(12098)+2618*s(12101)+220*s(12102)+11*s(12103)+11*s(12104)+198*s(12107)+2222*s(12109)+176*s(12111)+1012*s(12113)+154*s(12115)+418*s(12117)+132*s(12119)+60*s(12123)+60*s(12124)+69*s(12129)+69*s(12130)+132*s(12132)+20*s(12183)+20*s(12184)+23*s(12189)+23*s(12190)+6 Such that:aux(1093) =< 1 aux(1094) =< 3 aux(1095) =< E aux(1096) =< I+1 s(12098) =< aux(1094) s(12099) =< aux(1093)*3 s(12100) =< aux(1094)*3 s(12101) =< s(12099) s(12102) =< s(12100) s(12103) =< aux(1094) s(12104) =< aux(1094) s(12105) =< aux(1094)*2 s(12104) =< s(12105) s(12103) =< aux(1094)+aux(1093) s(12106) =< s(12100)*3 s(12107) =< s(12106) s(12108) =< s(12099)*3 s(12109) =< s(12108) s(12110) =< s(12106)*3 s(12111) =< s(12110) s(12112) =< s(12108)*3 s(12113) =< s(12112) s(12114) =< s(12110)*3 s(12115) =< s(12114) s(12116) =< s(12112)*3 s(12117) =< s(12116) s(12118) =< s(12114)*3 s(12119) =< s(12118) s(12092) =< aux(1095) s(12121) =< aux(1095) s(12121) =< aux(1095) s(12122) =< s(12092)*s(12121) s(12123) =< s(12122) s(12124) =< s(12123)*aux(1095) s(12093) =< s(12092)*aux(1095) s(12127) =< aux(1095) s(12128) =< s(12092)*s(12127) s(12129) =< s(12128) s(12130) =< s(12129)*aux(1095) s(12131) =< s(12116)*3 s(12132) =< s(12131) s(12086) =< aux(1096) s(12087) =< s(12086)*aux(1096) s(12181) =< aux(1096) s(12181) =< aux(1096) s(12182) =< s(12086)*s(12181) s(12183) =< s(12182) s(12184) =< s(12183)*aux(1096) s(12187) =< aux(1096) s(12188) =< s(12086)*s(12187) s(12189) =< s(12188) s(12190) =< s(12189)*aux(1096) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=5] * Chain [562]: 140*s(12672)+57*s(12673)+11*s(12677)+11*s(12679)+11*s(12681)+11*s(12683)+11*s(12685)+66*s(12687)+10*s(12691)+10*s(12692)+11*s(12697)+11*s(12698)+6 Such that:aux(1108) =< 3 aux(1109) =< I+1 s(12677) =< aux(1108) s(12678) =< aux(1108)*3 s(12679) =< s(12678) s(12680) =< s(12678)*3 s(12681) =< s(12680) s(12682) =< s(12680)*3 s(12683) =< s(12682) s(12684) =< s(12682)*3 s(12685) =< s(12684) s(12686) =< s(12684)*3 s(12687) =< s(12686) s(12672) =< aux(1109) s(12689) =< aux(1109) s(12689) =< aux(1109) s(12690) =< s(12672)*s(12689) s(12691) =< s(12690) s(12692) =< s(12691)*aux(1109) s(12673) =< s(12672)*aux(1109) s(12695) =< aux(1109) s(12696) =< s(12672)*s(12695) s(12697) =< s(12696) s(12698) =< s(12697)*aux(1109) with precondition: [A=11,B=1,C=1,D=3,G=1,E=I+1,E>=5,F>=1] * Chain [561]: 2*s(12972)+0 Such that:aux(1110) =< E-I s(12972) =< aux(1110) with precondition: [A=11,B=1,C=1,D=3,G=1,1>=E,E>=I+1] * Chain [560]: 1*s(12974)+0 Such that:s(12974) =< E-I with precondition: [A=11,B=1,C=1,D=3,G=1,1>=E,E>=I+2] * Chain [559]: 3*s(12976)+3*s(12978)+3*s(12980)+3*s(12982)+3*s(12984)+18*s(12986)+0 Such that:s(12975) =< 3 s(12976) =< s(12975) s(12977) =< s(12975)*3 s(12978) =< s(12977) s(12979) =< s(12977)*3 s(12980) =< s(12979) s(12981) =< s(12979)*3 s(12982) =< s(12981) s(12983) =< s(12981)*3 s(12984) =< s(12983) s(12985) =< s(12983)*3 s(12986) =< s(12985) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,0>=F+1,I>=E] * Chain [558]: 1*s(12987)+3*s(12989)+3*s(12991)+3*s(12993)+3*s(12995)+3*s(12997)+18*s(12999)+0 Such that:s(12988) =< 3 s(12987) =< E-I s(12989) =< s(12988) s(12990) =< s(12988)*3 s(12991) =< s(12990) s(12992) =< s(12990)*3 s(12993) =< s(12992) s(12994) =< s(12992)*3 s(12995) =< s(12994) s(12996) =< s(12994)*3 s(12997) =< s(12996) s(12998) =< s(12996)*3 s(12999) =< s(12998) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,0>=F+1,E>=I+1] * Chain [557]: 3*s(13001)+3*s(13003)+3*s(13005)+3*s(13007)+3*s(13009)+18*s(13011)+0 Such that:s(13000) =< 3 s(13001) =< s(13000) s(13002) =< s(13000)*3 s(13003) =< s(13002) s(13004) =< s(13002)*3 s(13005) =< s(13004) s(13006) =< s(13004)*3 s(13007) =< s(13006) s(13008) =< s(13006)*3 s(13009) =< s(13008) s(13010) =< s(13008)*3 s(13011) =< s(13010) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,F>=1,I>=E] * Chain [556]: 1*s(13012)+3*s(13014)+3*s(13016)+3*s(13018)+3*s(13020)+3*s(13022)+18*s(13024)+0 Such that:s(13013) =< 3 s(13012) =< E-I s(13014) =< s(13013) s(13015) =< s(13013)*3 s(13016) =< s(13015) s(13017) =< s(13015)*3 s(13018) =< s(13017) s(13019) =< s(13017)*3 s(13020) =< s(13019) s(13021) =< s(13019)*3 s(13022) =< s(13021) s(13023) =< s(13021)*3 s(13024) =< s(13023) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,F>=1,E>=I+1] * Chain [555]: 25170 with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,I>=E] * Chain [554]: 1*s(13025)+25170 Such that:s(13025) =< E-I with precondition: [A=11,B=1,C=1,D=3,G=1,0>=E,E>=I+1] * Chain [553]: 1*s(13028)+3*s(13029)+3*s(13031)+3*s(13033)+3*s(13035)+3*s(13037)+18*s(13039)+1*s(13042)+1*s(13043)+0 Such that:s(13026) =< 3 aux(1111) =< E s(13028) =< aux(1111) s(13029) =< s(13026) s(13030) =< s(13026)*3 s(13031) =< s(13030) s(13032) =< s(13030)*3 s(13033) =< s(13032) s(13034) =< s(13032)*3 s(13035) =< s(13034) s(13036) =< s(13034)*3 s(13037) =< s(13036) s(13038) =< s(13036)*3 s(13039) =< s(13038) s(13040) =< aux(1111) s(13041) =< s(13028)*s(13040) s(13042) =< s(13041) s(13043) =< s(13042)*aux(1111) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=2,I>=E] * Chain [552]: 1*s(13044)+1*s(13048)+1*s(13049)+1*s(13052)+3*s(13053)+3*s(13055)+3*s(13057)+3*s(13059)+3*s(13061)+18*s(13063)+1*s(13066)+1*s(13067)+0 Such that:s(13050) =< 3 s(13044) =< E-I aux(1112) =< E s(13052) =< aux(1112) s(13053) =< s(13050) s(13054) =< s(13050)*3 s(13055) =< s(13054) s(13056) =< s(13054)*3 s(13057) =< s(13056) s(13058) =< s(13056)*3 s(13059) =< s(13058) s(13060) =< s(13058)*3 s(13061) =< s(13060) s(13062) =< s(13060)*3 s(13063) =< s(13062) s(13046) =< aux(1112) s(13065) =< s(13052)*s(13046) s(13066) =< s(13065) s(13067) =< s(13066)*aux(1112) s(13047) =< s(13044)*s(13046) s(13048) =< s(13047) s(13049) =< s(13048)*aux(1112) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=2,E>=I+1] * Chain [551]: 2*s(13071)+2*s(13073)+2*s(13075)+2*s(13077)+2*s(13079)+12*s(13081)+16*s(13082)+2*s(13085)+2*s(13086)+6*s(13088)+2*s(13091)+2*s(13092)+3 Such that:aux(1115) =< 3 aux(1116) =< E s(13071) =< aux(1115) s(13072) =< aux(1115)*3 s(13073) =< s(13072) s(13074) =< s(13072)*3 s(13075) =< s(13074) s(13076) =< s(13074)*3 s(13077) =< s(13076) s(13078) =< s(13076)*3 s(13079) =< s(13078) s(13080) =< s(13078)*3 s(13081) =< s(13080) s(13082) =< aux(1116) s(13083) =< aux(1116) s(13083) =< aux(1116) s(13084) =< s(13082)*s(13083) s(13085) =< s(13084) s(13086) =< s(13085)*aux(1116) s(13088) =< s(13082)*aux(1116) s(13089) =< aux(1116) s(13090) =< s(13082)*s(13089) s(13091) =< s(13090) s(13092) =< s(13091)*aux(1116) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=3,I>=E] * Chain [550]: 2*s(13118)+2*s(13122)+2*s(13123)+2*s(13127)+2*s(13129)+2*s(13131)+2*s(13133)+2*s(13135)+12*s(13137)+16*s(13138)+2*s(13141)+2*s(13142)+6*s(13144)+2*s(13147)+2*s(13148)+3 Such that:aux(1119) =< 3 aux(1120) =< E aux(1121) =< E-I s(13118) =< aux(1121) s(13127) =< aux(1119) s(13128) =< aux(1119)*3 s(13129) =< s(13128) s(13130) =< s(13128)*3 s(13131) =< s(13130) s(13132) =< s(13130)*3 s(13133) =< s(13132) s(13134) =< s(13132)*3 s(13135) =< s(13134) s(13136) =< s(13134)*3 s(13137) =< s(13136) s(13138) =< aux(1120) s(13139) =< aux(1120) s(13139) =< aux(1120) s(13140) =< s(13138)*s(13139) s(13141) =< s(13140) s(13142) =< s(13141)*aux(1120) s(13144) =< s(13138)*aux(1120) s(13120) =< aux(1120) s(13146) =< s(13138)*s(13120) s(13147) =< s(13146) s(13148) =< s(13147)*aux(1120) s(13121) =< s(13118)*s(13120) s(13122) =< s(13121) s(13123) =< s(13122)*aux(1120) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=3,E>=I+1] * Chain [549]: 6*s(13182)+3*s(13185)+3*s(13186)+41*s(13187)+18*s(13188)+3*s(13191)+3*s(13192)+3*s(13196)+3*s(13198)+3*s(13200)+3*s(13202)+3*s(13204)+18*s(13206)+3*s(13209)+3*s(13210)+2*s(13241)+2*s(13242)+6 Such that:aux(1125) =< 3 aux(1126) =< E aux(1127) =< E-I s(13187) =< aux(1126) s(13196) =< aux(1125) s(13197) =< aux(1125)*3 s(13198) =< s(13197) s(13199) =< s(13197)*3 s(13200) =< s(13199) s(13201) =< s(13199)*3 s(13202) =< s(13201) s(13203) =< s(13201)*3 s(13204) =< s(13203) s(13205) =< s(13203)*3 s(13206) =< s(13205) s(13189) =< aux(1126) s(13208) =< s(13187)*s(13189) s(13209) =< s(13208) s(13210) =< s(13209)*aux(1126) s(13182) =< aux(1127) s(13183) =< aux(1126) s(13183) =< aux(1126) s(13184) =< s(13182)*s(13183) s(13185) =< s(13184) s(13186) =< s(13185)*aux(1126) s(13188) =< s(13187)*aux(1126) s(13190) =< s(13182)*s(13189) s(13191) =< s(13190) s(13192) =< s(13191)*aux(1126) s(13240) =< s(13187)*s(13183) s(13241) =< s(13240) s(13242) =< s(13241)*aux(1126) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=3,E>=I+2] * Chain [548]: 6*s(13289)+3*s(13292)+3*s(13293)+29*s(13294)+12*s(13295)+3*s(13298)+3*s(13299)+3*s(13303)+3*s(13305)+3*s(13307)+3*s(13309)+3*s(13311)+18*s(13313)+3*s(13316)+3*s(13317)+2*s(13348)+2*s(13349)+6 Such that:aux(1131) =< 3 aux(1132) =< E aux(1133) =< E-I s(13294) =< aux(1132) s(13303) =< aux(1131) s(13304) =< aux(1131)*3 s(13305) =< s(13304) s(13306) =< s(13304)*3 s(13307) =< s(13306) s(13308) =< s(13306)*3 s(13309) =< s(13308) s(13310) =< s(13308)*3 s(13311) =< s(13310) s(13312) =< s(13310)*3 s(13313) =< s(13312) s(13296) =< aux(1132) s(13315) =< s(13294)*s(13296) s(13316) =< s(13315) s(13317) =< s(13316)*aux(1132) s(13289) =< aux(1133) s(13290) =< aux(1132) s(13290) =< aux(1132) s(13291) =< s(13289)*s(13290) s(13292) =< s(13291) s(13293) =< s(13292)*aux(1132) s(13295) =< s(13294)*aux(1132) s(13297) =< s(13289)*s(13296) s(13298) =< s(13297) s(13299) =< s(13298)*aux(1132) s(13347) =< s(13294)*s(13290) s(13348) =< s(13347) s(13349) =< s(13348)*aux(1132) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=3,E>=I+3] * Chain [547]: 2*s(13397)+2*s(13399)+2*s(13401)+2*s(13403)+2*s(13405)+12*s(13407)+25*s(13408)+2*s(13411)+2*s(13412)+9*s(13414)+2*s(13417)+2*s(13418)+3 Such that:aux(1136) =< 3 aux(1137) =< E s(13397) =< aux(1136) s(13398) =< aux(1136)*3 s(13399) =< s(13398) s(13400) =< s(13398)*3 s(13401) =< s(13400) s(13402) =< s(13400)*3 s(13403) =< s(13402) s(13404) =< s(13402)*3 s(13405) =< s(13404) s(13406) =< s(13404)*3 s(13407) =< s(13406) s(13408) =< aux(1137) s(13409) =< aux(1137) s(13409) =< aux(1137) s(13410) =< s(13408)*s(13409) s(13411) =< s(13410) s(13412) =< s(13411)*aux(1137) s(13414) =< s(13408)*aux(1137) s(13415) =< aux(1137) s(13416) =< s(13408)*s(13415) s(13417) =< s(13416) s(13418) =< s(13417)*aux(1137) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=4,I>=E] * Chain [546]: 2*s(13444)+2*s(13448)+2*s(13449)+2*s(13453)+2*s(13455)+2*s(13457)+2*s(13459)+2*s(13461)+12*s(13463)+25*s(13464)+2*s(13467)+2*s(13468)+9*s(13470)+2*s(13473)+2*s(13474)+3 Such that:aux(1140) =< 3 aux(1141) =< E aux(1142) =< E-I s(13444) =< aux(1142) s(13453) =< aux(1140) s(13454) =< aux(1140)*3 s(13455) =< s(13454) s(13456) =< s(13454)*3 s(13457) =< s(13456) s(13458) =< s(13456)*3 s(13459) =< s(13458) s(13460) =< s(13458)*3 s(13461) =< s(13460) s(13462) =< s(13460)*3 