
Preprocessing Cost Relations
=====================================

#### Computed strongly connected components 
0. recursive  : [f18/6]
1. recursive  : [f16/6,f18_loop_cont/7]
2. non_recursive  : [exit_location/1]
3. recursive  : [f26/6]
4. recursive  : [f40/10]
5. recursive  : [f38/10,f40_loop_cont/11]
6. recursive  : [f96/8]
7. recursive  : [f104/8]
8. recursive  : [f112/8]
9. recursive  : [f120/10]
10. recursive  : [f104_loop_cont/47,f112_loop_cont/47,f120_loop_cont/47,f58/46,f74/46,f85/46,f96_loop_cont/47]
11. recursive  : [f56/46,f58_loop_cont/47]
12. recursive  : [f132/6]
13. recursive  : [f132_loop_cont/56,f35/55,f38_loop_cont/56,f53/55,f56_loop_cont/56]
14. non_recursive  : [f52/28]
15. non_recursive  : [f35_loop_cont/29]
16. non_recursive  : [f26_loop_cont/29]
17. non_recursive  : [f16_loop_cont/29]
18. non_recursive  : [f0/28]

#### Obtained direct recursion through partial evaluation 
0. SCC is partially evaluated into f18/6
1. SCC is partially evaluated into f16/6
2. SCC is completely evaluated into other SCCs
3. SCC is partially evaluated into f26/6
4. SCC is partially evaluated into f40/10
5. SCC is partially evaluated into f38/10
6. SCC is partially evaluated into f96/8
7. SCC is partially evaluated into f104/8
8. SCC is partially evaluated into f112/8
9. SCC is partially evaluated into f120/10
10. SCC is partially evaluated into f58/46
11. SCC is partially evaluated into f56/46
12. SCC is partially evaluated into f132/6
13. SCC is partially evaluated into f35/55
14. SCC is completely evaluated into other SCCs
15. SCC is partially evaluated into f35_loop_cont/29
16. SCC is partially evaluated into f26_loop_cont/29
17. SCC is partially evaluated into f16_loop_cont/29
18. SCC is partially evaluated into f0/28

Control-Flow Refinement of Cost Relations
=====================================

### Specialization of cost equations f18/6 
* CE 9 is refined into CE [97] 
* CE 10 is refined into CE [98] 
* CE 8 is refined into CE [99] 


### Cost equations --> "Loop" of f18/6 
* CEs [99] --> Loop 85 
* CEs [97] --> Loop 86 
* CEs [98] --> Loop 87 

### Ranking functions of CR f18(A,B,C,J1,K1,L1) 
* RF of phase [85]: [A-C+1]

#### Partial ranking functions of CR f18(A,B,C,J1,K1,L1) 
* Partial RF of phase [85]:
  - RF of loop [85:1]:
    A-C+1


### Specialization of cost equations f16/6 
* CE 4 is refined into CE [100] 
* CE 2 is refined into CE [101,102] 
* CE 5 is refined into CE [103] 
* CE 3 is refined into CE [104,105] 


### Cost equations --> "Loop" of f16/6 
* CEs [104] --> Loop 88 
* CEs [105] --> Loop 89 
* CEs [100] --> Loop 90 
* CEs [102] --> Loop 91 
* CEs [101] --> Loop 92 
* CEs [103] --> Loop 93 

### Ranking functions of CR f16(A,B,C,J1,K1,L1) 
* RF of phase [89]: [A-B+1,-B+C]

#### Partial ranking functions of CR f16(A,B,C,J1,K1,L1) 
* Partial RF of phase [89]:
  - RF of loop [89:1]:
    A-B+1
    -B+C


### Specialization of cost equations f26/6 
* CE 12 is refined into CE [106] 
* CE 13 is refined into CE [107] 
* CE 11 is refined into CE [108] 


### Cost equations --> "Loop" of f26/6 
* CEs [108] --> Loop 94 
* CEs [106] --> Loop 95 
* CEs [107] --> Loop 96 

### Ranking functions of CR f26(A,B,D,J1,K1,L1) 
* RF of phase [94]: [A-B+1]

#### Partial ranking functions of CR f26(A,B,D,J1,K1,L1) 
* Partial RF of phase [94]:
  - RF of loop [94:1]:
    A-B+1


### Specialization of cost equations f40/10 
* CE 43 is refined into CE [109] 
* CE 42 is refined into CE [110] 
* CE 41 is refined into CE [111] 


### Cost equations --> "Loop" of f40/10 
* CEs [111] --> Loop 97 
* CEs [109] --> Loop 98 
* CEs [110] --> Loop 99 

### Ranking functions of CR f40(A,B,C,F,G,J1,K1,L1,M1,N1) 
* RF of phase [97]: [A-C+1]

#### Partial ranking functions of CR f40(A,B,C,F,G,J1,K1,L1,M1,N1) 
* Partial RF of phase [97]:
  - RF of loop [97:1]:
    A-C+1


### Specialization of cost equations f38/10 
* CE 31 is refined into CE [112] 
* CE 30 is refined into CE [113] 
* CE 28 is refined into CE [114,115] 
* CE 33 is refined into CE [116] 
* CE 32 is refined into CE [117] 
* CE 29 is refined into CE [118,119] 


### Cost equations --> "Loop" of f38/10 
* CEs [119] --> Loop 100 
* CEs [118] --> Loop 101 
* CEs [112] --> Loop 102 
* CEs [113] --> Loop 103 
* CEs [115] --> Loop 104 
* CEs [114] --> Loop 105 
* CEs [116] --> Loop 106 
* CEs [117] --> Loop 107 

### Ranking functions of CR f38(A,B,C,F,G,J1,K1,L1,M1,N1) 
* RF of phase [101]: [A-B,-B+C-1]

#### Partial ranking functions of CR f38(A,B,C,F,G,J1,K1,L1,M1,N1) 
* Partial RF of phase [101]:
  - RF of loop [101:1]:
    A-B
    -B+C-1


### Specialization of cost equations f96/8 
* CE 86 is refined into CE [120] 
* CE 87 is refined into CE [121] 
* CE 85 is refined into CE [122] 


### Cost equations --> "Loop" of f96/8 
* CEs [122] --> Loop 108 
* CEs [120] --> Loop 109 
* CEs [121] --> Loop 110 

### Ranking functions of CR f96(B,K,P,A1,J1,K1,L1,M1) 
* RF of phase [108]: [B-A1]

#### Partial ranking functions of CR f96(B,K,P,A1,J1,K1,L1,M1) 
* Partial RF of phase [108]:
  - RF of loop [108:1]:
    B-A1


### Specialization of cost equations f104/8 
* CE 89 is refined into CE [123] 
* CE 90 is refined into CE [124] 
* CE 88 is refined into CE [125] 


### Cost equations --> "Loop" of f104/8 
* CEs [125] --> Loop 111 
* CEs [123] --> Loop 112 
* CEs [124] --> Loop 113 

### Ranking functions of CR f104(C,K,P,A1,J1,K1,L1,M1) 
* RF of phase [111]: [C-A1]

#### Partial ranking functions of CR f104(C,K,P,A1,J1,K1,L1,M1) 
* Partial RF of phase [111]:
  - RF of loop [111:1]:
    C-A1


### Specialization of cost equations f112/8 
* CE 92 is refined into CE [126] 
* CE 93 is refined into CE [127] 
* CE 91 is refined into CE [128] 


### Cost equations --> "Loop" of f112/8 
* CEs [128] --> Loop 114 
* CEs [126] --> Loop 115 
* CEs [127] --> Loop 116 

### Ranking functions of CR f112(A,K,P,A1,J1,K1,L1,M1) 
* RF of phase [114]: [A-A1+1]

#### Partial ranking functions of CR f112(A,K,P,A1,J1,K1,L1,M1) 
* Partial RF of phase [114]:
  - RF of loop [114:1]:
    A-A1+1


### Specialization of cost equations f120/10 
* CE 95 is refined into CE [129] 
* CE 96 is refined into CE [130] 
* CE 94 is refined into CE [131] 


### Cost equations --> "Loop" of f120/10 
* CEs [131] --> Loop 117 
* CEs [129] --> Loop 118 
* CEs [130] --> Loop 119 

### Ranking functions of CR f120(A,C,K,P,A1,J1,K1,L1,M1,N1) 
* RF of phase [117]: [A-A1+1]

#### Partial ranking functions of CR f120(A,C,K,P,A1,J1,K1,L1,M1,N1) 
* Partial RF of phase [117]:
  - RF of loop [117:1]:
    A-A1+1