s(13463) =< s(13462) s(13464) =< aux(1141) s(13465) =< aux(1141) s(13465) =< aux(1141) s(13466) =< s(13464)*s(13465) s(13467) =< s(13466) s(13468) =< s(13467)*aux(1141) s(13470) =< s(13464)*aux(1141) s(13446) =< aux(1141) s(13472) =< s(13464)*s(13446) s(13473) =< s(13472) s(13474) =< s(13473)*aux(1141) s(13447) =< s(13444)*s(13446) s(13448) =< s(13447) s(13449) =< s(13448)*aux(1141) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=4,E>=I+1] * Chain [545]: 14*s(13508)+7*s(13511)+7*s(13512)+153*s(13513)+62*s(13514)+7*s(13517)+7*s(13518)+7*s(13522)+7*s(13524)+7*s(13526)+7*s(13528)+7*s(13530)+42*s(13532)+6*s(13536)+6*s(13537)+7*s(13542)+7*s(13543)+6 Such that:aux(1150) =< 3 aux(1151) =< E aux(1152) =< E-I s(13522) =< aux(1150) s(13523) =< aux(1150)*3 s(13524) =< s(13523) s(13525) =< s(13523)*3 s(13526) =< s(13525) s(13527) =< s(13525)*3 s(13528) =< s(13527) s(13529) =< s(13527)*3 s(13530) =< s(13529) s(13531) =< s(13529)*3 s(13532) =< s(13531) s(13513) =< aux(1151) s(13509) =< aux(1151) s(13509) =< aux(1151) s(13535) =< s(13513)*s(13509) s(13536) =< s(13535) s(13537) =< s(13536)*aux(1151) s(13514) =< s(13513)*aux(1151) s(13515) =< aux(1151) s(13541) =< s(13513)*s(13515) s(13542) =< s(13541) s(13543) =< s(13542)*aux(1151) s(13508) =< aux(1152) s(13510) =< s(13508)*s(13509) s(13511) =< s(13510) s(13512) =< s(13511)*aux(1151) s(13516) =< s(13508)*s(13515) s(13517) =< s(13516) s(13518) =< s(13517)*aux(1151) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=4,E>=I+2] * Chain [544]: 14*s(13767)+7*s(13770)+7*s(13771)+110*s(13772)+43*s(13773)+7*s(13776)+7*s(13777)+7*s(13781)+7*s(13783)+7*s(13785)+7*s(13787)+7*s(13789)+42*s(13791)+6*s(13795)+6*s(13796)+7*s(13801)+7*s(13802)+6 Such that:aux(1160) =< 3 aux(1161) =< E aux(1162) =< E-I s(13781) =< aux(1160) s(13782) =< aux(1160)*3 s(13783) =< s(13782) s(13784) =< s(13782)*3 s(13785) =< s(13784) s(13786) =< s(13784)*3 s(13787) =< s(13786) s(13788) =< s(13786)*3 s(13789) =< s(13788) s(13790) =< s(13788)*3 s(13791) =< s(13790) s(13772) =< aux(1161) s(13768) =< aux(1161) s(13768) =< aux(1161) s(13794) =< s(13772)*s(13768) s(13795) =< s(13794) s(13796) =< s(13795)*aux(1161) s(13773) =< s(13772)*aux(1161) s(13774) =< aux(1161) s(13800) =< s(13772)*s(13774) s(13801) =< s(13800) s(13802) =< s(13801)*aux(1161) s(13767) =< aux(1162) s(13769) =< s(13767)*s(13768) s(13770) =< s(13769) s(13771) =< s(13770)*aux(1161) s(13775) =< s(13767)*s(13774) s(13776) =< s(13775) s(13777) =< s(13776)*aux(1161) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=4,E>=I+3] * Chain [543]: 2*s(14027)+2*s(14029)+2*s(14031)+2*s(14033)+2*s(14035)+12*s(14037)+16*s(14038)+2*s(14041)+2*s(14042)+6*s(14044)+2*s(14047)+2*s(14048)+3 Such that:aux(1165) =< 3 aux(1166) =< E s(14027) =< aux(1165) s(14028) =< aux(1165)*3 s(14029) =< s(14028) s(14030) =< s(14028)*3 s(14031) =< s(14030) s(14032) =< s(14030)*3 s(14033) =< s(14032) s(14034) =< s(14032)*3 s(14035) =< s(14034) s(14036) =< s(14034)*3 s(14037) =< s(14036) s(14038) =< aux(1166) s(14039) =< aux(1166) s(14039) =< aux(1166) s(14040) =< s(14038)*s(14039) s(14041) =< s(14040) s(14042) =< s(14041)*aux(1166) s(14044) =< s(14038)*aux(1166) s(14045) =< aux(1166) s(14046) =< s(14038)*s(14045) s(14047) =< s(14046) s(14048) =< s(14047)*aux(1166) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=5,I>=E] * Chain [542]: 2*s(14074)+2*s(14078)+2*s(14079)+2*s(14083)+2*s(14085)+2*s(14087)+2*s(14089)+2*s(14091)+12*s(14093)+16*s(14094)+2*s(14097)+2*s(14098)+6*s(14100)+2*s(14103)+2*s(14104)+3 Such that:aux(1169) =< 3 aux(1170) =< E aux(1171) =< E-I s(14074) =< aux(1171) s(14083) =< aux(1169) s(14084) =< aux(1169)*3 s(14085) =< s(14084) s(14086) =< s(14084)*3 s(14087) =< s(14086) s(14088) =< s(14086)*3 s(14089) =< s(14088) s(14090) =< s(14088)*3 s(14091) =< s(14090) s(14092) =< s(14090)*3 s(14093) =< s(14092) s(14094) =< aux(1170) s(14095) =< aux(1170) s(14095) =< aux(1170) s(14096) =< s(14094)*s(14095) s(14097) =< s(14096) s(14098) =< s(14097)*aux(1170) s(14100) =< s(14094)*aux(1170) s(14076) =< aux(1170) s(14102) =< s(14094)*s(14076) s(14103) =< s(14102) s(14104) =< s(14103)*aux(1170) s(14077) =< s(14074)*s(14076) s(14078) =< s(14077) s(14079) =< s(14078)*aux(1170) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=5,E>=I+1] * Chain [541]: 22*s(14138)+11*s(14141)+11*s(14142)+190*s(14143)+81*s(14144)+11*s(14147)+11*s(14148)+11*s(14152)+11*s(14154)+11*s(14156)+11*s(14158)+11*s(14160)+66*s(14162)+10*s(14166)+10*s(14167)+11*s(14172)+11*s(14173)+6 Such that:aux(1183) =< 3 aux(1184) =< E aux(1185) =< E-I s(14152) =< aux(1183) s(14153) =< aux(1183)*3 s(14154) =< s(14153) s(14155) =< s(14153)*3 s(14156) =< s(14155) s(14157) =< s(14155)*3 s(14158) =< s(14157) s(14159) =< s(14157)*3 s(14160) =< s(14159) s(14161) =< s(14159)*3 s(14162) =< s(14161) s(14143) =< aux(1184) s(14139) =< aux(1184) s(14139) =< aux(1184) s(14165) =< s(14143)*s(14139) s(14166) =< s(14165) s(14167) =< s(14166)*aux(1184) s(14144) =< s(14143)*aux(1184) s(14145) =< aux(1184) s(14171) =< s(14143)*s(14145) s(14172) =< s(14171) s(14173) =< s(14172)*aux(1184) s(14138) =< aux(1185) s(14140) =< s(14138)*s(14139) s(14141) =< s(14140) s(14142) =< s(14141)*aux(1184) s(14146) =< s(14138)*s(14145) s(14147) =< s(14146) s(14148) =< s(14147)*aux(1184) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=5,E>=I+2] * Chain [540]: 22*s(14549)+11*s(14552)+11*s(14553)+140*s(14554)+57*s(14555)+11*s(14558)+11*s(14559)+11*s(14563)+11*s(14565)+11*s(14567)+11*s(14569)+11*s(14571)+66*s(14573)+10*s(14577)+10*s(14578)+11*s(14583)+11*s(14584)+6 Such that:aux(1197) =< 3 aux(1198) =< E aux(1199) =< E-I s(14563) =< aux(1197) s(14564) =< aux(1197)*3 s(14565) =< s(14564) s(14566) =< s(14564)*3 s(14567) =< s(14566) s(14568) =< s(14566)*3 s(14569) =< s(14568) s(14570) =< s(14568)*3 s(14571) =< s(14570) s(14572) =< s(14570)*3 s(14573) =< s(14572) s(14554) =< aux(1198) s(14550) =< aux(1198) s(14550) =< aux(1198) s(14576) =< s(14554)*s(14550) s(14577) =< s(14576) s(14578) =< s(14577)*aux(1198) s(14555) =< s(14554)*aux(1198) s(14556) =< aux(1198) s(14582) =< s(14554)*s(14556) s(14583) =< s(14582) s(14584) =< s(14583)*aux(1198) s(14549) =< aux(1199) s(14551) =< s(14549)*s(14550) s(14552) =< s(14551) s(14553) =< s(14552)*aux(1198) s(14557) =< s(14549)*s(14556) s(14558) =< s(14557) s(14559) =< s(14558)*aux(1198) with precondition: [A=11,B=1,C=1,D=3,G=1,0>=F+1,E>=5,E>=I+3] * Chain [539]: 0 with precondition: [A=11,B=1,C=1,D=3,G=1,E>=1,I>=E] * Chain [538]: 1*s(14960)+3*s(14961)+3*s(14963)+3*s(14965)+3*s(14967)+3*s(14969)+18*s(14971)+1*s(14974)+1*s(14975)+0 Such that:s(14958) =< 3 aux(1200) =< E s(14960) =< aux(1200) s(14961) =< s(14958) s(14962) =< s(14958)*3 s(14963) =< s(14962) s(14964) =< s(14962)*3 s(14965) =< s(14964) s(14966) =< s(14964)*3 s(14967) =< s(14966) s(14968) =< s(14966)*3 s(14969) =< s(14968) s(14970) =< s(14968)*3 s(14971) =< s(14970) s(14972) =< aux(1200) s(14973) =< s(14960)*s(14972) s(14974) =< s(14973) s(14975) =< s(14974)*aux(1200) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=2,F>=1,I>=E] * Chain [537]: 1*s(14976)+1*s(14980)+1*s(14981)+1*s(14984)+3*s(14985)+3*s(14987)+3*s(14989)+3*s(14991)+3*s(14993)+18*s(14995)+1*s(14998)+1*s(14999)+0 Such that:s(14982) =< 3 s(14976) =< E-I aux(1201) =< E s(14984) =< aux(1201) s(14985) =< s(14982) s(14986) =< s(14982)*3 s(14987) =< s(14986) s(14988) =< s(14986)*3 s(14989) =< s(14988) s(14990) =< s(14988)*3 s(14991) =< s(14990) s(14992) =< s(14990)*3 s(14993) =< s(14992) s(14994) =< s(14992)*3 s(14995) =< s(14994) s(14978) =< aux(1201) s(14997) =< s(14984)*s(14978) s(14998) =< s(14997) s(14999) =< s(14998)*aux(1201) s(14979) =< s(14976)*s(14978) s(14980) =< s(14979) s(14981) =< s(14980)*aux(1201) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=2,F>=1,E>=I+1] * Chain [536]: 11*s(15004)+14*s(15005)+238*s(15008)+20*s(15009)+1*s(15010)+1*s(15011)+18*s(15014)+202*s(15016)+16*s(15018)+92*s(15020)+14*s(15022)+38*s(15024)+12*s(15026)+7*s(15029)+7*s(15030)+12*s(15032)+2*s(15034)+1 Such that:s(15000) =< 1 s(15001) =< 3 aux(1204) =< E s(15004) =< aux(1204) s(15005) =< s(15001) s(15006) =< s(15000)*3 s(15007) =< s(15001)*3 s(15008) =< s(15006) s(15009) =< s(15007) s(15010) =< s(15001) s(15011) =< s(15001) s(15012) =< s(15001)*2 s(15011) =< s(15012) s(15010) =< s(15001)+s(15000) s(15013) =< s(15007)*3 s(15014) =< s(15013) s(15015) =< s(15006)*3 s(15016) =< s(15015) s(15017) =< s(15013)*3 s(15018) =< s(15017) s(15019) =< s(15015)*3 s(15020) =< s(15019) s(15021) =< s(15017)*3 s(15022) =< s(15021) s(15023) =< s(15019)*3 s(15024) =< s(15023) s(15025) =< s(15021)*3 s(15026) =< s(15025) s(15027) =< aux(1204) s(15028) =< s(15004)*s(15027) s(15029) =< s(15028) s(15030) =< s(15029)*aux(1204) s(15031) =< s(15023)*3 s(15032) =< s(15031) s(15034) =< s(15004)*aux(1204) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=2,I>=E] * Chain [535]: 5*s(15044)+13*s(15046)+3*s(15047)+5*s(15050)+5*s(15051)+14*s(15069)+238*s(15072)+20*s(15073)+1*s(15074)+1*s(15075)+18*s(15078)+202*s(15080)+16*s(15082)+92*s(15084)+14*s(15086)+38*s(15088)+12*s(15090)+7*s(15093)+7*s(15094)+12*s(15096)+1 Such that:s(15064) =< 1 s(15065) =< 3 aux(1207) =< E aux(1208) =< E-I s(15044) =< aux(1208) s(15046) =< aux(1207) s(15069) =< s(15065) s(15070) =< s(15064)*3 s(15071) =< s(15065)*3 s(15072) =< s(15070) s(15073) =< s(15071) s(15074) =< s(15065) s(15075) =< s(15065) s(15076) =< s(15065)*2 s(15075) =< s(15076) s(15074) =< s(15065)+s(15064) s(15077) =< s(15071)*3 s(15078) =< s(15077) s(15079) =< s(15070)*3 s(15080) =< s(15079) s(15081) =< s(15077)*3 s(15082) =< s(15081) s(15083) =< s(15079)*3 s(15084) =< s(15083) s(15085) =< s(15081)*3 s(15086) =< s(15085) s(15087) =< s(15083)*3 s(15088) =< s(15087) s(15089) =< s(15085)*3 s(15090) =< s(15089) s(15048) =< aux(1207) s(15092) =< s(15046)*s(15048) s(15093) =< s(15092) s(15094) =< s(15093)*aux(1207) s(15095) =< s(15087)*3 s(15096) =< s(15095) s(15047) =< s(15046)*aux(1207) s(15049) =< s(15044)*s(15048) s(15050) =< s(15049) s(15051) =< s(15050)*aux(1207) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=2,E>=I+1] * Chain [534]: 3*s(15122)+3*s(15125)+3*s(15126)+2*s(15127)+1*s(15128)+1 Such that:s(15120) =< E s(15121) =< E-I s(15122) =< s(15121) s(15123) =< s(15120) s(15124) =< s(15122)*s(15123) s(15125) =< s(15124) s(15126) =< s(15125)*s(15120) s(15127) =< s(15120) s(15128) =< s(15127)*s(15120) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=2,E>=I+2] * Chain [533]: 2*s(15132)+2*s(15134)+2*s(15136)+2*s(15138)+2*s(15140)+12*s(15142)+16*s(15143)+2*s(15146)+2*s(15147)+6*s(15149)+2*s(15152)+2*s(15153)+3 Such that:aux(1211) =< 3 aux(1212) =< E s(15132) =< aux(1211) s(15133) =< aux(1211)*3 s(15134) =< s(15133) s(15135) =< s(15133)*3 s(15136) =< s(15135) s(15137) =< s(15135)*3 s(15138) =< s(15137) s(15139) =< s(15137)*3 s(15140) =< s(15139) s(15141) =< s(15139)*3 