### Specialization of cost equations f58/46 
* CE 83 is refined into CE [132] 
* CE 44 is refined into CE [133,134] 
* CE 46 is refined into CE [135,136,137,138] 
* CE 48 is refined into CE [139,140,141,142,143] 
* CE 70 is refined into CE [144,145,146,147,148,149,150,151] 
* CE 45 is refined into CE [152,153] 
* CE 47 is refined into CE [154,155,156,157] 
* CE 49 is refined into CE [158,159,160,161,162] 
* CE 71 is refined into CE [163,164,165,166,167,168,169,170] 
* CE 84 is refined into CE [171] 
* CE 58 is refined into CE [172,173,174,175,176] 
* CE 53 is refined into CE [177,178,179,180,181] 
* CE 57 is refined into CE [182,183,184,185,186] 
* CE 52 is refined into CE [187,188,189,190,191] 
* CE 68 is refined into CE [192,193,194,195,196] 
* CE 63 is refined into CE [197,198,199,200,201] 
* CE 67 is refined into CE [202,203,204,205,206] 
* CE 62 is refined into CE [207,208,209,210,211] 
* CE 79 is refined into CE [212,213,214,215,216] 
* CE 80 is refined into CE [217,218,219,220,221] 
* CE 55 is refined into CE [222,223,224,225,226] 
* CE 51 is refined into CE [227,228,229,230,231] 
* CE 50 is refined into CE [232,233,234,235,236] 
* CE 56 is refined into CE [237,238,239,240,241] 
* CE 65 is refined into CE [242,243,244,245,246] 
* CE 61 is refined into CE [247,248,249,250,251] 
* CE 60 is refined into CE [252,253,254,255,256] 
* CE 66 is refined into CE [257,258,259,260,261] 
* CE 77 is refined into CE [262,263,264,265,266] 
* CE 78 is refined into CE [267,268,269,270,271] 
* CE 54 is refined into CE [272,273,274,275,276] 
* CE 59 is refined into CE [277,278,279,280,281] 
* CE 64 is refined into CE [282,283,284,285,286] 
* CE 69 is refined into CE [287,288,289,290,291] 
* CE 81 is refined into CE [292,293,294,295,296] 
* CE 74 is refined into CE [297] 
* CE 75 is refined into CE [298] 
* CE 72 is refined into CE [299] 
* CE 73 is refined into CE [300] 
* CE 76 is refined into CE [301] 
* CE 82 is refined into CE [302] 


### Cost equations --> "Loop" of f58/46 
* CEs [173] --> Loop 120 
* CEs [178] --> Loop 121 
* CEs [183] --> Loop 122 
* CEs [188] --> Loop 123 
* CEs [193] --> Loop 124 
* CEs [198] --> Loop 125 
* CEs [203] --> Loop 126 
* CEs [208] --> Loop 127 
* CEs [213] --> Loop 128 
* CEs [218] --> Loop 129 
* CEs [297] --> Loop 130 
* CEs [298] --> Loop 131 
* CEs [223] --> Loop 132 
* CEs [228] --> Loop 133 
* CEs [233,238] --> Loop 134 
* CEs [243] --> Loop 135 
* CEs [248] --> Loop 136 
* CEs [253,258] --> Loop 137 
* CEs [263] --> Loop 138 
* CEs [268] --> Loop 139 
* CEs [299] --> Loop 140 
* CEs [300] --> Loop 141 
* CEs [273,278] --> Loop 142 
* CEs [283,288] --> Loop 143 
* CEs [293] --> Loop 144 
* CEs [301] --> Loop 145 
* CEs [302] --> Loop 146 
* CEs [187] --> Loop 147 
* CEs [182] --> Loop 148 
* CEs [177] --> Loop 149 
* CEs [172] --> Loop 150 
* CEs [207] --> Loop 151 
* CEs [202] --> Loop 152 
* CEs [197] --> Loop 153 
* CEs [192] --> Loop 154 
* CEs [176] --> Loop 155 
* CEs [181] --> Loop 156 
* CEs [186] --> Loop 157 
* CEs [191] --> Loop 158 
* CEs [174] --> Loop 159 
* CEs [179] --> Loop 160 
* CEs [184] --> Loop 161 
* CEs [189] --> Loop 162 
* CEs [175] --> Loop 163 
* CEs [180] --> Loop 164 
* CEs [185] --> Loop 165 
* CEs [190] --> Loop 166 
* CEs [196] --> Loop 167 
* CEs [201] --> Loop 168 
* CEs [206] --> Loop 169 
* CEs [211] --> Loop 170 
* CEs [194] --> Loop 171 
* CEs [199] --> Loop 172 
* CEs [204] --> Loop 173 
* CEs [209] --> Loop 174 
* CEs [195] --> Loop 175 
* CEs [200] --> Loop 176 
* CEs [205] --> Loop 177 
* CEs [210] --> Loop 178 
* CEs [212] --> Loop 179 
* CEs [217] --> Loop 180 
* CEs [216] --> Loop 181 
* CEs [221] --> Loop 182 
* CEs [214] --> Loop 183 
* CEs [219] --> Loop 184 
* CEs [215] --> Loop 185 
* CEs [220] --> Loop 186 
* CEs [232] --> Loop 187 
* CEs [222] --> Loop 188 
* CEs [227] --> Loop 189 
* CEs [237] --> Loop 190 
* CEs [252] --> Loop 191 
* CEs [242] --> Loop 192 
* CEs [247] --> Loop 193 
* CEs [257] --> Loop 194 
* CEs [226] --> Loop 195 
* CEs [231] --> Loop 196 
* CEs [236,241] --> Loop 197 
* CEs [224] --> Loop 198 
* CEs [229] --> Loop 199 
* CEs [234,239] --> Loop 200 
* CEs [225] --> Loop 201 
* CEs [230] --> Loop 202 
* CEs [235,240] --> Loop 203 
* CEs [246] --> Loop 204 
* CEs [251] --> Loop 205 
* CEs [256,261] --> Loop 206 
* CEs [244] --> Loop 207 
* CEs [249] --> Loop 208 
* CEs [254,259] --> Loop 209 
* CEs [245] --> Loop 210 
* CEs [250] --> Loop 211 
* CEs [255,260] --> Loop 212 
* CEs [262] --> Loop 213 
* CEs [267] --> Loop 214 
* CEs [266] --> Loop 215 
* CEs [271] --> Loop 216 
* CEs [264] --> Loop 217 
* CEs [269] --> Loop 218 
* CEs [265] --> Loop 219 
* CEs [270] --> Loop 220 
* CEs [272] --> Loop 221 
* CEs [277] --> Loop 222 
* CEs [282] --> Loop 223 
* CEs [287] --> Loop 224 
* CEs [276,281] --> Loop 225 
* CEs [274,279] --> Loop 226 
* CEs [275,280] --> Loop 227 
* CEs [286,291] --> Loop 228 
* CEs [284,289] --> Loop 229 
* CEs [285,290] --> Loop 230 
* CEs [292] --> Loop 231 
* CEs [296] --> Loop 232 
* CEs [294] --> Loop 233 
* CEs [295] --> Loop 234 
* CEs [132] --> Loop 235 
* CEs [155,160,165,166] --> Loop 236 
* CEs [157,162,169,170] --> Loop 237 
* CEs [161,167,168] --> Loop 238 
* CEs [153,156] --> Loop 239 
* CEs [152] --> Loop 240 
* CEs [159,164] --> Loop 241 
* CEs [163] --> Loop 242 
* CEs [154] --> Loop 243 
* CEs [158] --> Loop 244 
* CEs [171] --> Loop 245 
* CEs [136,141,146,147] --> Loop 246 
* CEs [138,143,150,151] --> Loop 247 
* CEs [142,148,149] --> Loop 248 
* CEs [134,137] --> Loop 249 
* CEs [133] --> Loop 250 
* CEs [140,145] --> Loop 251 
* CEs [144] --> Loop 252 
* CEs [135] --> Loop 253 
* CEs [139] --> Loop 254 

### Ranking functions of CR f58(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2) 
* RF of phase [120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220]: [A-C+1]
* RF of phase [142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234]: [A-C+1]

#### Partial ranking functions of CR f58(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2) 
* Partial RF of phase [120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220]:
  - RF of loop [120:1,121:1,122:1,123:1,124:1,125:1,126:1,127:1,128:1,129:1,130:1,131:1,132:1,133:1,134:1,135:1,136:1,137:1,138:1,139:1,140:1,141:1,146:1,147:1,148:1,149:1,150:1,151:1,152:1,153:1,154:1,155:1,156:1,157:1,158:1,159:1,160:1,161:1,162:1,167:1,168:1,169:1,170:1,171:1,172:1,173:1,174:1,179:1,180:1,181:1,182:1,183:1,184:1,187:1,188:1,189:1,190:1,191:1,192:1,193:1,194:1,195:1,196:1,197:1,198:1,199:1,200:1,204:1,205:1,206:1,207:1,208:1,209:1,213:1,214:1,215:1,216:1,217:1,218:1]:
    A-C+1
  - RF of loop [120:1,121:1,122:1,123:1,124:1,125:1,126:1,127:1,128:1,129:1,132:1,133:1,134:1,135:1,136:1,137:1,138:1,139:1]:
    A-A1+1
  - RF of loop [147:1,148:1,149:1,150:1,151:1,152:1,153:1,154:1,179:1,180:1,187:1,188:1,189:1,190:1,191:1,192:1,193:1,194:1,213:1,214:1]:
    -C+A1 depends on loops [120:1,121:1,122:1,123:1,124:1,125:1,126:1,127:1,128:1,129:1,132:1,133:1,134:1,135:1,136:1,137:1,138:1,139:1,155:1,156:1,157:1,158:1,159:1,160:1,161:1,162:1,163:1,164:1,165:1,166:1,167:1,168:1,169:1,170:1,171:1,172:1,173:1,174:1,175:1,176:1,177:1,178:1,181:1,182:1,183:1,184:1,185:1,186:1,195:1,196:1,197:1,198:1,199:1,200:1,201:1,202:1,203:1,204:1,205:1,206:1,207:1,208:1,209:1,210:1,211:1,212:1,215:1,216:1,217:1,218:1,219:1,220:1] 
  - RF of loop [155:1,156:1,157:1,158:1,163:1,164:1,165:1,166:1,167:1,168:1,169:1,170:1,175:1,176:1,177:1,178:1,181:1,182:1,185:1,186:1,195:1,196:1,197:1,201:1,202:1,203:1,204:1,205:1,206:1,210:1,211:1,212:1,215:1,216:1,219:1,220:1]:
    A/3-A1/3-1/3
    B/3-A1/3
  - RF of loop [155:1,156:1,157:1,158:1,167:1,168:1,169:1,170:1,181:1,182:1,195:1,196:1,197:1,204:1,205:1,206:1,215:1,216:1]:
    C/2-A1/2-1/2 depends on loops [130:1,131:1,140:1,141:1,146:1,147:1,148:1,149:1,150:1,151:1,152:1,153:1,154:1,179:1,180:1,187:1,188:1,189:1,190:1,191:1,192:1,193:1,194:1,213:1,214:1] 
  - RF of loop [159:1,160:1,161:1,162:1,171:1,172:1,173:1,174:1,183:1,184:1,198:1,199:1,200:1,207:1,208:1,209:1,217:1,218:1]:
    A/2-A1/2
    C-A1 depends on loops [130:1,131:1,140:1,141:1,146:1,147:1,148:1,149:1,150:1,151:1,152:1,153:1,154:1,179:1,180:1,187:1,188:1,189:1,190:1,191:1,192:1,193:1,194:1,213:1,214:1] 
  - RF of loop [163:1,164:1,165:1,166:1,175:1,176:1,177:1,178:1,185:1,186:1,201:1,202:1,203:1,210:1,211:1,212:1,219:1,220:1]:
    A-C
    B-C+1
* Partial RF of phase [142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234]:
  - RF of loop [142:1,143:1,144:1]:
    A-A1+1
  - RF of loop [142:1,143:1,144:1,145:1,221:1,222:1,223:1,224:1,225:1,226:1,228:1,229:1,231:1,232:1,233:1]:
    A-C+1
  - RF of loop [221:1,222:1,223:1,224:1,231:1]:
    -C+A1 depends on loops [142:1,143:1,144:1,225:1,226:1,227:1,228:1,229:1,230:1,232:1,233:1,234:1] 
  - RF of loop [225:1,227:1,228:1,230:1,232:1,234:1]:
    A/3-A1/3-1/3
    B/3-A1/3
  - RF of loop [225:1,228:1,232:1]:
    C/2-A1/2-1/2 depends on loops [145:1,221:1,222:1,223:1,224:1,231:1] 
  - RF of loop [226:1,229:1,233:1]:
    A/2-A1/2
    C-A1 depends on loops [145:1,221:1,222:1,223:1,224:1,231:1] 
  - RF of loop [227:1,230:1,234:1]:
    A-C
    B-C+1


### Specialization of cost equations f56/46 
* CE 36 is refined into CE [303] 
* CE 34 is refined into CE [304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,325,326,327,328,329,330,331,332] 
* CE 37 is refined into CE [333] 
* CE 35 is refined into CE [334,335,336] 


### Cost equations --> "Loop" of f56/46 
* CEs [336] --> Loop 255 
* CEs [335] --> Loop 256 
* CEs [334] --> Loop 257 
* CEs [303] --> Loop 258 
* CEs [332] --> Loop 259 
* CEs [331] --> Loop 260 
* CEs [330] --> Loop 261 
* CEs [329] --> Loop 262 
* CEs [328] --> Loop 263 
* CEs [327] --> Loop 264 
* CEs [326] --> Loop 265 
* CEs [325] --> Loop 266 
* CEs [324] --> Loop 267 
* CEs [323] --> Loop 268 
* CEs [322] --> Loop 269 
* CEs [321] --> Loop 270 
* CEs [320] --> Loop 271 
* CEs [319] --> Loop 272 
* CEs [318] --> Loop 273 
* CEs [317] --> Loop 274 
* CEs [316] --> Loop 275 
* CEs [315] --> Loop 276 
* CEs [314] --> Loop 277 
* CEs [313] --> Loop 278 
* CEs [312] --> Loop 279 
* CEs [311] --> Loop 280 
* CEs [310] --> Loop 281 
* CEs [309] --> Loop 282 
* CEs [308] --> Loop 283 
* CEs [307] --> Loop 284 
* CEs [306] --> Loop 285 
* CEs [305] --> Loop 286 
* CEs [304] --> Loop 287 
* CEs [333] --> Loop 288 

### Ranking functions of CR f56(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2) 
* RF of phase [257]: [A-B,-B+C-1]

#### Partial ranking functions of CR f56(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2) 
* Partial RF of phase [257]:
  - RF of loop [257:1]:
    A-B
    -B+C-1


### Specialization of cost equations f132/6 
* CE 39 is refined into CE [337] 
* CE 40 is refined into CE [338] 
* CE 38 is refined into CE [339] 


### Cost equations --> "Loop" of f132/6 
* CEs [339] --> Loop 289 
* CEs [337] --> Loop 290 
* CEs [338] --> Loop 291 

### Ranking functions of CR f132(A,B,E,J1,K1,L1) 
* RF of phase [289]: [A-B+1]

#### Partial ranking functions of CR f132(A,B,E,J1,K1,L1) 
* Partial RF of phase [289]:
  - RF of loop [289:1]:
    A-B+1


### Specialization of cost equations f35/55 
* CE 23 is refined into CE [340,341,342,343] 
* CE 24 is refined into CE [344] 
* CE 16 is refined into CE [345,346,347,348] 
* CE 20 is refined into CE [349,350,351,352,353,354,355,356] 
* CE 17 is refined into CE [357,358,359,360] 
* CE 21 is refined into CE [361,362,363,364,365,366,367,368] 
* CE 22 is refined into CE [369,370,371,372,373,374,375] 
* CE 25 is refined into CE [376] 
* CE 18 is refined into CE [377,378,379,380] 
* CE 19 is refined into CE [381,382,383,384] 


### Cost equations --> "Loop" of f35/55 
* CEs [380] --> Loop 292 
* CEs [379] --> Loop 293 
* CEs [378] --> Loop 294 
* CEs [377] --> Loop 295 
* CEs [384] --> Loop 296 
* CEs [383] --> Loop 297 
* CEs [382] --> Loop 298 
* CEs [381] --> Loop 299 
* CEs [344] --> Loop 300 
* CEs [341] --> Loop 301 
* CEs [343] --> Loop 302 
* CEs [342] --> Loop 303 
* CEs [340] --> Loop 304 
* CEs [347,348,353,354,355,356] --> Loop 305 
* CEs [371] --> Loop 306 
* CEs [370] --> Loop 307 
* CEs [369] --> Loop 308 
* CEs [375] --> Loop 309 
* CEs [374] --> Loop 310 
* CEs [373] --> Loop 311 
* CEs [359,360,365,366,367,368] --> Loop 312 
* CEs [372] --> Loop 313 
* CEs [345,346,349,350,351,352] --> Loop 314 
* CEs [357,358,361,362,363,364] --> Loop 315 
* CEs [376] --> Loop 316 

### Ranking functions of CR f35(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,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2) 

#### Partial ranking functions of CR f35(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,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2) 


### Specialization of cost equations f35_loop_cont/29 
* CE 26 is refined into CE [385] 
* CE 27 is refined into CE [386] 


### Cost equations --> "Loop" of f35_loop_cont/29 
* CEs [385] --> Loop 317 
* CEs [386] --> Loop 318 

### Ranking functions of CR f35_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,Z,A1,B1,C1) 

#### Partial ranking functions of CR f35_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,Z,A1,B1,C1) 


### Specialization of cost equations f26_loop_cont/29 
* CE 15 is refined into CE [387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413] 
* CE 14 is refined into CE [414] 


### Cost equations --> "Loop" of f26_loop_cont/29 
* CEs [413] --> Loop 319 
* CEs [404,408] --> Loop 320 
* CEs [403,406] --> Loop 321 
* CEs [402] --> Loop 322 
* CEs [401,412] --> Loop 323 
* CEs [400] --> Loop 324 
* CEs [399] --> Loop 325 
* CEs [398] --> Loop 326 
* CEs [397,411] --> Loop 327 
* CEs [410] --> Loop 328 
* CEs [396] --> Loop 329 
* CEs [395] --> Loop 330 
* CEs [394,407] --> Loop 331 
* CEs [393,405] --> Loop 332 
* CEs [409] --> Loop 333 
* CEs [392] --> Loop 334 
* CEs [389,390] --> Loop 335 
* CEs [387,388] --> Loop 336 
* CEs [391] --> Loop 337 
* CEs [414] --> Loop 338 

### 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,Z,A1,B1,C1) 

#### 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,Z,A1,B1,C1) 


### Specialization of cost equations f16_loop_cont/29 
* CE 7 is refined into CE [415,416,417,418,419,420,421,422,423,424] 
* CE 6 is refined into CE [425] 


### Cost equations --> "Loop" of f16_loop_cont/29 
* CEs [416,421] --> Loop 339 
* CEs [417] --> Loop 340 
* CEs [424] --> Loop 341 
* CEs [420] --> Loop 342 
* CEs [422,423] --> Loop 343 
* CEs [418,419] --> Loop 344 
* CEs [415] --> Loop 345 
* CEs [425] --> Loop 346 

### Ranking functions of CR f16_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,Z,A1,B1,C1) 

#### Partial ranking functions of CR f16_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,Z,A1,B1,C1) 


### Specialization of cost equations f0/28 
* CE 1 is refined into CE [426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448] 


### Cost equations --> "Loop" of f0/28 
* CEs [432] --> Loop 347 
* CEs [431,441,444] --> Loop 348 
* CEs [430] --> Loop 349 
* CEs [429] --> Loop 350 
* CEs [428] --> Loop 351 
* CEs [427,445,448] --> Loop 352 
* CEs [437,440] --> Loop 353 
* CEs [443] --> Loop 354 
* CEs [447] --> Loop 355 
* CEs [439] --> Loop 356 
* CEs [442] --> Loop 357 
* CEs [446] --> Loop 358 
* CEs [438] --> Loop 359 
* CEs [433,436] --> Loop 360 
* CEs [435] --> Loop 361 
* CEs [434] --> Loop 362 
* CEs [426] --> Loop 363 