s(15142) =< s(15141) s(15143) =< aux(1212) s(15144) =< aux(1212) s(15144) =< aux(1212) s(15145) =< s(15143)*s(15144) s(15146) =< s(15145) s(15147) =< s(15146)*aux(1212) s(15149) =< s(15143)*aux(1212) s(15150) =< aux(1212) s(15151) =< s(15143)*s(15150) s(15152) =< s(15151) s(15153) =< s(15152)*aux(1212) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,F>=1,I>=E] * Chain [532]: 2*s(15179)+2*s(15183)+2*s(15184)+2*s(15188)+2*s(15190)+2*s(15192)+2*s(15194)+2*s(15196)+12*s(15198)+16*s(15199)+2*s(15202)+2*s(15203)+6*s(15205)+2*s(15208)+2*s(15209)+3 Such that:aux(1215) =< 3 aux(1216) =< E aux(1217) =< E-I s(15179) =< aux(1217) s(15188) =< aux(1215) s(15189) =< aux(1215)*3 s(15190) =< s(15189) s(15191) =< s(15189)*3 s(15192) =< s(15191) s(15193) =< s(15191)*3 s(15194) =< s(15193) s(15195) =< s(15193)*3 s(15196) =< s(15195) s(15197) =< s(15195)*3 s(15198) =< s(15197) s(15199) =< aux(1216) s(15200) =< aux(1216) s(15200) =< aux(1216) s(15201) =< s(15199)*s(15200) s(15202) =< s(15201) s(15203) =< s(15202)*aux(1216) s(15205) =< s(15199)*aux(1216) s(15181) =< aux(1216) s(15207) =< s(15199)*s(15181) s(15208) =< s(15207) s(15209) =< s(15208)*aux(1216) s(15182) =< s(15179)*s(15181) s(15183) =< s(15182) s(15184) =< s(15183)*aux(1216) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,F>=1,E>=I+1] * Chain [531]: 6*s(15243)+3*s(15246)+3*s(15247)+41*s(15248)+18*s(15249)+3*s(15252)+3*s(15253)+3*s(15257)+3*s(15259)+3*s(15261)+3*s(15263)+3*s(15265)+18*s(15267)+3*s(15270)+3*s(15271)+2*s(15302)+2*s(15303)+6 Such that:aux(1221) =< 3 aux(1222) =< E aux(1223) =< E-I s(15248) =< aux(1222) s(15257) =< aux(1221) s(15258) =< aux(1221)*3 s(15259) =< s(15258) s(15260) =< s(15258)*3 s(15261) =< s(15260) s(15262) =< s(15260)*3 s(15263) =< s(15262) s(15264) =< s(15262)*3 s(15265) =< s(15264) s(15266) =< s(15264)*3 s(15267) =< s(15266) s(15250) =< aux(1222) s(15269) =< s(15248)*s(15250) s(15270) =< s(15269) s(15271) =< s(15270)*aux(1222) s(15243) =< aux(1223) s(15244) =< aux(1222) s(15244) =< aux(1222) s(15245) =< s(15243)*s(15244) s(15246) =< s(15245) s(15247) =< s(15246)*aux(1222) s(15249) =< s(15248)*aux(1222) s(15251) =< s(15243)*s(15250) s(15252) =< s(15251) s(15253) =< s(15252)*aux(1222) s(15301) =< s(15248)*s(15244) s(15302) =< s(15301) s(15303) =< s(15302)*aux(1222) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,F>=1,E>=I+2] * Chain [530]: 6*s(15350)+3*s(15353)+3*s(15354)+29*s(15355)+12*s(15356)+3*s(15359)+3*s(15360)+3*s(15364)+3*s(15366)+3*s(15368)+3*s(15370)+3*s(15372)+18*s(15374)+3*s(15377)+3*s(15378)+2*s(15409)+2*s(15410)+6 Such that:aux(1227) =< 3 aux(1228) =< E aux(1229) =< E-I s(15355) =< aux(1228) s(15364) =< aux(1227) s(15365) =< aux(1227)*3 s(15366) =< s(15365) s(15367) =< s(15365)*3 s(15368) =< s(15367) s(15369) =< s(15367)*3 s(15370) =< s(15369) s(15371) =< s(15369)*3 s(15372) =< s(15371) s(15373) =< s(15371)*3 s(15374) =< s(15373) s(15357) =< aux(1228) s(15376) =< s(15355)*s(15357) s(15377) =< s(15376) s(15378) =< s(15377)*aux(1228) s(15350) =< aux(1229) s(15351) =< aux(1228) s(15351) =< aux(1228) s(15352) =< s(15350)*s(15351) s(15353) =< s(15352) s(15354) =< s(15353)*aux(1228) s(15356) =< s(15355)*aux(1228) s(15358) =< s(15350)*s(15357) s(15359) =< s(15358) s(15360) =< s(15359)*aux(1228) s(15408) =< s(15355)*s(15351) s(15409) =< s(15408) s(15410) =< s(15409)*aux(1228) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,F>=1,E>=I+3] * Chain [529]: 172*s(15456)+67*s(15457)+28*s(15462)+476*s(15465)+40*s(15466)+2*s(15467)+2*s(15468)+36*s(15471)+404*s(15473)+32*s(15475)+184*s(15477)+28*s(15479)+76*s(15481)+24*s(15483)+12*s(15487)+12*s(15488)+13*s(15493)+13*s(15494)+24*s(15496)+3 Such that:aux(1232) =< 1 aux(1233) =< 3 aux(1234) =< E s(15462) =< aux(1233) s(15463) =< aux(1232)*3 s(15464) =< aux(1233)*3 s(15465) =< s(15463) s(15466) =< s(15464) s(15467) =< aux(1233) s(15468) =< aux(1233) s(15469) =< aux(1233)*2 s(15468) =< s(15469) s(15467) =< aux(1233)+aux(1232) s(15470) =< s(15464)*3 s(15471) =< s(15470) s(15472) =< s(15463)*3 s(15473) =< s(15472) s(15474) =< s(15470)*3 s(15475) =< s(15474) s(15476) =< s(15472)*3 s(15477) =< s(15476) s(15478) =< s(15474)*3 s(15479) =< s(15478) s(15480) =< s(15476)*3 s(15481) =< s(15480) s(15482) =< s(15478)*3 s(15483) =< s(15482) s(15456) =< aux(1234) s(15485) =< aux(1234) s(15485) =< aux(1234) s(15486) =< s(15456)*s(15485) s(15487) =< s(15486) s(15488) =< s(15487)*aux(1234) s(15457) =< s(15456)*aux(1234) s(15491) =< aux(1234) s(15492) =< s(15456)*s(15491) s(15493) =< s(15492) s(15494) =< s(15493)*aux(1234) s(15495) =< s(15480)*3 s(15496) =< s(15495) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,I>=E] * Chain [528]: 192*s(15537)+73*s(15538)+3*s(15539)+3*s(15543)+3*s(15544)+28*s(15558)+476*s(15561)+40*s(15562)+2*s(15563)+2*s(15564)+36*s(15567)+404*s(15569)+32*s(15571)+184*s(15573)+28*s(15575)+76*s(15577)+24*s(15579)+12*s(15583)+12*s(15584)+13*s(15589)+13*s(15590)+24*s(15592)+3 Such that:aux(1238) =< 1 aux(1239) =< 3 aux(1240) =< E aux(1241) =< E-I s(15539) =< aux(1241) s(15558) =< aux(1239) s(15559) =< aux(1238)*3 s(15560) =< aux(1239)*3 s(15561) =< s(15559) s(15562) =< s(15560) s(15563) =< aux(1239) s(15564) =< aux(1239) s(15565) =< aux(1239)*2 s(15564) =< s(15565) s(15563) =< aux(1239)+aux(1238) s(15566) =< s(15560)*3 s(15567) =< s(15566) s(15568) =< s(15559)*3 s(15569) =< s(15568) s(15570) =< s(15566)*3 s(15571) =< s(15570) s(15572) =< s(15568)*3 s(15573) =< s(15572) s(15574) =< s(15570)*3 s(15575) =< s(15574) s(15576) =< s(15572)*3 s(15577) =< s(15576) s(15578) =< s(15574)*3 s(15579) =< s(15578) s(15537) =< aux(1240) s(15581) =< aux(1240) s(15581) =< aux(1240) s(15582) =< s(15537)*s(15581) s(15583) =< s(15582) s(15584) =< s(15583)*aux(1240) s(15538) =< s(15537)*aux(1240) s(15541) =< aux(1240) s(15588) =< s(15537)*s(15541) s(15589) =< s(15588) s(15590) =< s(15589)*aux(1240) s(15591) =< s(15576)*3 s(15592) =< s(15591) s(15542) =< s(15539)*s(15541) s(15543) =< s(15542) s(15544) =< s(15543)*aux(1240) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,E>=I+1] * Chain [527]: 17*s(15640)+284*s(15641)+116*s(15642)+8*s(15645)+8*s(15646)+9*s(15649)+9*s(15650)+42*s(15682)+714*s(15685)+60*s(15686)+3*s(15687)+3*s(15688)+54*s(15691)+606*s(15693)+48*s(15695)+276*s(15697)+42*s(15699)+114*s(15701)+36*s(15703)+20*s(15706)+20*s(15707)+36*s(15709)+12*s(15792)+12*s(15793)+6 Such that:aux(1247) =< 1 aux(1248) =< 3 aux(1249) =< E aux(1250) =< E-I s(15641) =< aux(1249) s(15682) =< aux(1248) s(15683) =< aux(1247)*3 s(15684) =< aux(1248)*3 s(15685) =< s(15683) s(15686) =< s(15684) s(15687) =< aux(1248) s(15688) =< aux(1248) s(15689) =< aux(1248)*2 s(15688) =< s(15689) s(15687) =< aux(1248)+aux(1247) s(15690) =< s(15684)*3 s(15691) =< s(15690) s(15692) =< s(15683)*3 s(15693) =< s(15692) s(15694) =< s(15690)*3 s(15695) =< s(15694) s(15696) =< s(15692)*3 s(15697) =< s(15696) s(15698) =< s(15694)*3 s(15699) =< s(15698) s(15700) =< s(15696)*3 s(15701) =< s(15700) s(15702) =< s(15698)*3 s(15703) =< s(15702) s(15647) =< aux(1249) s(15705) =< s(15641)*s(15647) s(15706) =< s(15705) s(15707) =< s(15706)*aux(1249) s(15708) =< s(15700)*3 s(15709) =< s(15708) s(15642) =< s(15641)*aux(1249) s(15640) =< aux(1250) s(15643) =< aux(1249) s(15643) =< aux(1249) s(15644) =< s(15640)*s(15643) s(15645) =< s(15644) s(15646) =< s(15645)*aux(1249) s(15648) =< s(15640)*s(15647) s(15649) =< s(15648) s(15650) =< s(15649)*aux(1249) s(15791) =< s(15641)*s(15643) s(15792) =< s(15791) s(15793) =< s(15792)*aux(1249) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,E>=I+2] * Chain [526]: 24*s(15869)+12*s(15872)+12*s(15873)+257*s(15874)+107*s(15875)+12*s(15878)+12*s(15879)+42*s(15911)+714*s(15914)+60*s(15915)+3*s(15916)+3*s(15917)+54*s(15920)+606*s(15922)+48*s(15924)+276*s(15926)+42*s(15928)+114*s(15930)+36*s(15932)+20*s(15935)+20*s(15936)+36*s(15938)+12*s(16021)+12*s(16022)+6 Such that:aux(1256) =< 1 aux(1257) =< 3 aux(1258) =< E aux(1259) =< E-I s(15874) =< aux(1258) s(15911) =< aux(1257) s(15912) =< aux(1256)*3 s(15913) =< aux(1257)*3 s(15914) =< s(15912) s(15915) =< s(15913) s(15916) =< aux(1257) s(15917) =< aux(1257) s(15918) =< aux(1257)*2 s(15917) =< s(15918) s(15916) =< aux(1257)+aux(1256) s(15919) =< s(15913)*3 s(15920) =< s(15919) s(15921) =< s(15912)*3 s(15922) =< s(15921) s(15923) =< s(15919)*3 s(15924) =< s(15923) s(15925) =< s(15921)*3 s(15926) =< s(15925) s(15927) =< s(15923)*3 s(15928) =< s(15927) s(15929) =< s(15925)*3 s(15930) =< s(15929) s(15931) =< s(15927)*3 s(15932) =< s(15931) s(15876) =< aux(1258) s(15934) =< s(15874)*s(15876) s(15935) =< s(15934) s(15936) =< s(15935)*aux(1258) s(15937) =< s(15929)*3 s(15938) =< s(15937) s(15875) =< s(15874)*aux(1258) s(15869) =< aux(1259) s(15870) =< aux(1258) s(15870) =< aux(1258) s(15871) =< s(15869)*s(15870) s(15872) =< s(15871) s(15873) =< s(15872)*aux(1258) s(15877) =< s(15869)*s(15876) s(15878) =< s(15877) s(15879) =< s(15878)*aux(1258) s(16020) =< s(15874)*s(15870) s(16021) =< s(16020) s(16022) =< s(16021)*aux(1258) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,E>=I+3] * Chain [525]: 8*s(16098)+4*s(16101)+4*s(16102)+21*s(16103)+11*s(16104)+4*s(16107)+4*s(16108)+3 Such that:s(16096) =< E s(16097) =< E-I s(16098) =< s(16097) s(16099) =< s(16096) s(16099) =< s(16096) s(16100) =< s(16098)*s(16099) s(16101) =< s(16100) s(16102) =< s(16101)*s(16096) s(16103) =< s(16096) s(16104) =< s(16103)*s(16096) s(16105) =< s(16096) s(16106) =< s(16098)*s(16105) s(16107) =< s(16106) s(16108) =< s(16107)*s(16096) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=3,E>=I+4] * Chain [524]: 2*s(16112)+2*s(16114)+2*s(16116)+2*s(16118)+2*s(16120)+12*s(16122)+25*s(16123)+2*s(16126)+2*s(16127)+9*s(16129)+2*s(16132)+2*s(16133)+3 Such that:aux(1262) =< 3 aux(1263) =< E s(16112) =< aux(1262) s(16113) =< aux(1262)*3 s(16114) =< s(16113) s(16115) =< s(16113)*3 s(16116) =< s(16115) s(16117) =< s(16115)*3 s(16118) =< s(16117) s(16119) =< s(16117)*3 s(16120) =< s(16119) s(16121) =< s(16119)*3 s(16122) =< s(16121) s(16123) =< aux(1263) s(16124) =< aux(1263) s(16124) =< aux(1263) s(16125) =< s(16123)*s(16124) s(16126) =< s(16125) s(16127) =< s(16126)*aux(1263) s(16129) =< s(16123)*aux(1263) s(16130) =< aux(1263) s(16131) =< s(16123)*s(16130) s(16132) =< s(16131) s(16133) =< s(16132)*aux(1263) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,F>=1,I>=E] * Chain [523]: 2*s(16159)+2*s(16163)+2*s(16164)+2*s(16168)+2*s(16170)+2*s(16172)+2*s(16174)+2*s(16176)+12*s(16178)+25*s(16179)+2*s(16182)+2*s(16183)+9*s(16185)+2*s(16188)+2*s(16189)+3 Such that:aux(1266) =< 3 aux(1267) =< E aux(1268) =< E-I s(16159) =< aux(1268) s(16168) =< aux(1266) s(16169) =< aux(1266)*3 s(16170) =< s(16169) s(16171) =< s(16169)*3 s(16172) =< s(16171) s(16173) =< s(16171)*3 s(16174) =< s(16173) s(16175) =< s(16173)*3 s(16176) =< s(16175) s(16177) =< s(16175)*3 