### 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,X,Y,Z,A1,J1) 

#### 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,X,Y,Z,A1,J1) 


Computing Bounds
=====================================

#### Cost of chains of f18(A,B,C,J1,K1,L1):
* Chain [[85],87]: 1*it(85)+0
  Such that:it(85) =< A-C+1

  with precondition: [J1=3,A>=B,A>=C] 

* Chain [[85],86]: 1*it(85)+0
  Such that:it(85) =< A-C+1

  with precondition: [J1=13,B+1=K1,A+1=L1,A>=B,A>=C] 

* Chain [87]: 0
  with precondition: [J1=3,A>=B] 

* Chain [86]: 0
  with precondition: [J1=13,B+1=K1,C=L1,C>=A+1,A>=B] 


#### Cost of chains of f16(A,B,C,J1,K1,L1):
* Chain [[89],93]: 1*it(89)+0
  Such that:it(89) =< A-B+1

  with precondition: [J1=3,C>=A+1,A>=B] 

* Chain [[89],92]: 1*it(89)+0
  Such that:it(89) =< A-B

  with precondition: [J1=3,C>=A+1,A>=B+1] 

* Chain [[89],90]: 1*it(89)+0
  Such that:it(89) =< A-B+1

  with precondition: [J1=14,A+1=K1,C=L1,C>=A+1,A>=B] 

* Chain [93]: 0
  with precondition: [J1=3] 

* Chain [92]: 0
  with precondition: [J1=3,A>=B] 

* Chain [91]: 1*s(1)+0
  Such that:s(1) =< A-C+1

  with precondition: [J1=3,A>=B,A>=C] 

* Chain [90]: 0
  with precondition: [J1=14,L1=C,B=K1,B>=A+1] 

* Chain [88,[89],93]: 1*it(89)+1*s(2)+1
  Such that:it(89) =< A-B
s(2) =< A-C+1

  with precondition: [J1=3,A>=B+1,A>=C] 

* Chain [88,[89],92]: 1*it(89)+1*s(2)+1
  Such that:it(89) =< A-B
s(2) =< A-C+1

  with precondition: [J1=3,A>=B+2,A>=C] 

* Chain [88,[89],90]: 1*it(89)+1*s(2)+1
  Such that:it(89) =< A-B
s(2) =< A-C+1

  with precondition: [J1=14,A+1=K1,A+1=L1,A>=B+1,A>=C] 

* Chain [88,93]: 1*s(2)+1
  Such that:s(2) =< A-C+1

  with precondition: [J1=3,A>=B,A>=C] 

* Chain [88,92]: 1*s(2)+1
  Such that:s(2) =< A-C+1

  with precondition: [J1=3,A>=B+1,A>=C] 

* Chain [88,90]: 1*s(2)+1
  Such that:s(2) =< A-C+1

  with precondition: [J1=14,A=B,A+1=K1,A+1=L1,A>=C] 


#### Cost of chains of f26(A,B,D,J1,K1,L1):
* Chain [[94],96]: 1*it(94)+0
  Such that:it(94) =< A-B+1

  with precondition: [J1=3,A>=B] 

* Chain [[94],95]: 1*it(94)+0
  Such that:it(94) =< A-B+1

  with precondition: [J1=9,A+1=K1,A>=B] 

* Chain [96]: 0
  with precondition: [J1=3] 

* Chain [95]: 0
  with precondition: [J1=9,L1=D,B=K1,B>=A+1] 


#### Cost of chains of f40(A,B,C,F,G,J1,K1,L1,M1,N1):
* Chain [[97],99]: 1*it(97)+0
  Such that:it(97) =< A-C+1

  with precondition: [J1=2,B+1=K1,A+1=L1,A>=B+1,A>=C] 

* Chain [[97],98]: 1*it(97)+0
  Such that:it(97) =< A-C+1

  with precondition: [J1=3,A>=B+1,A>=C] 

* Chain [99]: 0
  with precondition: [J1=2,M1=F,N1=G,B+1=K1,C=L1,C>=A+1,A>=B+1] 

* Chain [98]: 0
  with precondition: [J1=3,A>=B+1] 


#### Cost of chains of f38(A,B,C,F,G,J1,K1,L1,M1,N1):
* Chain [[101],107]: 1*it(101)+0
  Such that:it(101) =< A-B

  with precondition: [F=0,J1=11,M1=0,A=K1,C=L1,G=N1,C>=A+1,A>=B+1] 

* Chain [[101],106]: 1*it(101)+0
  Such that:it(101) =< A-B

  with precondition: [J1=3,C>=A+1,A>=B+1] 

* Chain [[101],105]: 1*it(101)+0
  Such that:it(101) =< A-B

  with precondition: [J1=3,C>=A+1,A>=B+2] 

* Chain [107]: 0
  with precondition: [F=0,J1=11,M1=0,L1=C,N1=G,B=K1,B>=A] 

* Chain [106]: 0
  with precondition: [J1=3] 

* Chain [105]: 0
  with precondition: [J1=3,A>=B+1] 

* Chain [104]: 1*s(8)+0
  Such that:s(8) =< A-C+1

  with precondition: [F=0,J1=3,A>=B+1,A>=C] 

* Chain [100,[101],107]: 1*it(101)+1*s(9)+1
  Such that:it(101) =< A-B
s(9) =< A-C+1

  with precondition: [F=0,J1=11,M1=0,A=K1,A+1=L1,A>=B+2,A>=C] 

* Chain [100,[101],106]: 1*it(101)+1*s(9)+1
  Such that:it(101) =< A-B
s(9) =< A-C+1

  with precondition: [F=0,J1=3,A>=B+2,A>=C] 

* Chain [100,[101],105]: 1*it(101)+1*s(9)+1
  Such that:it(101) =< A-B
s(9) =< A-C+1

  with precondition: [F=0,J1=3,A>=B+3,A>=C] 

* Chain [100,[101],103]: 1*it(101)+1*s(9)+1
  Such that:it(101) =< A-B
s(9) =< A-C+1

  with precondition: [F=0,J1=10,A=K1,A+1=L1,0>=M1+1,A>=B+2,A>=C] 

* Chain [100,[101],102]: 1*it(101)+1*s(9)+1
  Such that:it(101) =< A-B
s(9) =< A-C+1

  with precondition: [F=0,J1=10,A=K1,A+1=L1,M1>=1,A>=B+2,A>=C] 

* Chain [100,107]: 1*s(9)+1
  Such that:s(9) =< A-C+1

  with precondition: [F=0,J1=11,M1=0,A=B+1,A=K1,A+1=L1,A>=C] 

* Chain [100,106]: 1*s(9)+1
  Such that:s(9) =< A-C+1

  with precondition: [F=0,J1=3,A>=B+1,A>=C] 

* Chain [100,105]: 1*s(9)+1
  Such that:s(9) =< A-C+1

  with precondition: [F=0,J1=3,A>=B+2,A>=C] 

* Chain [100,103]: 1*s(9)+1
  Such that:s(9) =< A-C+1

  with precondition: [F=0,J1=10,A=B+1,A=K1,A+1=L1,0>=M1+1,A>=C] 

* Chain [100,102]: 1*s(9)+1
  Such that:s(9) =< A-C+1

  with precondition: [F=0,J1=10,A=B+1,A=K1,A+1=L1,M1>=1,A>=C] 


#### Cost of chains of f96(B,K,P,A1,J1,K1,L1,M1):
* Chain [[108],110]: 1*it(108)+0
  Such that:it(108) =< B-A1

  with precondition: [J1=3,B>=A1+1] 

* Chain [[108],109]: 1*it(108)+0
  Such that:it(108) =< B-A1

  with precondition: [J1=7,B=M1,B>=A1+1] 

* Chain [110]: 0
  with precondition: [J1=3] 

* Chain [109]: 0
  with precondition: [J1=7,K1=K,L1=P,A1=M1,A1>=B] 


#### Cost of chains of f104(C,K,P,A1,J1,K1,L1,M1):
* Chain [[111],113]: 1*it(111)+0
  Such that:it(111) =< C-A1

  with precondition: [J1=3,C>=A1+1] 

* Chain [[111],112]: 1*it(111)+0
  Such that:it(111) =< C-A1

  with precondition: [J1=6,C=M1,C>=A1+1] 

* Chain [113]: 0
  with precondition: [J1=3] 

* Chain [112]: 0
  with precondition: [J1=6,K1=K,L1=P,A1=M1,A1>=C] 


#### Cost of chains of f112(A,K,P,A1,J1,K1,L1,M1):
* Chain [[114],116]: 1*it(114)+0
  Such that:it(114) =< A-A1+1

  with precondition: [J1=3,A>=A1] 

* Chain [[114],115]: 1*it(114)+0
  Such that:it(114) =< A-A1+1

  with precondition: [J1=5,A+1=M1,A>=A1] 

* Chain [116]: 0
  with precondition: [J1=3] 

* Chain [115]: 0
  with precondition: [J1=5,K1=K,L1=P,A1=M1,A1>=A+1] 


#### Cost of chains of f120(A,C,K,P,A1,J1,K1,L1,M1,N1):
* Chain [[117],119]: 1*it(117)+0
  Such that:it(117) =< A-A1+1

  with precondition: [J1=3,A>=C,A>=A1] 

* Chain [[117],118]: 1*it(117)+0
  Such that:it(117) =< A-A1+1

  with precondition: [J1=4,C+1=K1,A+1=N1,A>=C,A>=A1] 