s(16178) =< s(16177) s(16179) =< aux(1267) s(16180) =< aux(1267) s(16180) =< aux(1267) s(16181) =< s(16179)*s(16180) s(16182) =< s(16181) s(16183) =< s(16182)*aux(1267) s(16185) =< s(16179)*aux(1267) s(16161) =< aux(1267) s(16187) =< s(16179)*s(16161) s(16188) =< s(16187) s(16189) =< s(16188)*aux(1267) s(16162) =< s(16159)*s(16161) s(16163) =< s(16162) s(16164) =< s(16163)*aux(1267) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,F>=1,E>=I+1] * Chain [522]: 14*s(16223)+7*s(16226)+7*s(16227)+153*s(16228)+62*s(16229)+7*s(16232)+7*s(16233)+7*s(16237)+7*s(16239)+7*s(16241)+7*s(16243)+7*s(16245)+42*s(16247)+6*s(16251)+6*s(16252)+7*s(16257)+7*s(16258)+6 Such that:aux(1276) =< 3 aux(1277) =< E aux(1278) =< E-I s(16237) =< aux(1276) s(16238) =< aux(1276)*3 s(16239) =< s(16238) s(16240) =< s(16238)*3 s(16241) =< s(16240) s(16242) =< s(16240)*3 s(16243) =< s(16242) s(16244) =< s(16242)*3 s(16245) =< s(16244) s(16246) =< s(16244)*3 s(16247) =< s(16246) s(16228) =< aux(1277) s(16224) =< aux(1277) s(16224) =< aux(1277) s(16250) =< s(16228)*s(16224) s(16251) =< s(16250) s(16252) =< s(16251)*aux(1277) s(16229) =< s(16228)*aux(1277) s(16230) =< aux(1277) s(16256) =< s(16228)*s(16230) s(16257) =< s(16256) s(16258) =< s(16257)*aux(1277) s(16223) =< aux(1278) s(16225) =< s(16223)*s(16224) s(16226) =< s(16225) s(16227) =< s(16226)*aux(1277) s(16231) =< s(16223)*s(16230) s(16232) =< s(16231) s(16233) =< s(16232)*aux(1277) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,F>=1,E>=I+2] * Chain [521]: 14*s(16482)+7*s(16485)+7*s(16486)+110*s(16487)+43*s(16488)+7*s(16491)+7*s(16492)+7*s(16496)+7*s(16498)+7*s(16500)+7*s(16502)+7*s(16504)+42*s(16506)+6*s(16510)+6*s(16511)+7*s(16516)+7*s(16517)+6 Such that:aux(1286) =< 3 aux(1287) =< E aux(1288) =< E-I s(16496) =< aux(1286) s(16497) =< aux(1286)*3 s(16498) =< s(16497) s(16499) =< s(16497)*3 s(16500) =< s(16499) s(16501) =< s(16499)*3 s(16502) =< s(16501) s(16503) =< s(16501)*3 s(16504) =< s(16503) s(16505) =< s(16503)*3 s(16506) =< s(16505) s(16487) =< aux(1287) s(16483) =< aux(1287) s(16483) =< aux(1287) s(16509) =< s(16487)*s(16483) s(16510) =< s(16509) s(16511) =< s(16510)*aux(1287) s(16488) =< s(16487)*aux(1287) s(16489) =< aux(1287) s(16515) =< s(16487)*s(16489) s(16516) =< s(16515) s(16517) =< s(16516)*aux(1287) s(16482) =< aux(1288) s(16484) =< s(16482)*s(16483) s(16485) =< s(16484) s(16486) =< s(16485)*aux(1287) s(16490) =< s(16482)*s(16489) s(16491) =< s(16490) s(16492) =< s(16491)*aux(1287) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,F>=1,E>=I+3] * Chain [520]: 371*s(16741)+20*s(16744)+20*s(16745)+132*s(16747)+21*s(16750)+21*s(16751)+28*s(16759)+476*s(16762)+40*s(16763)+2*s(16764)+2*s(16765)+36*s(16768)+404*s(16770)+32*s(16772)+184*s(16774)+28*s(16776)+76*s(16778)+24*s(16780)+24*s(16793)+3 Such that:aux(1293) =< 1 aux(1294) =< 3 aux(1295) =< E s(16759) =< aux(1294) s(16760) =< aux(1293)*3 s(16761) =< aux(1294)*3 s(16762) =< s(16760) s(16763) =< s(16761) s(16764) =< aux(1294) s(16765) =< aux(1294) s(16766) =< aux(1294)*2 s(16765) =< s(16766) s(16764) =< aux(1294)+aux(1293) s(16767) =< s(16761)*3 s(16768) =< s(16767) s(16769) =< s(16760)*3 s(16770) =< s(16769) s(16771) =< s(16767)*3 s(16772) =< s(16771) s(16773) =< s(16769)*3 s(16774) =< s(16773) s(16775) =< s(16771)*3 s(16776) =< s(16775) s(16777) =< s(16773)*3 s(16778) =< s(16777) s(16779) =< s(16775)*3 s(16780) =< s(16779) s(16741) =< aux(1295) s(16742) =< aux(1295) s(16742) =< aux(1295) s(16743) =< s(16741)*s(16742) s(16744) =< s(16743) s(16745) =< s(16744)*aux(1295) s(16747) =< s(16741)*aux(1295) s(16748) =< aux(1295) s(16749) =< s(16741)*s(16748) s(16750) =< s(16749) s(16751) =< s(16750)*aux(1295) s(16792) =< s(16777)*3 s(16793) =< s(16792) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,I>=E] * Chain [519]: 421*s(16847)+146*s(16848)+5*s(16849)+5*s(16853)+5*s(16854)+20*s(16860)+20*s(16861)+21*s(16866)+21*s(16867)+28*s(16887)+476*s(16890)+40*s(16891)+2*s(16892)+2*s(16893)+36*s(16896)+404*s(16898)+32*s(16900)+184*s(16902)+28*s(16904)+76*s(16906)+24*s(16908)+24*s(16921)+3 Such that:aux(1301) =< 1 aux(1302) =< 3 aux(1303) =< E aux(1304) =< E-I s(16849) =< aux(1304) s(16887) =< aux(1302) s(16888) =< aux(1301)*3 s(16889) =< aux(1302)*3 s(16890) =< s(16888) s(16891) =< s(16889) s(16892) =< aux(1302) s(16893) =< aux(1302) s(16894) =< aux(1302)*2 s(16893) =< s(16894) s(16892) =< aux(1302)+aux(1301) s(16895) =< s(16889)*3 s(16896) =< s(16895) s(16897) =< s(16888)*3 s(16898) =< s(16897) s(16899) =< s(16895)*3 s(16900) =< s(16899) s(16901) =< s(16897)*3 s(16902) =< s(16901) s(16903) =< s(16899)*3 s(16904) =< s(16903) s(16905) =< s(16901)*3 s(16906) =< s(16905) s(16907) =< s(16903)*3 s(16908) =< s(16907) s(16847) =< aux(1303) s(16858) =< aux(1303) s(16858) =< aux(1303) s(16859) =< s(16847)*s(16858) s(16860) =< s(16859) s(16861) =< s(16860)*aux(1303) s(16848) =< s(16847)*aux(1303) s(16851) =< aux(1303) s(16865) =< s(16847)*s(16851) s(16866) =< s(16865) s(16867) =< s(16866)*aux(1303) s(16920) =< s(16905)*3 s(16921) =< s(16920) s(16852) =< s(16849)*s(16851) s(16853) =< s(16852) s(16854) =< s(16853)*aux(1303) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,E>=I+1] * Chain [518]: 37*s(16988)+1223*s(16989)+457*s(16990)+18*s(16993)+18*s(16994)+19*s(16997)+19*s(16998)+52*s(17017)+52*s(17018)+62*s(17023)+62*s(17024)+98*s(17058)+1666*s(17061)+140*s(17062)+7*s(17063)+7*s(17064)+126*s(17067)+1414*s(17069)+112*s(17071)+644*s(17073)+98*s(17075)+266*s(17077)+84*s(17079)+84*s(17092)+6 Such that:aux(1320) =< 1 aux(1321) =< 3 aux(1322) =< E aux(1323) =< E-I s(17058) =< aux(1321) s(17059) =< aux(1320)*3 s(17060) =< aux(1321)*3 s(17061) =< s(17059) s(17062) =< s(17060) s(17063) =< aux(1321) s(17064) =< aux(1321) s(17065) =< aux(1321)*2 s(17064) =< s(17065) s(17063) =< aux(1321)+aux(1320) s(17066) =< s(17060)*3 s(17067) =< s(17066) s(17068) =< s(17059)*3 s(17069) =< s(17068) s(17070) =< s(17066)*3 s(17071) =< s(17070) s(17072) =< s(17068)*3 s(17073) =< s(17072) s(17074) =< s(17070)*3 s(17075) =< s(17074) s(17076) =< s(17072)*3 s(17077) =< s(17076) s(17078) =< s(17074)*3 s(17079) =< s(17078) s(16989) =< aux(1322) s(16991) =< aux(1322) s(16991) =< aux(1322) s(17016) =< s(16989)*s(16991) s(17017) =< s(17016) s(17018) =< s(17017)*aux(1322) s(16990) =< s(16989)*aux(1322) s(16995) =< aux(1322) s(17022) =< s(16989)*s(16995) s(17023) =< s(17022) s(17024) =< s(17023)*aux(1322) s(17091) =< s(17076)*3 s(17092) =< s(17091) s(16988) =< aux(1323) s(16992) =< s(16988)*s(16991) s(16993) =< s(16992) s(16994) =< s(16993)*aux(1322) s(16996) =< s(16988)*s(16995) s(16997) =< s(16996) s(16998) =< s(16997)*aux(1322) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,E>=I+2] * Chain [517]: 44*s(17561)+22*s(17564)+22*s(17565)+1102*s(17566)+412*s(17567)+22*s(17570)+22*s(17571)+52*s(17590)+52*s(17591)+62*s(17596)+62*s(17597)+98*s(17631)+1666*s(17634)+140*s(17635)+7*s(17636)+7*s(17637)+126*s(17640)+1414*s(17642)+112*s(17644)+644*s(17646)+98*s(17648)+266*s(17650)+84*s(17652)+84*s(17665)+6 Such that:aux(1339) =< 1 aux(1340) =< 3 aux(1341) =< E aux(1342) =< E-I s(17631) =< aux(1340) s(17632) =< aux(1339)*3 s(17633) =< aux(1340)*3 s(17634) =< s(17632) s(17635) =< s(17633) s(17636) =< aux(1340) s(17637) =< aux(1340) s(17638) =< aux(1340)*2 s(17637) =< s(17638) s(17636) =< aux(1340)+aux(1339) s(17639) =< s(17633)*3 s(17640) =< s(17639) s(17641) =< s(17632)*3 s(17642) =< s(17641) s(17643) =< s(17639)*3 s(17644) =< s(17643) s(17645) =< s(17641)*3 s(17646) =< s(17645) s(17647) =< s(17643)*3 s(17648) =< s(17647) s(17649) =< s(17645)*3 s(17650) =< s(17649) s(17651) =< s(17647)*3 s(17652) =< s(17651) s(17566) =< aux(1341) s(17562) =< aux(1341) s(17562) =< aux(1341) s(17589) =< s(17566)*s(17562) s(17590) =< s(17589) s(17591) =< s(17590)*aux(1341) s(17567) =< s(17566)*aux(1341) s(17568) =< aux(1341) s(17595) =< s(17566)*s(17568) s(17596) =< s(17595) s(17597) =< s(17596)*aux(1341) s(17664) =< s(17649)*3 s(17665) =< s(17664) s(17561) =< aux(1342) s(17563) =< s(17561)*s(17562) s(17564) =< s(17563) s(17565) =< s(17564)*aux(1341) s(17569) =< s(17561)*s(17568) s(17570) =< s(17569) s(17571) =< s(17570)*aux(1341) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,E>=I+3] * Chain [516]: 8*s(18134)+4*s(18137)+4*s(18138)+33*s(18139)+15*s(18140)+4*s(18143)+4*s(18144)+3 Such that:s(18132) =< E s(18133) =< E-I s(18134) =< s(18133) s(18135) =< s(18132) s(18135) =< s(18132) s(18136) =< s(18134)*s(18135) s(18137) =< s(18136) s(18138) =< s(18137)*s(18132) s(18139) =< s(18132) s(18140) =< s(18139)*s(18132) s(18141) =< s(18132) s(18142) =< s(18134)*s(18141) s(18143) =< s(18142) s(18144) =< s(18143)*s(18132) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=4,E>=I+4] * Chain [515]: 2*s(18148)+2*s(18150)+2*s(18152)+2*s(18154)+2*s(18156)+12*s(18158)+16*s(18159)+2*s(18162)+2*s(18163)+6*s(18165)+2*s(18168)+2*s(18169)+3 Such that:aux(1345) =< 3 aux(1346) =< E s(18148) =< aux(1345) s(18149) =< aux(1345)*3 s(18150) =< s(18149) s(18151) =< s(18149)*3 s(18152) =< s(18151) s(18153) =< s(18151)*3 s(18154) =< s(18153) s(18155) =< s(18153)*3 s(18156) =< s(18155) s(18157) =< s(18155)*3 s(18158) =< s(18157) s(18159) =< aux(1346) s(18160) =< aux(1346) s(18160) =< aux(1346) s(18161) =< s(18159)*s(18160) s(18162) =< s(18161) s(18163) =< s(18162)*aux(1346) s(18165) =< s(18159)*aux(1346) s(18166) =< aux(1346) s(18167) =< s(18159)*s(18166) s(18168) =< s(18167) s(18169) =< s(18168)*aux(1346) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,F>=1,I>=E] * Chain [514]: 2*s(18195)+2*s(18199)+2*s(18200)+2*s(18204)+2*s(18206)+2*s(18208)+2*s(18210)+2*s(18212)+12*s(18214)+16*s(18215)+2*s(18218)+2*s(18219)+6*s(18221)+2*s(18224)+2*s(18225)+3 Such that:aux(1349) =< 3 aux(1350) =< E aux(1351) =< E-I s(18195) =< aux(1351) s(18204) =< aux(1349) s(18205) =< aux(1349)*3 s(18206) =< s(18205) s(18207) =< s(18205)*3 s(18208) =< s(18207) s(18209) =< s(18207)*3 s(18210) =< s(18209) s(18211) =< s(18209)*3 s(18212) =< s(18211) s(18213) =< s(18211)*3 s(18214) =< s(18213) s(18215) =< aux(1350) s(18216) =< aux(1350) s(18216) =< aux(1350) s(18217) =< s(18215)*s(18216) s(18218) =< s(18217) s(18219) =< s(18218)*aux(1350) s(18221) =< s(18215)*aux(1350) s(18197) =< aux(1350) s(18223) =< s(18215)*s(18197) s(18224) =< s(18223) s(18225) =< s(18224)*aux(1350) s(18198) =< s(18195)*s(18197) s(18199) =< s(18198) s(18200) =< s(18199)*aux(1350) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,F>=1,E>=I+1] * Chain [513]: 22*s(18259)+11*s(18262)+11*s(18263)+190*s(18264)+81*s(18265)+11*s(18268)+11*s(18269)+11*s(18273)+11*s(18275)+11*s(18277)+11*s(18279)+11*s(18281)+66*s(18283)+10*s(18287)+10*s(18288)+11*s(18293)+11*s(18294)+6 Such that:aux(1363) =< 3 aux(1364) =< E aux(1365) =< E-I s(18273) =< aux(1363) s(18274) =< aux(1363)*3 s(18275) =< s(18274) s(18276) =< s(18274)*3 s(18277) =< s(18276) s(18278) =< s(18276)*3 s(18279) =< s(18278) s(18280) =< s(18278)*3 s(18281) =< s(18280) s(18282) =< s(18280)*3 