* Chain [119]: 0
  with precondition: [J1=3,A>=C] 

* Chain [118]: 0
  with precondition: [J1=4,L1=K,M1=P,C+1=K1,A1=N1,A1>=A+1,A>=C] 


#### Cost of chains of f58(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2):
* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],245]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+1*it(229)+1*it(230)+1*it(231)+1*it(233)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(112) =< A-C
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(144) =< A-C+1
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(227) =< aux(112)
it(230) =< aux(112)
it(234) =< aux(112)
it(142) =< aux(144)
it(145) =< aux(144)
it(225) =< aux(144)
it(226) =< aux(144)
it(227) =< aux(144)
it(228) =< aux(144)
it(229) =< aux(144)
it(230) =< aux(144)
it(231) =< aux(144)
it(233) =< aux(144)
it(234) =< aux(144)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(233) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(233) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(233) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(233) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(233) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(144)
aux(80) =< aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(144)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],244]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+1*it(229)+1*it(230)+1*it(231)+1*it(233)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(113) =< A-C+1
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(145) =< A-C
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(227) =< aux(145)
it(230) =< aux(145)
it(234) =< aux(145)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(230) =< aux(113)
it(231) =< aux(113)
it(233) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(145)
it(145) =< aux(145)
it(225) =< aux(145)
it(226) =< aux(145)
it(228) =< aux(145)
it(229) =< aux(145)
it(231) =< aux(145)
it(233) =< aux(145)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(233) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(233) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(233) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(233) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(233) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],243]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+1*it(229)+1*it(230)+1*it(231)+1*it(233)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(113) =< A-C+1
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(146) =< A-C
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(227) =< aux(146)
it(230) =< aux(146)
it(234) =< aux(146)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(230) =< aux(113)
it(231) =< aux(113)
it(233) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(146)
it(145) =< aux(146)
it(225) =< aux(146)
it(226) =< aux(146)
it(228) =< aux(146)
it(229) =< aux(146)
it(231) =< aux(146)
it(233) =< aux(146)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(233) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(233) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(233) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(233) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(233) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],242]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+1*it(229)+1*it(230)+1*it(231)+1*it(233)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(113) =< A-C+1
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(147) =< A-C
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(227) =< aux(147)
it(230) =< aux(147)
it(234) =< aux(147)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(230) =< aux(113)
it(231) =< aux(113)
it(233) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(147)
it(145) =< aux(147)
it(225) =< aux(147)
it(226) =< aux(147)
it(228) =< aux(147)
it(229) =< aux(147)
it(231) =< aux(147)
it(233) =< aux(147)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(233) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(233) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(233) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(233) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(233) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],241]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+2*it(229)+1*it(230)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+2*s(135)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(120) =< 2*A-B-A1
aux(123) =< 2*A-C-A1+1
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(149) =< A-C
aux(150) =< A-C+1
aux(151) =< A-A1
aux(152) =< A-A1+1
aux(153) =< 2*A-C-A1
aux(154) =< 2*A-C-A1+2
aux(155) =< A/2-A1/2
aux(156) =< A/3-A1/3
aux(114) =< aux(149)
aux(114) =< aux(150)
aux(148) =< aux(150)
aux(119) =< aux(151)
aux(119) =< aux(152)
aux(126) =< aux(152)
aux(128) =< aux(152)
aux(111) =< aux(153)
aux(111) =< aux(154)
aux(148) =< aux(154)
aux(126) =< aux(155)
aux(128) =< aux(156)
s(135) =< aux(148)
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(226) =< aux(111)
it(227) =< aux(111)
it(228) =< aux(111)
it(229) =< aux(111)
it(230) =< aux(111)
it(231) =< aux(111)
it(234) =< aux(111)
s(130) =< aux(111)
it(227) =< aux(149)
it(230) =< aux(149)
it(234) =< aux(149)
it(142) =< aux(150)
it(145) =< aux(150)
it(225) =< aux(150)
it(226) =< aux(150)
it(227) =< aux(150)
it(228) =< aux(150)
it(229) =< aux(150)
it(230) =< aux(150)
it(231) =< aux(150)
it(234) =< aux(150)
it(142) =< aux(114)
it(145) =< aux(114)
it(225) =< aux(114)
it(226) =< aux(114)
it(227) =< aux(114)
it(228) =< aux(114)
it(229) =< aux(114)
it(230) =< aux(114)
it(231) =< aux(114)
it(234) =< aux(114)
aux(57) =< aux(151)
it(227) =< aux(151)
it(228) =< aux(151)
it(229) =< aux(151)
it(230) =< aux(151)
it(234) =< aux(151)
s(109) =< aux(151)
s(112) =< aux(151)
s(129) =< aux(151)
s(130) =< aux(151)
s(131) =< aux(151)
it(142) =< aux(152)
it(225) =< aux(152)
it(226) =< aux(152)
it(227) =< aux(152)
it(228) =< aux(152)
it(229) =< aux(152)
it(230) =< aux(152)
it(234) =< aux(152)
s(96) =< aux(152)
s(99) =< aux(152)
it(142) =< aux(119)
it(225) =< aux(119)
it(226) =< aux(119)
it(227) =< aux(119)
it(228) =< aux(119)
it(229) =< aux(119)
it(230) =< aux(119)
it(234) =< aux(119)
s(96) =< aux(119)
s(99) =< aux(119)
s(109) =< aux(119)
s(112) =< aux(119)
s(129) =< aux(119)
s(130) =< aux(119)
s(131) =< aux(119)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(153)
it(227) =< aux(153)
it(228) =< aux(153)
it(229) =< aux(153)
it(230) =< aux(153)
it(234) =< aux(153)
s(103) =< aux(153)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(111)
s(108) =< aux(111)
it(226) =< aux(155)
it(227) =< aux(155)
it(228) =< aux(155)
it(229) =< aux(155)
it(230) =< aux(155)
it(234) =< aux(155)
it(226) =< aux(126)
it(227) =< aux(126)
it(228) =< aux(126)
it(229) =< aux(126)
it(230) =< aux(126)
it(234) =< aux(126)
it(225) =< aux(156)
it(227) =< aux(156)
it(228) =< aux(156)
it(230) =< aux(156)
it(234) =< aux(156)
it(225) =< aux(128)
it(227) =< aux(128)
it(228) =< aux(128)
it(230) =< aux(128)
it(234) =< aux(128)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
s(128) =< aux(119)
s(133) =< aux(119)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(150)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
it(230) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(230) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(151)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(151)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(150)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A1>=C+1,A>=A1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],240]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+1*it(229)+1*it(230)+1*it(231)+1*it(233)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(113) =< A-C+1
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(157) =< A-C
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(227) =< aux(157)
it(230) =< aux(157)
it(234) =< aux(157)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(230) =< aux(113)
it(231) =< aux(113)
it(233) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(157)
it(145) =< aux(157)
it(225) =< aux(157)
it(226) =< aux(157)
it(228) =< aux(157)
it(229) =< aux(157)
it(231) =< aux(157)
it(233) =< aux(157)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(233) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(233) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(233) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(233) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(233) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],239]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+2*it(227)+2*it(228)+2*it(229)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+12*s(107)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+3*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(113) =< A-C+1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(126) =< B/2-A1/2
aux(138) =< C-A1
aux(159) =< A+B-C-A1
aux(160) =< A-C
aux(161) =< A-A1
aux(162) =< B-A1
aux(163) =< B/3-A1/3
aux(57) =< aux(161)
aux(57) =< aux(162)
aux(126) =< aux(162)
aux(128) =< aux(162)
aux(128) =< aux(163)
s(133) =< aux(162)
it(227) =< aux(159)
it(234) =< aux(159)
s(130) =< aux(159)
it(226) =< aux(159)
it(228) =< aux(159)
it(229) =< aux(159)
it(231) =< aux(159)
it(227) =< aux(160)
it(234) =< aux(160)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(231) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(160)
it(145) =< aux(160)
it(225) =< aux(160)
it(226) =< aux(160)
it(228) =< aux(160)
it(229) =< aux(160)
it(231) =< aux(160)