s(18283) =< s(18282) s(18264) =< aux(1364) s(18260) =< aux(1364) s(18260) =< aux(1364) s(18286) =< s(18264)*s(18260) s(18287) =< s(18286) s(18288) =< s(18287)*aux(1364) s(18265) =< s(18264)*aux(1364) s(18266) =< aux(1364) s(18292) =< s(18264)*s(18266) s(18293) =< s(18292) s(18294) =< s(18293)*aux(1364) s(18259) =< aux(1365) s(18261) =< s(18259)*s(18260) s(18262) =< s(18261) s(18263) =< s(18262)*aux(1364) s(18267) =< s(18259)*s(18266) s(18268) =< s(18267) s(18269) =< s(18268)*aux(1364) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,F>=1,E>=I+2] * Chain [512]: 22*s(18670)+11*s(18673)+11*s(18674)+140*s(18675)+57*s(18676)+11*s(18679)+11*s(18680)+11*s(18684)+11*s(18686)+11*s(18688)+11*s(18690)+11*s(18692)+66*s(18694)+10*s(18698)+10*s(18699)+11*s(18704)+11*s(18705)+6 Such that:aux(1377) =< 3 aux(1378) =< E aux(1379) =< E-I s(18684) =< aux(1377) s(18685) =< aux(1377)*3 s(18686) =< s(18685) s(18687) =< s(18685)*3 s(18688) =< s(18687) s(18689) =< s(18687)*3 s(18690) =< s(18689) s(18691) =< s(18689)*3 s(18692) =< s(18691) s(18693) =< s(18691)*3 s(18694) =< s(18693) s(18675) =< aux(1378) s(18671) =< aux(1378) s(18671) =< aux(1378) s(18697) =< s(18675)*s(18671) s(18698) =< s(18697) s(18699) =< s(18698)*aux(1378) s(18676) =< s(18675)*aux(1378) s(18677) =< aux(1378) s(18703) =< s(18675)*s(18677) s(18704) =< s(18703) s(18705) =< s(18704)*aux(1378) s(18670) =< aux(1379) s(18672) =< s(18670)*s(18671) s(18673) =< s(18672) s(18674) =< s(18673)*aux(1378) s(18678) =< s(18670)*s(18677) s(18679) =< s(18678) s(18680) =< s(18679)*aux(1378) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,F>=1,E>=I+3] * Chain [511]: 239*s(19080)+98*s(19081)+28*s(19086)+476*s(19089)+40*s(19090)+2*s(19091)+2*s(19092)+36*s(19095)+404*s(19097)+32*s(19099)+184*s(19101)+28*s(19103)+76*s(19105)+24*s(19107)+16*s(19111)+16*s(19112)+17*s(19117)+17*s(19118)+24*s(19120)+3 Such that:aux(1383) =< 1 aux(1384) =< 3 aux(1385) =< E s(19086) =< aux(1384) s(19087) =< aux(1383)*3 s(19088) =< aux(1384)*3 s(19089) =< s(19087) s(19090) =< s(19088) s(19091) =< aux(1384) s(19092) =< aux(1384) s(19093) =< aux(1384)*2 s(19092) =< s(19093) s(19091) =< aux(1384)+aux(1383) s(19094) =< s(19088)*3 s(19095) =< s(19094) s(19096) =< s(19087)*3 s(19097) =< s(19096) s(19098) =< s(19094)*3 s(19099) =< s(19098) s(19100) =< s(19096)*3 s(19101) =< s(19100) s(19102) =< s(19098)*3 s(19103) =< s(19102) s(19104) =< s(19100)*3 s(19105) =< s(19104) s(19106) =< s(19102)*3 s(19107) =< s(19106) s(19080) =< aux(1385) s(19109) =< aux(1385) s(19109) =< aux(1385) s(19110) =< s(19080)*s(19109) s(19111) =< s(19110) s(19112) =< s(19111)*aux(1385) s(19081) =< s(19080)*aux(1385) s(19115) =< aux(1385) s(19116) =< s(19080)*s(19115) s(19117) =< s(19116) s(19118) =< s(19117)*aux(1385) s(19119) =< s(19104)*3 s(19120) =< s(19119) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,I>=E] * Chain [510]: 278*s(19174)+114*s(19175)+4*s(19176)+4*s(19180)+4*s(19181)+28*s(19195)+476*s(19198)+40*s(19199)+2*s(19200)+2*s(19201)+36*s(19204)+404*s(19206)+32*s(19208)+184*s(19210)+28*s(19212)+76*s(19214)+24*s(19216)+16*s(19220)+16*s(19221)+17*s(19226)+17*s(19227)+24*s(19229)+3 Such that:aux(1390) =< 1 aux(1391) =< 3 aux(1392) =< E aux(1393) =< E-I s(19176) =< aux(1393) s(19195) =< aux(1391) s(19196) =< aux(1390)*3 s(19197) =< aux(1391)*3 s(19198) =< s(19196) s(19199) =< s(19197) s(19200) =< aux(1391) s(19201) =< aux(1391) s(19202) =< aux(1391)*2 s(19201) =< s(19202) s(19200) =< aux(1391)+aux(1390) s(19203) =< s(19197)*3 s(19204) =< s(19203) s(19205) =< s(19196)*3 s(19206) =< s(19205) s(19207) =< s(19203)*3 s(19208) =< s(19207) s(19209) =< s(19205)*3 s(19210) =< s(19209) s(19211) =< s(19207)*3 s(19212) =< s(19211) s(19213) =< s(19209)*3 s(19214) =< s(19213) s(19215) =< s(19211)*3 s(19216) =< s(19215) s(19174) =< aux(1392) s(19218) =< aux(1392) s(19218) =< aux(1392) s(19219) =< s(19174)*s(19218) s(19220) =< s(19219) s(19221) =< s(19220)*aux(1392) s(19175) =< s(19174)*aux(1392) s(19178) =< aux(1392) s(19225) =< s(19174)*s(19178) s(19226) =< s(19225) s(19227) =< s(19226)*aux(1392) s(19228) =< s(19213)*3 s(19229) =< s(19228) s(19179) =< s(19176)*s(19178) s(19180) =< s(19179) s(19181) =< s(19180)*aux(1392) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,E>=I+1] * Chain [509]: 51*s(19296)+1551*s(19297)+628*s(19298)+25*s(19301)+25*s(19302)+26*s(19305)+26*s(19306)+154*s(19340)+2618*s(19343)+220*s(19344)+11*s(19345)+11*s(19346)+198*s(19349)+2222*s(19351)+176*s(19353)+1012*s(19355)+154*s(19357)+418*s(19359)+132*s(19361)+80*s(19365)+80*s(19366)+92*s(19371)+92*s(19372)+132*s(19374)+6 Such that:aux(1416) =< 1 aux(1417) =< 3 aux(1418) =< E aux(1419) =< E-I s(19340) =< aux(1417) s(19341) =< aux(1416)*3 s(19342) =< aux(1417)*3 s(19343) =< s(19341) s(19344) =< s(19342) s(19345) =< aux(1417) s(19346) =< aux(1417) s(19347) =< aux(1417)*2 s(19346) =< s(19347) s(19345) =< aux(1417)+aux(1416) s(19348) =< s(19342)*3 s(19349) =< s(19348) s(19350) =< s(19341)*3 s(19351) =< s(19350) s(19352) =< s(19348)*3 s(19353) =< s(19352) s(19354) =< s(19350)*3 s(19355) =< s(19354) s(19356) =< s(19352)*3 s(19357) =< s(19356) s(19358) =< s(19354)*3 s(19359) =< s(19358) s(19360) =< s(19356)*3 s(19361) =< s(19360) s(19297) =< aux(1418) s(19299) =< aux(1418) s(19299) =< aux(1418) s(19364) =< s(19297)*s(19299) s(19365) =< s(19364) s(19366) =< s(19365)*aux(1418) s(19298) =< s(19297)*aux(1418) s(19303) =< aux(1418) s(19370) =< s(19297)*s(19303) s(19371) =< s(19370) s(19372) =< s(19371)*aux(1418) s(19373) =< s(19358)*3 s(19374) =< s(19373) s(19296) =< aux(1419) s(19300) =< s(19296)*s(19299) s(19301) =< s(19300) s(19302) =< s(19301)*aux(1418) s(19304) =< s(19296)*s(19303) s(19305) =< s(19304) s(19306) =< s(19305)*aux(1418) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,E>=I+2] * Chain [508]: 58*s(20135)+29*s(20138)+29*s(20139)+1425*s(20140)+571*s(20141)+29*s(20144)+29*s(20145)+154*s(20179)+2618*s(20182)+220*s(20183)+11*s(20184)+11*s(20185)+198*s(20188)+2222*s(20190)+176*s(20192)+1012*s(20194)+154*s(20196)+418*s(20198)+132*s(20200)+80*s(20204)+80*s(20205)+92*s(20210)+92*s(20211)+132*s(20213)+6 Such that:aux(1442) =< 1 aux(1443) =< 3 aux(1444) =< E aux(1445) =< E-I s(20179) =< aux(1443) s(20180) =< aux(1442)*3 s(20181) =< aux(1443)*3 s(20182) =< s(20180) s(20183) =< s(20181) s(20184) =< aux(1443) s(20185) =< aux(1443) s(20186) =< aux(1443)*2 s(20185) =< s(20186) s(20184) =< aux(1443)+aux(1442) s(20187) =< s(20181)*3 s(20188) =< s(20187) s(20189) =< s(20180)*3 s(20190) =< s(20189) s(20191) =< s(20187)*3 s(20192) =< s(20191) s(20193) =< s(20189)*3 s(20194) =< s(20193) s(20195) =< s(20191)*3 s(20196) =< s(20195) s(20197) =< s(20193)*3 s(20198) =< s(20197) s(20199) =< s(20195)*3 s(20200) =< s(20199) s(20140) =< aux(1444) s(20136) =< aux(1444) s(20136) =< aux(1444) s(20203) =< s(20140)*s(20136) s(20204) =< s(20203) s(20205) =< s(20204)*aux(1444) s(20141) =< s(20140)*aux(1444) s(20142) =< aux(1444) s(20209) =< s(20140)*s(20142) s(20210) =< s(20209) s(20211) =< s(20210)*aux(1444) s(20212) =< s(20197)*3 s(20213) =< s(20212) s(20135) =< aux(1445) s(20137) =< s(20135)*s(20136) s(20138) =< s(20137) s(20139) =< s(20138)*aux(1444) s(20143) =< s(20135)*s(20142) s(20144) =< s(20143) s(20145) =< s(20144)*aux(1444) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,E>=I+3] * Chain [507]: 8*s(20974)+4*s(20977)+4*s(20978)+21*s(20979)+11*s(20980)+4*s(20983)+4*s(20984)+3 Such that:s(20972) =< E s(20973) =< E-I s(20974) =< s(20973) s(20975) =< s(20972) s(20975) =< s(20972) s(20976) =< s(20974)*s(20975) s(20977) =< s(20976) s(20978) =< s(20977)*s(20972) s(20979) =< s(20972) s(20980) =< s(20979)*s(20972) s(20981) =< s(20972) s(20982) =< s(20974)*s(20981) s(20983) =< s(20982) s(20984) =< s(20983)*s(20972) with precondition: [A=11,B=1,C=1,D=3,G=1,E>=5,E>=I+4] * Chain [506]: 0 with precondition: [A=11,B=1,C=1,D=3,G=1,I>=E] * Chain [505]: 0 with precondition: [A=11,B=1,C=1,D=3,G=1,E>=I+1] #### Cost of chains of f26_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y): * Chain [663]: 0 with precondition: [A=3,B=1,C=1,D=3,F=1,G=1] * Chain [662]: 29919 with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,I=0] * Chain [661]: 3*s(21031)+3*s(21032)+10*s(21036)+17*s(21038)+238*s(21041)+23*s(21042)+1*s(21043)+1*s(21044)+21*s(21047)+202*s(21049)+19*s(21051)+92*s(21053)+17*s(21055)+38*s(21057)+30*s(21059)+12*s(21061)+2 Such that:aux(1453) =< 1 aux(1454) =< 3 aux(1455) =< -I+1 s(21031) =< aux(1455) s(21036) =< aux(1453) s(21038) =< aux(1454) s(21039) =< aux(1453)*3 s(21040) =< aux(1454)*3 s(21041) =< s(21039) s(21042) =< s(21040) s(21043) =< aux(1454) s(21044) =< aux(1454) s(21045) =< aux(1454)*2 s(21044) =< s(21045) s(21043) =< aux(1454)+aux(1453) s(21046) =< s(21040)*3 s(21047) =< s(21046) s(21048) =< s(21039)*3 s(21049) =< s(21048) s(21050) =< s(21046)*3 s(21051) =< s(21050) s(21052) =< s(21048)*3 s(21053) =< s(21052) s(21054) =< s(21050)*3 s(21055) =< s(21054) s(21056) =< s(21052)*3 s(21057) =< s(21056) s(21058) =< s(21054)*3 s(21059) =< s(21058) s(21060) =< s(21056)*3 s(21061) =< s(21060) s(21032) =< s(21031)*aux(1453) with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,0>=I] * Chain [660]: 11*s(21086)+12*s(21087)+12*s(21088)+15*s(21096)+21*s(21098)+19*s(21100)+17*s(21102)+15*s(21104)+18*s(21106)+238*s(21119)+1*s(21121)+1*s(21122)+202*s(21127)+92*s(21131)+38*s(21135)+12*s(21139)+2 Such that:aux(1459) =< 1 aux(1460) =< 3 aux(1461) =< -I s(21086) =< aux(1459) s(21087) =< aux(1461) s(21088) =< s(21087)*aux(1459) s(21096) =< aux(1460) s(21097) =< aux(1460)*3 s(21098) =< s(21097) s(21099) =< s(21097)*3 s(21100) =< s(21099) s(21101) =< s(21099)*3 s(21102) =< s(21101) s(21103) =< s(21101)*3 s(21104) =< s(21103) s(21105) =< s(21103)*3 s(21106) =< s(21105) s(21117) =< aux(1459)*3 s(21119) =< s(21117) s(21121) =< aux(1460) s(21122) =< aux(1460) s(21123) =< aux(1460)*2 s(21122) =< s(21123) s(21121) =< aux(1460)+aux(1459) s(21126) =< s(21117)*3 s(21127) =< s(21126) s(21130) =< s(21126)*3 s(21131) =< s(21130) s(21134) =< s(21130)*3 s(21135) =< s(21134) s(21138) =< s(21134)*3 s(21139) =< s(21138) with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,0>=I+1] * Chain [659]: 16*s(21156)+16*s(21157)+12*s(21158)+15*s(21166)+21*s(21168)+19*s(21170)+17*s(21172)+15*s(21174)+18*s(21176)+238*s(21189)+1*s(21191)+1*s(21192)+202*s(21197)+92*s(21201)+38*s(21205)+12*s(21209)+2 Such that:aux(1465) =< 1 aux(1466) =< 3 aux(1467) =< -I s(21156) =< aux(1467) s(21157) =< s(21156)*aux(1465) s(21158) =< aux(1465) s(21166) =< aux(1466) s(21167) =< aux(1466)*3 s(21168) =< s(21167) s(21169) =< s(21167)*3 s(21170) =< s(21169) s(21171) =< s(21169)*3 s(21172) =< s(21171) s(21173) =< s(21171)*3 s(21174) =< s(21173) s(21175) =< s(21173)*3 s(21176) =< s(21175) s(21187) =< aux(1465)*3 s(21189) =< s(21187) s(21191) =< aux(1466) s(21192) =< aux(1466) s(21193) =< aux(1466)*2 s(21192) =< s(21193) s(21191) =< aux(1466)+aux(1465) s(21196) =< s(21187)*3 s(21197) =< s(21196) s(21200) =< s(21196)*3 s(21201) =< s(21200) s(21204) =< s(21200)*3 s(21205) =< s(21204) s(21208) =< s(21204)*3 s(21209) =< s(21208) with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,0>=I+2] * Chain [658]: 4*s(21226)+4*s(21227)+1*s(21228)+2 Such that:s(21224) =< 1 s(21225) =< -I s(21226) =< s(21225) s(21227) =< s(21226)*s(21224) s(21228) =< s(21224) with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,0>=I+3] * Chain [657]: 39391 with precondition: [A=12,B=1,C=1,D=3,E=1,F=1,G=1,I>=1] * Chain [656]: 90226 with precondition: [A=12,B=1,C=1,D=3,E=2,F=1,G=1,I=1] * Chain [655]: 4*s(21437)+4*s(21438)+21*s(21443)+11*s(21446)+11*s(21447)+45*s(21448)+714*s(21451)+63*s(21452)+3*s(21453)+3*s(21454)+57*s(21457)+606*s(21459)+51*s(21461)+276*s(21463)+45*s(21465)+114*s(21467)+54*s(21469)+41*s(21470)+19*s(21473)+19*s(21474)+22*s(21476)+22*s(21477)+36*s(21479)+5*s(21481)+6 Such that:aux(1487) =< 1 aux(1488) =< 2 aux(1489) =< 3 aux(1490) =< -I+2 s(21437) =< aux(1490) s(21443) =< aux(1488) s(21444) =< aux(1488) s(21445) =< s(21443)*s(21444) s(21446) =< s(21445) s(21447) =< s(21446)*aux(1488) s(21448) =< aux(1489) s(21449) =< aux(1487)*3 s(21450) =< aux(1489)*3 s(21451) =< s(21449) s(21452) =< s(21450) s(21453) =< aux(1489) s(21454) =< aux(1489) s(21455) =< aux(1489)*2 s(21454) =< s(21455) s(21453) =< aux(1489)+aux(1487) s(21456) =< s(21450)*3 s(21457) =< s(21456) s(21458) =< s(21449)*3 s(21459) =< s(21458) s(21460) =< s(21456)*3 s(21461) =< s(21460) s(21462) =< s(21458)*3 s(21463) =< s(21462) s(21464) =< s(21460)*3 s(21465) =< s(21464) s(21466) =< s(21462)*3 s(21467) =< s(21466) s(21468) =< s(21464)*3 s(21469) =< s(21468) s(21470) =< aux(1487) s(21471) =< aux(1488) s(21471) =< aux(1488) s(21472) =< s(21470)*s(21471) s(21473) =< s(21472) s(21474) =< s(21473)*aux(1488) s(21475) =< s(21470)*s(21444) s(21476) =< s(21475) s(21477) =< s(21476)*aux(1488) s(21478) =< s(21466)*3 s(21479) =< s(21478) s(21481) =< s(21443)*aux(1488) s(21438) =< s(21437)*aux(1488) with precondition: [A=12,B=1,C=1,D=3,E=2,F=1,G=1,1>=I] * Chain [654]: 8*s(21604)+8*s(21605)+37*s(21606)+45*s(21611)+63*s(21613)+57*s(21615)+51*s(21617)+45*s(21619)+54*s(21621)+41*s(21622)+19*s(21625)+19*s(21626)+22*s(21629)+22*s(21630)+11*s(21632)+11*s(21633)+714*s(21691)+3*s(21693)+3*s(21694)+606*s(21699)+276*s(21703)+114*s(21707)+36*s(21719)+5*s(21721)+8 Such that:aux(1497) =< 1 aux(1498) =< 2 aux(1499) =< 3 aux(1500) =< -I+2 s(21606) =< aux(1498) s(21611) =< aux(1499) s(21612) =< aux(1499)*3 s(21613) =< s(21612) s(21614) =< s(21612)*3 s(21615) =< s(21614) s(21616) =< s(21614)*3 s(21617) =< s(21616) s(21618) =< s(21616)*3 s(21619) =< s(21618) s(21620) =< s(21618)*3 s(21621) =< s(21620) s(21622) =< aux(1497) s(21623) =< aux(1498) s(21623) =< aux(1498) s(21624) =< s(21622)*s(21623) s(21625) =< s(21624) s(21626) =< s(21625)*aux(1498) s(21627) =< aux(1498) s(21628) =< s(21622)*s(21627) s(21629) =< s(21628) s(21630) =< s(21629)*aux(1498) s(21631) =< s(21606)*s(21627) s(21632) =< s(21631) s(21633) =< s(21632)*aux(1498) s(21604) =< aux(1500) s(21605) =< s(21604)*aux(1498) s(21689) =< aux(1497)*3 s(21691) =< s(21689) s(21693) =< aux(1499) s(21694) =< aux(1499) s(21695) =< aux(1499)*2 s(21694) =< s(21695) s(21693) =< aux(1499)+aux(1497) s(21698) =< s(21689)*3 s(21699) =< s(21698) s(21702) =< s(21698)*3 s(21703) =< s(21702) s(21706) =< s(21702)*3 s(21707) =< s(21706) s(21718) =< s(21706)*3 s(21719) =< s(21718) s(21721) =< s(21606)*aux(1498) with precondition: [A=12,B=1,C=1,D=3,E=2,F=1,G=1,0>=I] * Chain [653]: 8*s(21778)+8*s(21779)+29*s(21780)+45*s(21785)+63*s(21787)+57*s(21789)+51*s(21791)+45*s(21793)+54*s(21795)+41*s(21796)+19*s(21799)+19*s(21800)+22*s(21803)+22*s(21804)+11*s(21806)+11*s(21807)+714*s(21865)+3*s(21867)+3*s(21868)+606*s(21873)+276*s(21877)+114*s(21881)+36*s(21893)+5*s(21895)+8 Such that:aux(1507) =< 1 aux(1508) =< 2 aux(1509) =< 3 aux(1510) =< -I+2 s(21780) =< aux(1508) s(21785) =< aux(1509) s(21786) =< aux(1509)*3 s(21787) =< s(21786) s(21788) =< s(21786)*3 s(21789) =< s(21788) s(21790) =< s(21788)*3 s(21791) =< s(21790) s(21792) =< s(21790)*3 s(21793) =< s(21792) s(21794) =< s(21792)*3 s(21795) =< s(21794) s(21796) =< aux(1507) s(21797) =< aux(1508) s(21797) =< aux(1508) s(21798) =< s(21796)*s(21797) s(21799) =< s(21798) s(21800) =< s(21799)*aux(1508) s(21801) =< aux(1508) s(21802) =< s(21796)*s(21801) s(21803) =< s(21802) s(21804) =< s(21803)*aux(1508) s(21805) =< s(21780)*s(21801) s(21806) =< s(21805) s(21807) =< s(21806)*aux(1508) s(21778) =< aux(1510) s(21779) =< s(21778)*aux(1508) s(21863) =< aux(1507)*3 s(21865) =< s(21863) s(21867) =< aux(1509) s(21868) =< aux(1509) s(21869) =< aux(1509)*2 s(21868) =< s(21869) s(21867) =< aux(1509)+aux(1507) s(21872) =< s(21863)*3 s(21873) =< s(21872) s(21876) =< s(21872)*3 s(21877) =< s(21876) s(21880) =< s(21876)*3 s(21881) =< s(21880) s(21892) =< s(21880)*3 s(21893) =< s(21892) s(21895) =< s(21780)*aux(1508) with precondition: [A=12,B=1,C=1,D=3,E=2,F=1,G=1,0>=I+1] * Chain [652]: 90208 with precondition: [A=12,B=1,C=1,D=3,E=2,F=1,G=1,I>=2] * Chain [651]: 0 with precondition: [A=12,B=1,C=1,D=3,F=1,G=1] * Chain [650]: 35*s(22105)+15*s(22110)+21*s(22112)+19*s(22114)+17*s(22116)+15*s(22118)+18*s(22120)+17*s(22123)+17*s(22124)+238*s(22141)+1*s(22143)+1*s(22144)+202*s(22149)+92*s(22153)+38*s(22157)+12*s(22165)+4*s(22166)+3 Such that:s(22132) =< 1 aux(1521) =< 3 aux(1522) =< I+1 s(22105) =< aux(1522) s(22110) =< aux(1521) s(22139) =< s(22132)*3 s(22111) =< aux(1521)*3 s(22141) =< s(22139) s(22112) =< s(22111) s(22143) =< aux(1521) s(22144) =< aux(1521) s(22145) =< aux(1521)*2 s(22144) =< s(22145) s(22143) =< aux(1521)+s(22132) s(22113) =< s(22111)*3 s(22114) =< s(22113) s(22148) =< s(22139)*3 s(22149) =< s(22148) s(22115) =< s(22113)*3 s(22116) =< s(22115) s(22152) =< s(22148)*3 s(22153) =< s(22152) s(22117) =< s(22115)*3 s(22118) =< s(22117) s(22156) =< s(22152)*3 s(22157) =< s(22156) s(22119) =< s(22117)*3 s(22120) =< s(22119) s(22121) =< aux(1522) s(22122) =< s(22105)*s(22121) s(22123) =< s(22122) s(22124) =< s(22123)*aux(1522) s(22164) =< s(22156)*3 s(22165) =< s(22164) s(22166) =< s(22105)*aux(1522) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E=I+1,E>=2] * Chain [649]: 1813*s(22184)+255*s(22189)+357*s(22191)+323*s(22193)+289*s(22195)+255*s(22197)+306*s(22199)+136*s(22203)+136*s(22204)+668*s(22205)+203*s(22208)+203*s(22209)+4046*s(22289)+17*s(22291)+17*s(22292)+3434*s(22297)+1564*s(22301)+646*s(22305)+204*s(22319)+8 Such that:aux(1538) =< 1 aux(1539) =< 3 aux(1540) =< I+1 s(22184) =< aux(1540) s(22189) =< aux(1539) s(22287) =< aux(1538)*3 s(22190) =< aux(1539)*3 s(22289) =< s(22287) s(22191) =< s(22190) s(22291) =< aux(1539) s(22292) =< aux(1539) s(22293) =< aux(1539)*2 s(22292) =< s(22293) s(22291) =< aux(1539)+aux(1538) s(22192) =< s(22190)*3 s(22193) =< s(22192) s(22296) =< s(22287)*3 s(22297) =< s(22296) s(22194) =< s(22192)*3 s(22195) =< s(22194) s(22300) =< s(22296)*3 s(22301) =< s(22300) s(22196) =< s(22194)*3 s(22197) =< s(22196) s(22304) =< s(22300)*3 s(22305) =< s(22304) s(22198) =< s(22196)*3 s(22199) =< s(22198) s(22201) =< aux(1540) s(22201) =< aux(1540) s(22202) =< s(22184)*s(22201) s(22203) =< s(22202) s(22204) =< s(22203)*aux(1540) s(22205) =< s(22184)*aux(1540) s(22206) =< aux(1540) s(22207) =< s(22184)*s(22206) s(22208) =< s(22207) s(22209) =< s(22208)*aux(1540) s(22318) =< s(22304)*3 s(22319) =< s(22318) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E=I+1,E>=3] * Chain [648]: 6472*s(22731)+480*s(22736)+672*s(22738)+608*s(22740)+544*s(22742)+480*s(22744)+576*s(22746)+400*s(22750)+400*s(22751)+2310*s(22752)+462*s(22755)+462*s(22756)+7616*s(22851)+32*s(22853)+32*s(22854)+6464*s(22859)+2944*s(22863)+1216*s(22867)+384*s(22881)+8 Such that:aux(1557) =< 1 aux(1558) =< 3 aux(1559) =< I+1 s(22731) =< aux(1559) s(22736) =< aux(1558) s(22849) =< aux(1557)*3 s(22737) =< aux(1558)*3 s(22851) =< s(22849) s(22738) =< s(22737) s(22853) =< aux(1558) s(22854) =< aux(1558) s(22855) =< aux(1558)*2 s(22854) =< s(22855) s(22853) =< aux(1558)+aux(1557) s(22739) =< s(22737)*3 s(22740) =< s(22739) s(22858) =< s(22849)*3 s(22859) =< s(22858) s(22741) =< s(22739)*3 s(22742) =< s(22741) s(22862) =< s(22858)*3 s(22863) =< s(22862) s(22743) =< s(22741)*3 s(22744) =< s(22743) s(22866) =< s(22862)*3 s(22867) =< s(22866) s(22745) =< s(22743)*3 s(22746) =< s(22745) s(22748) =< aux(1559) s(22748) =< aux(1559) s(22749) =< s(22731)*s(22748) s(22750) =< s(22749) s(22751) =< s(22750)*aux(1559) s(22752) =< s(22731)*aux(1559) s(22753) =< aux(1559) s(22754) =< s(22731)*s(22753) s(22755) =< s(22754) s(22756) =< s(22755)*aux(1559) s(22880) =< s(22866)*3 s(22881) =< s(22880) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E=I+1,E>=4] * Chain [647]: 7604*s(23259)+720*s(23264)+1008*s(23266)+912*s(23268)+816*s(23270)+720*s(23272)+864*s(23274)+556*s(23278)+556*s(23279)+2936*s(23280)+624*s(23283)+624*s(23284)+11424*s(23364)+48*s(23366)+48*s(23367)+9696*s(23372)+4416*s(23376)+1824*s(23380)+576*s(23394)+8 Such that:aux(1574) =< 1 aux(1575) =< 3 aux(1576) =< I+1 s(23259) =< aux(1576) s(23264) =< aux(1575) s(23362) =< aux(1574)*3 s(23265) =< aux(1575)*3 s(23364) =< s(23362) s(23266) =< s(23265) s(23366) =< aux(1575) s(23367) =< aux(1575) s(23368) =< aux(1575)*2 s(23367) =< s(23368) s(23366) =< aux(1575)+aux(1574) s(23267) =< s(23265)*3 s(23268) =< s(23267) s(23371) =< s(23362)*3 s(23372) =< s(23371) s(23269) =< s(23267)*3 s(23270) =< s(23269) s(23375) =< s(23371)*3 s(23376) =< s(23375) s(23271) =< s(23269)*3 s(23272) =< s(23271) s(23379) =< s(23375)*3 s(23380) =< s(23379) s(23273) =< s(23271)*3 s(23274) =< s(23273) s(23276) =< aux(1576) s(23276) =< aux(1576) s(23277) =< s(23259)*s(23276) s(23278) =< s(23277) s(23279) =< s(23278)*aux(1576) s(23280) =< s(23259)*aux(1576) s(23281) =< aux(1576) s(23282) =< s(23259)*s(23281) s(23283) =< s(23282) s(23284) =< s(23283)*aux(1576) s(23393) =< s(23379)*3 s(23394) =< s(23393) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E=I+1,E>=5] * Chain [646]: 39381 with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,0>=E,I>=E] * Chain [645]: 5*s(23768)+3*s(23772)+3*s(23774)+3*s(23776)+3*s(23778)+3*s(23780)+18*s(23782)+25170 Such that:s(23771) =< 3 aux(1577) =< E-I s(23768) =< aux(1577) s(23772) =< s(23771) s(23773) =< s(23771)*3 s(23774) =< s(23773) s(23775) =< s(23773)*3 s(23776) =< s(23775) s(23777) =< s(23775)*3 s(23778) =< s(23777) s(23779) =< s(23777)*3 s(23780) =< s(23779) s(23781) =< s(23779)*3 s(23782) =< s(23781) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,0>=E,E>=I+1] * Chain [644]: 1*s(23785)+0 Such that:s(23785) =< E-I with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,0>=E,E>=I+2] * Chain [643]: 0 with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=1,I>=E] * Chain [642]: 3*s(23786)+1*s(23788)+3*s(23789)+1 Such that:aux(1578) =< E aux(1579) =< E-I s(23786) =< aux(1579) s(23788) =< aux(1578) s(23789) =< s(23786)*aux(1578) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=1,E>=I+1] * Chain [641]: 2*s(23798)+2*s(23799)+1*s(23800)+1 