it(227) =< aux(161)
it(228) =< aux(161)
it(229) =< aux(161)
it(234) =< aux(161)
s(129) =< aux(161)
s(130) =< aux(161)
s(131) =< aux(161)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(142) =< aux(162)
it(225) =< aux(162)
it(226) =< aux(162)
it(227) =< aux(162)
it(228) =< aux(162)
it(229) =< aux(162)
it(234) =< aux(162)
s(96) =< aux(162)
s(99) =< aux(162)
s(129) =< aux(162)
s(130) =< aux(162)
s(131) =< aux(162)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(159)
s(108) =< aux(159)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(234) =< aux(125)
it(226) =< aux(126)
it(227) =< aux(126)
it(228) =< aux(126)
it(229) =< aux(126)
it(234) =< aux(126)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(234) =< aux(127)
it(225) =< aux(128)
it(227) =< aux(128)
it(228) =< aux(128)
it(234) =< aux(128)
it(227) =< aux(131)
it(234) =< aux(131)
s(128) =< aux(162)
it(225) =< aux(163)
it(227) =< aux(163)
it(228) =< aux(163)
it(234) =< aux(163)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< aux(57)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],238]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+2*it(227)+2*it(228)+2*it(229)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+12*s(107)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+4*s(133)+2*s(140)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(164) =< A-B+1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(112) =< A-C
aux(113) =< A-C+1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(126) =< B/2-A1/2
aux(138) =< C-A1
aux(166) =< A-A1
aux(167) =< B-C
aux(168) =< B-A1
aux(169) =< 2*B-C-A1
aux(170) =< B/3-A1/3
aux(57) =< aux(166)
aux(57) =< aux(168)
aux(126) =< aux(168)
aux(128) =< aux(168)
aux(128) =< aux(170)
s(140) =< aux(164)
s(133) =< aux(168)
it(227) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(226) =< aux(169)
it(227) =< aux(169)
it(228) =< aux(169)
it(229) =< aux(169)
it(231) =< aux(169)
it(234) =< aux(169)
s(130) =< aux(169)
it(227) =< aux(112)
it(234) =< aux(112)
it(142) =< aux(113)
it(145) =< aux(113)
it(225) =< aux(113)
it(226) =< aux(113)
it(227) =< aux(113)
it(228) =< aux(113)
it(229) =< aux(113)
it(231) =< aux(113)
it(234) =< aux(113)
it(142) =< aux(167)
it(145) =< aux(167)
it(225) =< aux(167)
it(226) =< aux(167)
it(227) =< aux(167)
it(228) =< aux(167)
it(229) =< aux(167)
it(231) =< aux(167)
it(234) =< aux(167)
it(227) =< aux(166)
it(228) =< aux(166)
it(229) =< aux(166)
it(234) =< aux(166)
s(129) =< aux(166)
s(130) =< aux(166)
s(131) =< aux(166)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(142) =< aux(168)
it(225) =< aux(168)
it(226) =< aux(168)
it(227) =< aux(168)
it(228) =< aux(168)
it(229) =< aux(168)
it(234) =< aux(168)
s(96) =< aux(168)
s(99) =< aux(168)
s(129) =< aux(168)
s(130) =< aux(168)
s(131) =< aux(168)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(169)
s(108) =< aux(169)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(234) =< aux(125)
it(226) =< aux(126)
it(227) =< aux(126)
it(228) =< aux(126)
it(229) =< aux(126)
it(234) =< aux(126)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(234) =< aux(127)
it(225) =< aux(128)
it(227) =< aux(128)
it(228) =< aux(128)
it(234) =< aux(128)
it(227) =< aux(131)
it(234) =< aux(131)
s(128) =< aux(168)
it(225) =< aux(170)
it(227) =< aux(170)
it(228) =< aux(170)
it(234) =< aux(170)
aux(62) =< aux(113)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(57)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(57)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(113)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< aux(57)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,B>=C+1,B>=A1+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],237]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+2*it(227)+2*it(228)+2*it(229)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+12*s(107)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+6*s(144)+4*s(145)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(172) =< A-B
aux(172) =< A-B+1
aux(108) =< A-B+C-A1
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(131) =< B-C+1
aux(126) =< B/2-A1/2
aux(174) =< A+B-C-A1
aux(175) =< A+B-C-A1+1
aux(176) =< A-C
aux(177) =< A-C+1
aux(178) =< -B+2*C-A1
aux(179) =< B-A1
aux(180) =< B/3-A1/3
aux(181) =< C-A1
aux(111) =< aux(174)
aux(111) =< aux(175)
aux(114) =< aux(176)
aux(114) =< aux(177)
aux(107) =< aux(178)
aux(107) =< aux(179)
aux(109) =< aux(179)
aux(126) =< aux(179)
aux(128) =< aux(179)
aux(128) =< aux(180)
aux(109) =< aux(181)
s(144) =< aux(175)
s(145) =< aux(172)
it(227) =< aux(174)
it(234) =< aux(174)
s(130) =< aux(174)
it(226) =< aux(111)
it(227) =< aux(111)
it(228) =< aux(111)
it(229) =< aux(111)
it(231) =< aux(111)
it(234) =< aux(111)
s(130) =< aux(111)
it(227) =< aux(176)
it(234) =< aux(176)
it(142) =< aux(177)
it(145) =< aux(177)
it(225) =< aux(177)
it(226) =< aux(177)
it(227) =< aux(177)
it(228) =< aux(177)
it(229) =< aux(177)
it(231) =< aux(177)
it(234) =< aux(177)
it(142) =< aux(114)
it(145) =< aux(114)
it(225) =< aux(114)
it(226) =< aux(114)
it(227) =< aux(114)
it(228) =< aux(114)
it(229) =< aux(114)
it(231) =< aux(114)
it(234) =< aux(114)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(234) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(142) =< aux(179)
it(225) =< aux(179)
it(226) =< aux(179)
it(227) =< aux(179)
it(228) =< aux(179)
it(229) =< aux(179)
it(234) =< aux(179)
s(96) =< aux(179)
s(99) =< aux(179)
aux(57) =< aux(179)
s(129) =< aux(179)
s(130) =< aux(179)
s(131) =< aux(179)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(111)
s(108) =< aux(111)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(234) =< aux(125)
it(226) =< aux(126)
it(227) =< aux(126)
it(228) =< aux(126)
it(229) =< aux(126)
it(234) =< aux(126)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(234) =< aux(127)
it(225) =< aux(128)
it(227) =< aux(128)
it(228) =< aux(128)
it(234) =< aux(128)
it(227) =< aux(131)
it(234) =< aux(131)
s(128) =< aux(179)
s(133) =< aux(179)
it(225) =< aux(180)
it(227) =< aux(180)
it(228) =< aux(180)
it(234) =< aux(180)
aux(62) =< aux(177)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(178)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(178)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(178)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(178)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(181)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(181)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(181)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(177)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< aux(57)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],236]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+2*it(229)+1*it(230)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+6*s(154)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(120) =< 2*A-B-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(184) =< A-C
aux(185) =< A-C+1
aux(186) =< A-A1
aux(187) =< A-A1+1
aux(188) =< 2*A-C-A1
aux(189) =< 2*A-C-A1+2
aux(190) =< C-A1
aux(191) =< 2*C-2*A1
aux(114) =< aux(184)
aux(114) =< aux(185)
aux(109) =< aux(186)
aux(119) =< aux(186)
aux(119) =< aux(187)
aux(111) =< aux(188)
aux(111) =< aux(189)
aux(107) =< aux(190)
aux(109) =< aux(190)
aux(107) =< aux(191)
s(154) =< aux(187)
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(226) =< aux(111)
it(227) =< aux(111)
it(228) =< aux(111)
it(229) =< aux(111)
it(230) =< aux(111)
it(231) =< aux(111)
it(234) =< aux(111)
s(130) =< aux(111)
it(227) =< aux(184)
it(230) =< aux(184)
it(234) =< aux(184)
it(142) =< aux(185)
it(145) =< aux(185)
it(225) =< aux(185)
it(226) =< aux(185)
it(227) =< aux(185)
it(228) =< aux(185)
it(229) =< aux(185)
it(230) =< aux(185)
it(231) =< aux(185)
it(234) =< aux(185)
it(142) =< aux(114)
it(145) =< aux(114)
it(225) =< aux(114)
it(226) =< aux(114)
it(227) =< aux(114)
it(228) =< aux(114)
it(229) =< aux(114)
it(230) =< aux(114)
it(231) =< aux(114)
it(234) =< aux(114)
aux(57) =< aux(186)
it(227) =< aux(186)
it(228) =< aux(186)
it(229) =< aux(186)
it(230) =< aux(186)
it(234) =< aux(186)
s(109) =< aux(186)
s(112) =< aux(186)
s(129) =< aux(186)
s(130) =< aux(186)
s(131) =< aux(186)
it(142) =< aux(187)
it(225) =< aux(187)
it(226) =< aux(187)
it(227) =< aux(187)
it(228) =< aux(187)
it(229) =< aux(187)
it(230) =< aux(187)
it(234) =< aux(187)
s(96) =< aux(187)
s(99) =< aux(187)
it(142) =< aux(119)
it(225) =< aux(119)
it(226) =< aux(119)
it(227) =< aux(119)
it(228) =< aux(119)
it(229) =< aux(119)
it(230) =< aux(119)
it(234) =< aux(119)
s(96) =< aux(119)
s(99) =< aux(119)
s(109) =< aux(119)
s(112) =< aux(119)
s(129) =< aux(119)
s(130) =< aux(119)
s(131) =< aux(119)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(188)
it(227) =< aux(188)
it(228) =< aux(188)
it(229) =< aux(188)
it(230) =< aux(188)
it(234) =< aux(188)
s(103) =< aux(188)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(111)
s(108) =< aux(111)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(234) =< aux(125)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
s(128) =< aux(119)
s(133) =< aux(119)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(185)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(230) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(230) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(190)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(190)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(190)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(185)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=3,4>=E,A1>=B,A>=C+1,A>=A1+1] 