Such that:s(23796) =< E s(23797) =< E-I s(23798) =< s(23797) s(23799) =< s(23798)*s(23796) s(23800) =< s(23796) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=1,E>=I+2] * Chain [640]: 25*s(23802)+17*s(23805)+23*s(23807)+21*s(23809)+19*s(23811)+17*s(23813)+30*s(23815)+17*s(23818)+17*s(23819)+238*s(23832)+1*s(23834)+1*s(23835)+202*s(23840)+92*s(23844)+38*s(23848)+12*s(23856)+4*s(23857)+1 Such that:s(23823) =< 1 aux(1583) =< 3 aux(1584) =< E s(23802) =< aux(1584) s(23805) =< aux(1583) s(23830) =< s(23823)*3 s(23806) =< aux(1583)*3 s(23832) =< s(23830) s(23807) =< s(23806) s(23834) =< aux(1583) s(23835) =< aux(1583) s(23836) =< aux(1583)*2 s(23835) =< s(23836) s(23834) =< aux(1583)+s(23823) s(23808) =< s(23806)*3 s(23809) =< s(23808) s(23839) =< s(23830)*3 s(23840) =< s(23839) s(23810) =< s(23808)*3 s(23811) =< s(23810) s(23843) =< s(23839)*3 s(23844) =< s(23843) s(23812) =< s(23810)*3 s(23813) =< s(23812) s(23847) =< s(23843)*3 s(23848) =< s(23847) s(23814) =< s(23812)*3 s(23815) =< s(23814) s(23816) =< aux(1584) s(23817) =< s(23802)*s(23816) s(23818) =< s(23817) s(23819) =< s(23818)*aux(1584) s(23855) =< s(23847)*3 s(23856) =< s(23855) s(23857) =< s(23802)*aux(1584) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=2,I>=E] * Chain [639]: 29*s(23871)+3*s(23873)+3*s(23874)+17*s(23879)+23*s(23881)+21*s(23883)+19*s(23885)+17*s(23887)+30*s(23889)+17*s(23892)+17*s(23893)+238*s(23909)+1*s(23911)+1*s(23912)+202*s(23917)+92*s(23921)+38*s(23925)+12*s(23933)+4*s(23934)+2 Such that:s(23900) =< 1 aux(1588) =< 3 aux(1589) =< E aux(1590) =< E-I s(23873) =< aux(1590) s(23871) =< aux(1589) s(23879) =< aux(1588) s(23907) =< s(23900)*3 s(23880) =< aux(1588)*3 s(23909) =< s(23907) s(23881) =< s(23880) s(23911) =< aux(1588) s(23912) =< aux(1588) s(23913) =< aux(1588)*2 s(23912) =< s(23913) s(23911) =< aux(1588)+s(23900) s(23882) =< s(23880)*3 s(23883) =< s(23882) s(23916) =< s(23907)*3 s(23917) =< s(23916) s(23884) =< s(23882)*3 s(23885) =< s(23884) s(23920) =< s(23916)*3 s(23921) =< s(23920) s(23886) =< s(23884)*3 s(23887) =< s(23886) s(23924) =< s(23920)*3 s(23925) =< s(23924) s(23888) =< s(23886)*3 s(23889) =< s(23888) s(23890) =< aux(1589) s(23891) =< s(23871)*s(23890) s(23892) =< s(23891) s(23893) =< s(23892)*aux(1589) s(23932) =< s(23924)*3 s(23933) =< s(23932) s(23934) =< s(23871)*aux(1589) s(23874) =< s(23873)*aux(1589) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=2,E>=I+1] * Chain [638]: 13*s(23952)+56*s(23953)+13*s(23954)+15*s(23964)+21*s(23966)+19*s(23968)+17*s(23970)+15*s(23972)+18*s(23974)+17*s(23977)+17*s(23978)+238*s(24001)+1*s(24003)+1*s(24004)+202*s(24009)+92*s(24013)+38*s(24017)+12*s(24025)+4*s(24026)+3 Such that:s(23992) =< 1 aux(1594) =< 3 aux(1595) =< E aux(1596) =< E-I s(23953) =< aux(1595) s(23964) =< aux(1594) s(23999) =< s(23992)*3 s(23965) =< aux(1594)*3 s(24001) =< s(23999) s(23966) =< s(23965) s(24003) =< aux(1594) s(24004) =< aux(1594) s(24005) =< aux(1594)*2 s(24004) =< s(24005) s(24003) =< aux(1594)+s(23992) s(23967) =< s(23965)*3 s(23968) =< s(23967) s(24008) =< s(23999)*3 s(24009) =< s(24008) s(23969) =< s(23967)*3 s(23970) =< s(23969) s(24012) =< s(24008)*3 s(24013) =< s(24012) s(23971) =< s(23969)*3 s(23972) =< s(23971) s(24016) =< s(24012)*3 s(24017) =< s(24016) s(23973) =< s(23971)*3 s(23974) =< s(23973) s(23975) =< aux(1595) s(23976) =< s(23953)*s(23975) s(23977) =< s(23976) s(23978) =< s(23977)*aux(1595) s(24024) =< s(24016)*3 s(24025) =< s(24024) s(24026) =< s(23953)*aux(1595) s(23952) =< aux(1596) s(23954) =< s(23952)*aux(1595) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=2,E>=I+2] * Chain [637]: 16*s(24051)+16*s(24052)+47*s(24053)+15*s(24063)+21*s(24065)+19*s(24067)+17*s(24069)+15*s(24071)+18*s(24073)+17*s(24076)+17*s(24077)+238*s(24100)+1*s(24102)+1*s(24103)+202*s(24108)+92*s(24112)+38*s(24116)+12*s(24124)+4*s(24125)+3 Such that:s(24091) =< 1 aux(1600) =< 3 aux(1601) =< E aux(1602) =< E-I s(24053) =< aux(1601) s(24063) =< aux(1600) s(24098) =< s(24091)*3 s(24064) =< aux(1600)*3 s(24100) =< s(24098) s(24065) =< s(24064) s(24102) =< aux(1600) s(24103) =< aux(1600) s(24104) =< aux(1600)*2 s(24103) =< s(24104) s(24102) =< aux(1600)+s(24091) s(24066) =< s(24064)*3 s(24067) =< s(24066) s(24107) =< s(24098)*3 s(24108) =< s(24107) s(24068) =< s(24066)*3 s(24069) =< s(24068) s(24111) =< s(24107)*3 s(24112) =< s(24111) s(24070) =< s(24068)*3 s(24071) =< s(24070) s(24115) =< s(24111)*3 s(24116) =< s(24115) s(24072) =< s(24070)*3 s(24073) =< s(24072) s(24074) =< aux(1601) s(24075) =< s(24053)*s(24074) s(24076) =< s(24075) s(24077) =< s(24076)*aux(1601) s(24123) =< s(24115)*3 s(24124) =< s(24123) s(24125) =< s(24053)*aux(1601) s(24051) =< aux(1602) s(24052) =< s(24051)*aux(1601) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=2,E>=I+3] * Chain [636]: 4*s(24150)+4*s(24151)+5*s(24152)+2 Such that:s(24148) =< E s(24149) =< E-I s(24150) =< s(24149) s(24151) =< s(24150)*s(24148) s(24152) =< s(24148) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=2,E>=I+4] * Chain [635]: 877*s(24156)+120*s(24157)+168*s(24159)+152*s(24161)+136*s(24163)+120*s(24165)+144*s(24167)+68*s(24171)+68*s(24172)+332*s(24173)+93*s(24176)+93*s(24177)+1904*s(24251)+8*s(24253)+8*s(24254)+1616*s(24259)+736*s(24263)+304*s(24267)+96*s(24281)+6 Such that:aux(1609) =< 1 aux(1610) =< 3 aux(1611) =< E s(24156) =< aux(1611) s(24157) =< aux(1610) s(24249) =< aux(1609)*3 s(24158) =< aux(1610)*3 s(24251) =< s(24249) s(24159) =< s(24158) s(24253) =< aux(1610) s(24254) =< aux(1610) s(24255) =< aux(1610)*2 s(24254) =< s(24255) s(24253) =< aux(1610)+aux(1609) s(24160) =< s(24158)*3 s(24161) =< s(24160) s(24258) =< s(24249)*3 s(24259) =< s(24258) s(24162) =< s(24160)*3 s(24163) =< s(24162) s(24262) =< s(24258)*3 s(24263) =< s(24262) s(24164) =< s(24162)*3 s(24165) =< s(24164) s(24266) =< s(24262)*3 s(24267) =< s(24266) s(24166) =< s(24164)*3 s(24167) =< s(24166) s(24169) =< aux(1611) s(24169) =< aux(1611) s(24170) =< s(24156)*s(24169) s(24171) =< s(24170) s(24172) =< s(24171)*aux(1611) s(24173) =< s(24156)*aux(1611) s(24174) =< aux(1611) s(24175) =< s(24156)*s(24174) s(24176) =< s(24175) s(24177) =< s(24176)*aux(1611) s(24280) =< s(24266)*3 s(24281) =< s(24280) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=3,I>=E] * Chain [634]: 881*s(24376)+6*s(24378)+6*s(24379)+120*s(24384)+168*s(24386)+152*s(24388)+136*s(24390)+120*s(24392)+144*s(24394)+68*s(24398)+68*s(24399)+332*s(24400)+93*s(24403)+93*s(24404)+1904*s(24487)+8*s(24489)+8*s(24490)+1616*s(24495)+736*s(24499)+304*s(24503)+96*s(24517)+6 Such that:aux(1618) =< 1 aux(1619) =< 3 aux(1620) =< E aux(1621) =< E-I s(24378) =< aux(1621) s(24376) =< aux(1620) s(24384) =< aux(1619) s(24485) =< aux(1618)*3 s(24385) =< aux(1619)*3 s(24487) =< s(24485) s(24386) =< s(24385) s(24489) =< aux(1619) s(24490) =< aux(1619) s(24491) =< aux(1619)*2 s(24490) =< s(24491) s(24489) =< aux(1619)+aux(1618) s(24387) =< s(24385)*3 s(24388) =< s(24387) s(24494) =< s(24485)*3 s(24495) =< s(24494) s(24389) =< s(24387)*3 s(24390) =< s(24389) s(24498) =< s(24494)*3 s(24499) =< s(24498) s(24391) =< s(24389)*3 s(24392) =< s(24391) s(24502) =< s(24498)*3 s(24503) =< s(24502) s(24393) =< s(24391)*3 s(24394) =< s(24393) s(24396) =< aux(1620) s(24396) =< aux(1620) s(24397) =< s(24376)*s(24396) s(24398) =< s(24397) s(24399) =< s(24398)*aux(1620) s(24400) =< s(24376)*aux(1620) s(24401) =< aux(1620) s(24402) =< s(24376)*s(24401) s(24403) =< s(24402) s(24404) =< s(24403)*aux(1620) s(24516) =< s(24502)*3 s(24517) =< s(24516) s(24379) =< s(24378)*aux(1620) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=3,E>=I+1] * Chain [633]: 37*s(24619)+1858*s(24620)+37*s(24621)+255*s(24631)+357*s(24633)+323*s(24635)+289*s(24637)+255*s(24639)+306*s(24641)+136*s(24645)+136*s(24646)+668*s(24647)+203*s(24650)+203*s(24651)+4046*s(24740)+17*s(24742)+17*s(24743)+3434*s(24748)+1564*s(24752)+646*s(24756)+204*s(24770)+8 Such that:aux(1637) =< 1 aux(1638) =< 3 aux(1639) =< E aux(1640) =< E-I s(24620) =< aux(1639) s(24631) =< aux(1638) s(24738) =< aux(1637)*3 s(24632) =< aux(1638)*3 s(24740) =< s(24738) s(24633) =< s(24632) s(24742) =< aux(1638) s(24743) =< aux(1638) s(24744) =< aux(1638)*2 s(24743) =< s(24744) s(24742) =< aux(1638)+aux(1637) s(24634) =< s(24632)*3 s(24635) =< s(24634) s(24747) =< s(24738)*3 s(24748) =< s(24747) s(24636) =< s(24634)*3 s(24637) =< s(24636) s(24751) =< s(24747)*3 s(24752) =< s(24751) s(24638) =< s(24636)*3 s(24639) =< s(24638) s(24755) =< s(24751)*3 s(24756) =< s(24755) s(24640) =< s(24638)*3 s(24641) =< s(24640) s(24643) =< aux(1639) s(24643) =< aux(1639) s(24644) =< s(24620)*s(24643) s(24645) =< s(24644) s(24646) =< s(24645)*aux(1639) s(24647) =< s(24620)*aux(1639) s(24648) =< aux(1639) s(24649) =< s(24620)*s(24648) s(24650) =< s(24649) s(24651) =< s(24650)*aux(1639) s(24769) =< s(24755)*3 s(24770) =< s(24769) s(24619) =< aux(1640) s(24621) =< s(24619)*aux(1639) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=3,E>=I+2] * Chain [632]: 40*s(25222)+40*s(25223)+1825*s(25224)+255*s(25234)+357*s(25236)+323*s(25238)+289*s(25240)+255*s(25242)+306*s(25244)+136*s(25248)+136*s(25249)+668*s(25250)+203*s(25253)+203*s(25254)+4046*s(25343)+17*s(25345)+17*s(25346)+3434*s(25351)+1564*s(25355)+646*s(25359)+204*s(25373)+8 Such that:aux(1656) =< 1 aux(1657) =< 3 aux(1658) =< E aux(1659) =< E-I s(25224) =< aux(1658) s(25234) =< aux(1657) s(25341) =< aux(1656)*3 s(25235) =< aux(1657)*3 s(25343) =< s(25341) s(25236) =< s(25235) s(25345) =< aux(1657) s(25346) =< aux(1657) s(25347) =< aux(1657)*2 s(25346) =< s(25347) s(25345) =< aux(1657)+aux(1656) s(25237) =< s(25235)*3 s(25238) =< s(25237) s(25350) =< s(25341)*3 s(25351) =< s(25350) s(25239) =< s(25237)*3 s(25240) =< s(25239) s(25354) =< s(25350)*3 s(25355) =< s(25354) s(25241) =< s(25239)*3 s(25242) =< s(25241) s(25358) =< s(25354)*3 s(25359) =< s(25358) s(25243) =< s(25241)*3 s(25244) =< s(25243) s(25246) =< aux(1658) s(25246) =< aux(1658) s(25247) =< s(25224)*s(25246) s(25248) =< s(25247) s(25249) =< s(25248)*aux(1658) s(25250) =< s(25224)*aux(1658) s(25251) =< aux(1658) s(25252) =< s(25224)*s(25251) s(25253) =< s(25252) s(25254) =< s(25253)*aux(1658) s(25372) =< s(25358)*3 s(25373) =< s(25372) s(25222) =< aux(1659) s(25223) =< s(25222)*aux(1658) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=3,E>=I+3] * Chain [631]: 4*s(25825)+4*s(25826)+5*s(25827)+2 Such that:s(25823) =< E s(25824) =< E-I s(25825) =< s(25824) s(25826) =< s(25825)*s(25823) s(25827) =< s(25823) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=3,E>=I+4] * Chain [630]: 3220*s(25830)+200*s(25833)+200*s(25834)+1155*s(25836)+231*s(25839)+231*s(25840)+240*s(25845)+336*s(25847)+304*s(25849)+272*s(25851)+240*s(25853)+288*s(25855)+3808*s(25939)+16*s(25941)+16*s(25942)+3232*s(25947)+1472*s(25951)+608*s(25955)+192*s(25969)+6 Such that:aux(1668) =< 1 aux(1669) =< 3 aux(1670) =< E s(25830) =< aux(1670) s(25845) =< aux(1669) s(25937) =< aux(1668)*3 s(25846) =< aux(1669)*3 s(25939) =< s(25937) s(25847) =< s(25846) s(25941) =< aux(1669) s(25942) =< aux(1669) s(25943) =< aux(1669)*2 s(25942) =< s(25943) s(25941) =< aux(1669)+aux(1668) s(25848) =< s(25846)*3 s(25849) =< s(25848) s(25946) =< s(25937)*3 s(25947) =< s(25946) s(25850) =< s(25848)*3 s(25851) =< s(25850) s(25950) =< s(25946)*3 s(25951) =< s(25950) s(25852) =< s(25850)*3 s(25853) =< s(25852) s(25954) =< s(25950)*3 s(25955) =< s(25954) s(25854) =< s(25852)*3 s(25855) =< s(25854) s(25831) =< aux(1670) s(25831) =< aux(1670) s(25832) =< s(25830)*s(25831) s(25833) =< s(25832) s(25834) =< s(25833)*aux(1670) s(25836) =< s(25830)*aux(1670) s(25837) =< aux(1670) s(25838) =< s(25830)*s(25837) s(25839) =< s(25838) s(25840) =< s(25839)*aux(1670) s(25968) =< s(25954)*3 s(25969) =< s(25968) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=4,I>=E] * Chain [629]: 8*s(26077)+8*s(26078)+3220*s(26081)+200*s(26084)+200*s(26085)+1155*s(26087)+231*s(26090)+231*s(26091)+240*s(26099)+336*s(26101)+304*s(26103)+272*s(26105)+240*s(26107)+288*s(26109)+3808*s(26202)+16*s(26204)+16*s(26205)+3232*s(26210)+1472*s(26214)+608*s(26218)+192*s(26232)+6 Such that:aux(1679) =< 1 aux(1680) =< 3 aux(1681) =< E aux(1682) =< E-I s(26077) =< aux(1682) s(26081) =< aux(1681) s(26099) =< aux(1680) s(26200) =< aux(1679)*3 s(26100) =< aux(1680)*3 s(26202) =< s(26200) s(26101) =< s(26100) s(26204) =< aux(1680) s(26205) =< aux(1680) s(26206) =< aux(1680)*2 s(26205) =< s(26206) s(26204) =< aux(1680)+aux(1679) s(26102) =< s(26100)*3 s(26103) =< s(26102) s(26209) =< s(26200)*3 s(26210) =< s(26209) s(26104) =< s(26102)*3 s(26105) =< s(26104) s(26213) =< s(26209)*3 s(26214) =< s(26213) s(26106) =< s(26104)*3 s(26107) =< s(26106) s(26217) =< s(26213)*3 s(26218) =< s(26217) s(26108) =< s(26106)*3 s(26109) =< s(26108) s(26082) =< aux(1681) s(26082) =< aux(1681) s(26083) =< s(26081)*s(26082) s(26084) =< s(26083) s(26085) =< s(26084)*aux(1681) s(26087) =< s(26081)*aux(1681) s(26088) =< aux(1681) s(26089) =< s(26081)*s(26088) s(26090) =< s(26089) s(26091) =< s(26090)*aux(1681) s(26231) =< s(26217)*3 s(26232) =< s(26231) s(26078) =< s(26077)*aux(1681) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=4,E>=I+1] * Chain [628]: 32*s(26350)+32*s(26351)+6504*s(26352)+480*s(26357)+672*s(26359)+608*s(26361)+544*s(26363)+480*s(26365)+576*s(26367)+400*s(26371)+400*s(26372)+2310*s(26373)+462*s(26376)+462*s(26377)+7616*s(26484)+32*s(26486)+32*s(26487)+6464*s(26492)+2944*s(26496)+1216*s(26500)+384*s(26514)+8 Such that:aux(1699) =< 1 aux(1700) =< 3 aux(1701) =< E aux(1702) =< E-I s(26352) =< aux(1701) s(26357) =< aux(1700) s(26482) =< aux(1699)*3 s(26358) =< aux(1700)*3 s(26484) =< s(26482) s(26359) =< s(26358) s(26486) =< aux(1700) s(26487) =< aux(1700) s(26488) =< aux(1700)*2 s(26487) =< s(26488) s(26486) =< aux(1700)+aux(1699) s(26360) =< s(26358)*3 s(26361) =< s(26360) s(26491) =< s(26482)*3 s(26492) =< s(26491) s(26362) =< s(26360)*3 s(26363) =< s(26362) s(26495) =< s(26491)*3 s(26496) =< s(26495) s(26364) =< s(26362)*3 s(26365) =< s(26364) s(26499) =< s(26495)*3 s(26500) =< s(26499) s(26366) =< s(26364)*3 s(26367) =< s(26366) s(26369) =< aux(1701) s(26369) =< aux(1701) s(26370) =< s(26352)*s(26369) s(26371) =< s(26370) s(26372) =< s(26371)*aux(1701) s(26373) =< s(26352)*aux(1701) s(26374) =< aux(1701) s(26375) =< s(26352)*s(26374) s(26376) =< s(26375) s(26377) =< s(26376)*aux(1701) s(26513) =< s(26499)*3 s(26514) =< s(26513) s(26350) =< aux(1702) s(26351) =< s(26350)*aux(1701) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=4,E>=I+2] * Chain [627]: 32*s(26926)+32*s(26927)+6472*s(26928)+480*s(26933)+672*s(26935)+608*s(26937)+544*s(26939)+480*s(26941)+576*s(26943)+400*s(26947)+400*s(26948)+2310*s(26949)+462*s(26952)+462*s(26953)+7616*s(27060)+32*s(27062)+32*s(27063)+6464*s(27068)+2944*s(27072)+1216*s(27076)+384*s(27090)+8 Such that:aux(1719) =< 1 aux(1720) =< 3 aux(1721) =< E aux(1722) =< E-I s(26928) =< aux(1721) s(26933) =< aux(1720) s(27058) =< aux(1719)*3 s(26934) =< aux(1720)*3 s(27060) =< s(27058) s(26935) =< s(26934) s(27062) =< aux(1720) s(27063) =< aux(1720) s(27064) =< aux(1720)*2 s(27063) =< s(27064) s(27062) =< aux(1720)+aux(1719) s(26936) =< s(26934)*3 s(26937) =< s(26936) s(27067) =< s(27058)*3 s(27068) =< s(27067) s(26938) =< s(26936)*3 s(26939) =< s(26938) s(27071) =< s(27067)*3 s(27072) =< s(27071) s(26940) =< s(26938)*3 s(26941) =< s(26940) s(27075) =< s(27071)*3 s(27076) =< s(27075) s(26942) =< s(26940)*3 s(26943) =< s(26942) s(26945) =< aux(1721) s(26945) =< aux(1721) s(26946) =< s(26928)*s(26945) s(26947) =< s(26946) s(26948) =< s(26947)*aux(1721) s(26949) =< s(26928)*aux(1721) s(26950) =< aux(1721) s(26951) =< s(26928)*s(26950) s(26952) =< s(26951) s(26953) =< s(26952)*aux(1721) s(27089) =< s(27075)*3 s(27090) =< s(27089) s(26926) =< aux(1722) s(26927) =< s(26926)*aux(1721) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=4,E>=I+3] * Chain [626]: 3788*s(27503)+360*s(27504)+504*s(27506)+456*s(27508)+408*s(27510)+360*s(27512)+432*s(27514)+278*s(27518)+278*s(27519)+1468*s(27520)+312*s(27523)+312*s(27524)+5712*s(27598)+24*s(27600)+24*s(27601)+4848*s(27606)+2208*s(27610)+912*s(27614)+288*s(27628)+6 Such that:aux(1730) =< 1 aux(1731) =< 3 aux(1732) =< E s(27503) =< aux(1732) s(27504) =< aux(1731) s(27596) =< aux(1730)*3 s(27505) =< aux(1731)*3 s(27598) =< s(27596) s(27506) =< s(27505) s(27600) =< aux(1731) s(27601) =< aux(1731) s(27602) =< aux(1731)*2 s(27601) =< s(27602) s(27600) =< aux(1731)+aux(1730) s(27507) =< s(27505)*3 s(27508) =< s(27507) s(27605) =< s(27596)*3 s(27606) =< s(27605) s(27509) =< s(27507)*3 s(27510) =< s(27509) s(27609) =< s(27605)*3 s(27610) =< s(27609) s(27511) =< s(27509)*3 s(27512) =< s(27511) s(27613) =< s(27609)*3 s(27614) =< s(27613) s(27513) =< s(27511)*3 s(27514) =< s(27513) s(27516) =< aux(1732) s(27516) =< aux(1732) s(27517) =< s(27503)*s(27516) s(27518) =< s(27517) s(27519) =< s(27518)*aux(1732) s(27520) =< s(27503)*aux(1732) s(27521) =< aux(1732) s(27522) =< s(27503)*s(27521) s(27523) =< s(27522) s(27524) =< s(27523)*aux(1732) s(27627) =< s(27613)*3 s(27628) =< s(27627) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=5,I>=E] * Chain [625]: 7*s(27736)+7*s(27737)+3788*s(27741)+360*s(27742)+504*s(27744)+456*s(27746)+408*s(27748)+360*s(27750)+432*s(27752)+278*s(27756)+278*s(27757)+1468*s(27758)+312*s(27761)+312*s(27762)+5712*s(27845)+24*s(27847)+24*s(27848)+4848*s(27853)+2208*s(27857)+912*s(27861)+288*s(27875)+6 Such that:aux(1740) =< 1 aux(1741) =< 3 aux(1742) =< E aux(1743) =< E-I s(27736) =< aux(1743) s(27741) =< aux(1742) s(27742) =< aux(1741) s(27843) =< aux(1740)*3 s(27743) =< aux(1741)*3 s(27845) =< s(27843) s(27744) =< s(27743) s(27847) =< aux(1741) s(27848) =< aux(1741) s(27849) =< aux(1741)*2 s(27848) =< s(27849) s(27847) =< aux(1741)+aux(1740) s(27745) =< s(27743)*3 s(27746) =< s(27745) s(27852) =< s(27843)*3 s(27853) =< s(27852) s(27747) =< s(27745)*3 s(27748) =< s(27747) s(27856) =< s(27852)*3 s(27857) =< s(27856) s(27749) =< s(27747)*3 s(27750) =< s(27749) s(27860) =< s(27856)*3 s(27861) =< s(27860) s(27751) =< s(27749)*3 s(27752) =< s(27751) s(27754) =< aux(1742) s(27754) =< aux(1742) s(27755) =< s(27741)*s(27754) s(27756) =< s(27755) s(27757) =< s(27756)*aux(1742) s(27758) =< s(27741)*aux(1742) s(27759) =< aux(1742) s(27760) =< s(27741)*s(27759) s(27761) =< s(27760) s(27762) =< s(27761)*aux(1742) s(27874) =< s(27860)*3 s(27875) =< s(27874) s(27737) =< s(27736)*aux(1742) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=5,E>=I+1] * Chain [624]: 28*s(27993)+28*s(27994)+7632*s(27995)+720*s(28000)+1008*s(28002)+912*s(28004)+816*s(28006)+720*s(28008)+864*s(28010)+556*s(28014)+556*s(28015)+2936*s(28016)+624*s(28019)+624*s(28020)+11424*s(28109)+48*s(28111)+48*s(28112)+9696*s(28117)+4416*s(28121)+1824*s(28125)+576*s(28139)+8 Such that:aux(1758) =< 1 aux(1759) =< 3 aux(1760) =< E aux(1761) =< E-I s(27995) =< aux(1760) s(28000) =< aux(1759) s(28107) =< aux(1758)*3 s(28001) =< aux(1759)*3 s(28109) =< s(28107) s(28002) =< s(28001) s(28111) =< aux(1759) s(28112) =< aux(1759) s(28113) =< aux(1759)*2 s(28112) =< s(28113) s(28111) =< aux(1759)+aux(1758) s(28003) =< s(28001)*3 s(28004) =< s(28003) s(28116) =< s(28107)*3 s(28117) =< s(28116) s(28005) =< s(28003)*3 s(28006) =< s(28005) s(28120) =< s(28116)*3 s(28121) =< s(28120) s(28007) =< s(28005)*3 s(28008) =< s(28007) s(28124) =< s(28120)*3 s(28125) =< s(28124) s(28009) =< s(28007)*3 s(28010) =< s(28009) s(28012) =< aux(1760) s(28012) =< aux(1760) s(28013) =< s(27995)*s(28012) s(28014) =< s(28013) s(28015) =< s(28014)*aux(1760) s(28016) =< s(27995)*aux(1760) s(28017) =< aux(1760) s(28018) =< s(27995)*s(28017) s(28019) =< s(28018) s(28020) =< s(28019)*aux(1760) s(28138) =< s(28124)*3 s(28139) =< s(28138) s(27993) =< aux(1761) s(27994) =< s(27993)*aux(1760) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=5,E>=I+2] * Chain [623]: 28*s(28533)+28*s(28534)+7604*s(28535)+720*s(28540)+1008*s(28542)+912*s(28544)+816*s(28546)+720*s(28548)+864*s(28550)+556*s(28554)+556*s(28555)+2936*s(28556)+624*s(28559)+624*s(28560)+11424*s(28649)+48*s(28651)+48*s(28652)+9696*s(28657)+4416*s(28661)+1824*s(28665)+576*s(28679)+8 Such that:aux(1776) =< 1 aux(1777) =< 3 aux(1778) =< E aux(1779) =< E-I s(28535) =< aux(1778) s(28540) =< aux(1777) s(28647) =< aux(1776)*3 s(28541) =< aux(1777)*3 s(28649) =< s(28647) s(28542) =< s(28541) s(28651) =< aux(1777) s(28652) =< aux(1777) s(28653) =< aux(1777)*2 s(28652) =< s(28653) s(28651) =< aux(1777)+aux(1776) s(28543) =< s(28541)*3 s(28544) =< s(28543) s(28656) =< s(28647)*3 s(28657) =< s(28656) s(28545) =< s(28543)*3 s(28546) =< s(28545) s(28660) =< s(28656)*3 s(28661) =< s(28660) s(28547) =< s(28545)*3 s(28548) =< s(28547) s(28664) =< s(28660)*3 s(28665) =< s(28664) s(28549) =< s(28547)*3 s(28550) =< s(28549) s(28552) =< aux(1778) s(28552) =< aux(1778) s(28553) =< s(28535)*s(28552) s(28554) =< s(28553) s(28555) =< s(28554)*aux(1778) s(28556) =< s(28535)*aux(1778) s(28557) =< aux(1778) s(28558) =< s(28535)*s(28557) s(28559) =< s(28558) s(28560) =< s(28559)*aux(1778) s(28678) =< s(28664)*3 s(28679) =< s(28678) s(28533) =< aux(1779) s(28534) =< s(28533)*aux(1778) with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=5,E>=I+3] * Chain [622]: 0 with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,I>=E] * Chain [621]: 0 with precondition: [A=12,B=1,C=1,D=3,F=1,G=1,E>=I+1] #### Cost of chains of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): * Chain [664]: 1*aux(1787)+0 with precondition: [] Closed-form bounds of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): ------------------------------------- * Chain [664] with precondition: [] - Upper bound: inf - Complexity: infinity ### Maximum cost of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,Z): inf Asymptotic class: infinity * Total analysis performed in 106630 ms.