* Chain [[142,143,144,145,221,222,223,224,225,226,227,228,229,230,231,232,233,234],235]: 3*it(142)+5*it(145)+1*it(225)+1*it(226)+1*it(227)+2*it(228)+2*it(229)+1*it(230)+1*it(231)+1*it(234)+4*s(95)+1*s(99)+2*s(100)+4*s(101)+2*s(102)+4*s(106)+8*s(107)+4*s(110)+2*s(114)+2*s(116)+1*s(128)+2*s(129)+1*s(130)+2*s(131)+1*s(133)+0
  Such that:aux(106) =< A-2*B+2*C-A1
aux(108) =< A-B+C-A1
aux(110) =< A+B-C-A1
aux(112) =< A-C
aux(117) =< A-A1
aux(118) =< A-A1+1
aux(120) =< 2*A-B-A1
aux(122) =< 2*A-C-A1
aux(123) =< 2*A-C-A1+1
aux(125) =< A/2-A1/2
aux(127) =< A/3-A1/3
aux(129) =< -B+2*C-A1
aux(131) =< B-C+1
aux(133) =< B-A1
aux(135) =< B/3-A1/3
aux(138) =< C-A1
aux(126) =< -A1/2+E2/2
aux(192) =< -2*A+2*C-A1+E2
aux(193) =< -A+C-A1+E2
aux(194) =< A-C+1
aux(195) =< A-C-A1+E2+1
aux(196) =< C-A1-L1+E2
aux(197) =< 2*C-A1-2*L1+E2
aux(198) =< -A1+E2
aux(199) =< -A1/3+E2/3
aux(107) =< aux(192)
aux(109) =< aux(193)
aux(109) =< aux(196)
aux(107) =< aux(197)
it(227) =< aux(110)
it(230) =< aux(110)
it(234) =< aux(110)
s(130) =< aux(110)
it(226) =< aux(195)
it(227) =< aux(195)
it(228) =< aux(195)
it(229) =< aux(195)
it(230) =< aux(195)
it(231) =< aux(195)
it(234) =< aux(195)
s(130) =< aux(195)
it(227) =< aux(112)
it(230) =< aux(112)
it(234) =< aux(112)
it(142) =< aux(194)
it(145) =< aux(194)
it(225) =< aux(194)
it(226) =< aux(194)
it(227) =< aux(194)
it(228) =< aux(194)
it(229) =< aux(194)
it(230) =< aux(194)
it(231) =< aux(194)
it(234) =< aux(194)
aux(57) =< aux(117)
it(227) =< aux(117)
it(228) =< aux(117)
it(229) =< aux(117)
it(230) =< aux(117)
it(234) =< aux(117)
s(109) =< aux(117)
s(112) =< aux(117)
s(129) =< aux(117)
s(130) =< aux(117)
s(131) =< aux(117)
it(142) =< aux(118)
it(225) =< aux(118)
it(226) =< aux(118)
it(227) =< aux(118)
it(228) =< aux(118)
it(229) =< aux(118)
it(230) =< aux(118)
it(234) =< aux(118)
s(96) =< aux(118)
s(99) =< aux(118)
it(142) =< aux(198)
it(225) =< aux(198)
it(226) =< aux(198)
it(227) =< aux(198)
it(228) =< aux(198)
it(229) =< aux(198)
it(230) =< aux(198)
it(234) =< aux(198)
s(96) =< aux(198)
s(99) =< aux(198)
s(109) =< aux(198)
s(112) =< aux(198)
s(129) =< aux(198)
s(130) =< aux(198)
s(131) =< aux(198)
it(234) =< aux(120)
s(129) =< aux(120)
it(226) =< aux(122)
it(227) =< aux(122)
it(228) =< aux(122)
it(229) =< aux(122)
it(230) =< aux(122)
it(234) =< aux(122)
s(103) =< aux(122)
it(227) =< aux(123)
it(228) =< aux(123)
it(229) =< aux(123)
it(230) =< aux(123)
it(234) =< aux(123)
s(108) =< aux(123)
s(103) =< aux(195)
s(108) =< aux(195)
it(226) =< aux(125)
it(227) =< aux(125)
it(228) =< aux(125)
it(229) =< aux(125)
it(230) =< aux(125)
it(234) =< aux(125)
it(226) =< aux(126)
it(227) =< aux(126)
it(228) =< aux(126)
it(229) =< aux(126)
it(230) =< aux(126)
it(234) =< aux(126)
it(225) =< aux(127)
it(227) =< aux(127)
it(228) =< aux(127)
it(230) =< aux(127)
it(234) =< aux(127)
it(225) =< aux(199)
it(227) =< aux(199)
it(228) =< aux(199)
it(230) =< aux(199)
it(234) =< aux(199)
it(227) =< aux(131)
it(230) =< aux(131)
it(234) =< aux(131)
aux(57) =< aux(133)
it(228) =< aux(133)
it(230) =< aux(133)
it(234) =< aux(133)
s(112) =< aux(133)
s(128) =< aux(133)
s(133) =< aux(133)
s(128) =< aux(198)
s(133) =< aux(198)
it(225) =< aux(135)
it(227) =< aux(135)
it(228) =< aux(135)
it(230) =< aux(135)
it(234) =< aux(135)
aux(62) =< aux(194)
aux(80) =< aux(57)
it(227) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(230) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(234) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(104) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(128) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
it(226) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(227) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(229) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(230) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(234) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(118) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(129)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(104) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(118) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(138)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(107)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(109)
it(228) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(105) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
s(119) =< it(231)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(145)*2+it(142)+it(142)+it(142)+aux(106)
it(228) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(105) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(119) =< it(231)+it(145)+it(145)+it(145)+it(145)+it(145)+aux(108)
s(104) =< it(225)*aux(57)
s(105) =< it(225)*aux(194)
s(118) =< it(228)*aux(80)
s(119) =< it(228)*aux(62)
s(107) =< s(109)
s(110) =< s(112)
s(106) =< s(108)
s(116) =< s(119)
s(114) =< s(118)
s(101) =< s(103)
s(102) =< s(105)
s(100) =< s(104)
s(95) =< s(96)

  with precondition: [J1=8,B+1=K1,A+1=L1,L=P1,M=Q1,N=R1,O=S1,4>=E,A>=B+1,A>=C,E2>=A1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],254]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+2*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+10*it(187)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(558) =< A+B-C-A1
aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(590) =< A-C
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(163) =< aux(590)
it(185) =< aux(590)
it(220) =< aux(590)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(187) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(590)
it(130) =< aux(590)
it(155) =< aux(590)
it(156) =< aux(590)
it(159) =< aux(590)
it(160) =< aux(590)
it(167) =< aux(590)
it(179) =< aux(590)
it(182) =< aux(590)
it(183) =< aux(590)
it(184) =< aux(590)
it(187) =< aux(590)
it(195) =< aux(590)
it(218) =< aux(590)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(220) =< aux(568)
s(637) =< aux(568)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(561)
s(633) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(195) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],253]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+2*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+10*it(187)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(558) =< A+B-C-A1
aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(591) =< A-C
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(163) =< aux(591)
it(185) =< aux(591)
it(220) =< aux(591)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(187) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(591)
it(130) =< aux(591)
it(155) =< aux(591)
it(156) =< aux(591)
it(159) =< aux(591)
it(160) =< aux(591)
it(167) =< aux(591)
it(179) =< aux(591)
it(182) =< aux(591)
it(183) =< aux(591)
it(184) =< aux(591)
it(187) =< aux(591)
it(195) =< aux(591)
it(218) =< aux(591)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(220) =< aux(568)
s(637) =< aux(568)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(561)
s(633) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(195) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],252]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+2*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+10*it(187)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(558) =< A+B-C-A1
aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(592) =< A-C
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(163) =< aux(592)
it(185) =< aux(592)
it(220) =< aux(592)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(187) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(592)
it(130) =< aux(592)
it(155) =< aux(592)
it(156) =< aux(592)
it(159) =< aux(592)
it(160) =< aux(592)
it(167) =< aux(592)
it(179) =< aux(592)
it(182) =< aux(592)
it(183) =< aux(592)
it(184) =< aux(592)
it(187) =< aux(592)
it(195) =< aux(592)
it(218) =< aux(592)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(220) =< aux(568)
s(637) =< aux(568)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(561)
s(633) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(195) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],251]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+2*s(640)+0
  Such that:aux(558) =< A+B-C-A1
aux(563) =< A+C-2*A1
aux(568) =< 2*A-B-A1
aux(571) =< 2*A-C-A1+1
aux(564) =< 2*A-2*A1
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(594) =< A-C
aux(595) =< A-C+1
aux(596) =< A-A1
aux(597) =< A-A1+1
aux(598) =< 2*A-C-A1
aux(599) =< 2*A-C-A1+2
aux(600) =< A/2-A1/2
aux(601) =< A/3-A1/3
aux(562) =< aux(594)
aux(562) =< aux(595)
aux(593) =< aux(595)
aux(567) =< aux(596)
aux(567) =< aux(597)
aux(574) =< aux(597)
aux(576) =< aux(597)
aux(559) =< aux(598)
aux(559) =< aux(599)
aux(593) =< aux(599)
aux(574) =< aux(600)
aux(576) =< aux(601)
s(640) =< aux(593)
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(156) =< aux(559)
it(159) =< aux(559)
it(160) =< aux(559)
it(163) =< aux(559)
it(167) =< aux(559)
it(179) =< aux(559)
it(182) =< aux(559)
it(183) =< aux(559)
it(184) =< aux(559)
it(185) =< aux(559)
it(195) =< aux(559)
it(218) =< aux(559)
it(220) =< aux(559)
s(502) =< aux(559)
it(163) =< aux(594)
it(185) =< aux(594)
it(220) =< aux(594)
it(120) =< aux(595)
it(130) =< aux(595)
it(155) =< aux(595)
it(156) =< aux(595)
it(159) =< aux(595)
it(160) =< aux(595)
it(163) =< aux(595)
it(167) =< aux(595)
it(179) =< aux(595)
it(182) =< aux(595)
it(183) =< aux(595)
it(184) =< aux(595)
it(185) =< aux(595)
it(195) =< aux(595)
it(218) =< aux(595)
it(220) =< aux(595)
it(120) =< aux(562)
it(130) =< aux(562)
it(155) =< aux(562)
it(156) =< aux(562)
it(159) =< aux(562)
it(160) =< aux(562)
it(163) =< aux(562)
it(167) =< aux(562)
it(179) =< aux(562)
it(182) =< aux(562)
it(183) =< aux(562)
it(184) =< aux(562)
it(185) =< aux(562)
it(195) =< aux(562)
it(218) =< aux(562)
it(220) =< aux(562)
it(156) =< aux(596)
it(160) =< aux(596)
it(163) =< aux(596)
it(167) =< aux(596)
it(182) =< aux(596)
it(183) =< aux(596)
it(184) =< aux(596)
it(185) =< aux(596)
it(195) =< aux(596)
it(218) =< aux(596)
it(220) =< aux(596)
s(500) =< aux(596)
s(580) =< aux(596)
it(120) =< aux(597)
it(155) =< aux(597)
it(156) =< aux(597)
it(159) =< aux(597)
it(160) =< aux(597)
it(163) =< aux(597)
it(167) =< aux(597)
it(182) =< aux(597)
it(183) =< aux(597)
it(184) =< aux(597)
it(185) =< aux(597)
it(195) =< aux(597)
it(218) =< aux(597)
it(220) =< aux(597)
s(480) =< aux(597)
s(493) =< aux(597)
it(120) =< aux(567)
it(155) =< aux(567)
it(156) =< aux(567)
it(159) =< aux(567)
it(160) =< aux(567)
it(163) =< aux(567)
it(167) =< aux(567)
it(182) =< aux(567)
it(183) =< aux(567)
it(184) =< aux(567)
it(185) =< aux(567)
it(195) =< aux(567)
it(218) =< aux(567)
it(220) =< aux(567)
s(480) =< aux(567)
s(493) =< aux(567)
s(500) =< aux(567)
s(580) =< aux(567)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(567)
it(182) =< aux(598)
it(183) =< aux(598)
it(184) =< aux(598)
it(185) =< aux(598)
it(195) =< aux(598)
it(218) =< aux(598)
it(220) =< aux(598)
s(557) =< aux(598)
s(579) =< aux(598)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(559)
s(562) =< aux(559)
s(579) =< aux(559)
it(159) =< aux(600)
it(160) =< aux(600)
it(163) =< aux(600)
it(167) =< aux(600)
it(182) =< aux(600)
it(183) =< aux(600)
it(184) =< aux(600)
it(185) =< aux(600)
it(195) =< aux(600)
it(218) =< aux(600)
it(220) =< aux(600)
it(159) =< aux(574)
it(160) =< aux(574)
it(163) =< aux(574)
it(167) =< aux(574)
it(182) =< aux(574)
it(183) =< aux(574)
it(184) =< aux(574)
it(185) =< aux(574)
it(195) =< aux(574)
it(218) =< aux(574)
it(220) =< aux(574)
it(155) =< aux(601)
it(156) =< aux(601)
it(163) =< aux(601)
it(167) =< aux(601)
it(182) =< aux(601)
it(185) =< aux(601)
it(195) =< aux(601)
it(220) =< aux(601)
it(155) =< aux(576)
it(156) =< aux(576)
it(163) =< aux(576)
it(167) =< aux(576)
it(182) =< aux(576)
it(185) =< aux(576)
it(195) =< aux(576)
it(220) =< aux(576)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
s(636) =< aux(567)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(595)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A1>=C+1,A>=A1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],250]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+2*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+10*it(187)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(558) =< A+B-C-A1
aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(602) =< A-C
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(163) =< aux(602)
it(185) =< aux(602)
it(220) =< aux(602)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(187) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(602)
it(130) =< aux(602)
it(155) =< aux(602)
it(156) =< aux(602)
it(159) =< aux(602)
it(160) =< aux(602)
it(167) =< aux(602)
it(179) =< aux(602)
it(182) =< aux(602)
it(183) =< aux(602)
it(184) =< aux(602)
it(187) =< aux(602)
it(195) =< aux(602)
it(218) =< aux(602)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(220) =< aux(568)
s(637) =< aux(568)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(561)
s(633) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(195) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],249]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+4*s(636)+2*s(637)+0
  Such that:aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(564) =< 2*A-2*A1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(564) =< 2*B-2*A1
aux(574) =< B/2-A1/2
aux(604) =< A+B-C-A1
aux(605) =< A-C
aux(606) =< B-A1
aux(607) =< B/3-A1/3
aux(574) =< aux(606)
aux(576) =< aux(606)
aux(576) =< aux(607)
s(636) =< aux(606)
it(156) =< aux(604)
it(163) =< aux(604)
it(167) =< aux(604)
it(182) =< aux(604)
it(185) =< aux(604)
it(195) =< aux(604)
it(220) =< aux(604)
s(502) =< aux(604)
it(159) =< aux(604)
it(160) =< aux(604)
it(179) =< aux(604)
it(183) =< aux(604)
it(184) =< aux(604)
it(218) =< aux(604)
it(163) =< aux(605)
it(185) =< aux(605)
it(220) =< aux(605)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(605)
it(130) =< aux(605)
it(155) =< aux(605)
it(156) =< aux(605)
it(159) =< aux(605)
it(160) =< aux(605)
it(167) =< aux(605)
it(179) =< aux(605)
it(182) =< aux(605)
it(183) =< aux(605)
it(184) =< aux(605)
it(195) =< aux(605)
it(218) =< aux(605)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(120) =< aux(606)
it(155) =< aux(606)
it(156) =< aux(606)
it(159) =< aux(606)
it(160) =< aux(606)
it(163) =< aux(606)
it(167) =< aux(606)
it(182) =< aux(606)
it(183) =< aux(606)
it(184) =< aux(606)
it(185) =< aux(606)
it(195) =< aux(606)
it(218) =< aux(606)
it(220) =< aux(606)
s(480) =< aux(606)
s(493) =< aux(606)
s(500) =< aux(606)
s(580) =< aux(606)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(606)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(604)
s(562) =< aux(604)
s(579) =< aux(604)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(159) =< aux(574)
it(160) =< aux(574)
it(163) =< aux(574)
it(167) =< aux(574)
it(182) =< aux(574)
it(183) =< aux(574)
it(184) =< aux(574)
it(185) =< aux(574)
it(195) =< aux(574)
it(218) =< aux(574)
it(220) =< aux(574)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(155) =< aux(576)
it(156) =< aux(576)
it(163) =< aux(576)
it(167) =< aux(576)
it(182) =< aux(576)
it(185) =< aux(576)
it(195) =< aux(576)
it(220) =< aux(576)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(155) =< aux(607)
it(156) =< aux(607)
it(163) =< aux(607)
it(167) =< aux(607)
it(182) =< aux(607)
it(185) =< aux(607)
it(195) =< aux(607)
it(220) =< aux(607)
aux(369) =< aux(561)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],248]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+5*s(636)+2*s(637)+2*s(645)+0
  Such that:aux(608) =< A-B+1
aux(558) =< A+B-C-A1
aux(560) =< A-C
aux(561) =< A-C+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(564) =< 2*A-2*A1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(564) =< 2*B-2*A1
aux(574) =< B/2-A1/2
aux(610) =< B-C
aux(611) =< B-A1
aux(612) =< 2*B-C-A1
aux(613) =< B/3-A1/3
aux(574) =< aux(611)
aux(576) =< aux(611)
aux(576) =< aux(613)
s(645) =< aux(608)
s(636) =< aux(611)
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(156) =< aux(612)
it(159) =< aux(612)
it(160) =< aux(612)
it(163) =< aux(612)
it(167) =< aux(612)
it(179) =< aux(612)
it(182) =< aux(612)
it(183) =< aux(612)
it(184) =< aux(612)
it(185) =< aux(612)
it(195) =< aux(612)
it(218) =< aux(612)
it(220) =< aux(612)
s(502) =< aux(612)
it(163) =< aux(560)
it(185) =< aux(560)
it(220) =< aux(560)
it(120) =< aux(561)
it(130) =< aux(561)
it(155) =< aux(561)
it(156) =< aux(561)
it(159) =< aux(561)
it(160) =< aux(561)
it(163) =< aux(561)
it(167) =< aux(561)
it(179) =< aux(561)
it(182) =< aux(561)
it(183) =< aux(561)
it(184) =< aux(561)
it(185) =< aux(561)
it(195) =< aux(561)
it(218) =< aux(561)
it(220) =< aux(561)
it(120) =< aux(610)
it(130) =< aux(610)
it(155) =< aux(610)
it(156) =< aux(610)
it(159) =< aux(610)
it(160) =< aux(610)
it(163) =< aux(610)
it(167) =< aux(610)
it(179) =< aux(610)
it(182) =< aux(610)
it(183) =< aux(610)
it(184) =< aux(610)
it(185) =< aux(610)
it(195) =< aux(610)
it(218) =< aux(610)
it(220) =< aux(610)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(120) =< aux(611)
it(155) =< aux(611)
it(156) =< aux(611)
it(159) =< aux(611)
it(160) =< aux(611)
it(163) =< aux(611)
it(167) =< aux(611)
it(182) =< aux(611)
it(183) =< aux(611)
it(184) =< aux(611)
it(185) =< aux(611)
it(195) =< aux(611)
it(218) =< aux(611)
it(220) =< aux(611)
s(480) =< aux(611)
s(493) =< aux(611)
s(500) =< aux(611)
s(580) =< aux(611)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(611)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(612)
s(562) =< aux(612)
s(579) =< aux(612)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(159) =< aux(574)
it(160) =< aux(574)
it(163) =< aux(574)
it(167) =< aux(574)
it(182) =< aux(574)
it(183) =< aux(574)
it(184) =< aux(574)
it(185) =< aux(574)
it(195) =< aux(574)
it(218) =< aux(574)
it(220) =< aux(574)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(155) =< aux(576)
it(156) =< aux(576)
it(163) =< aux(576)
it(167) =< aux(576)
it(182) =< aux(576)
it(185) =< aux(576)
it(195) =< aux(576)
it(220) =< aux(576)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(155) =< aux(613)
it(156) =< aux(613)
it(163) =< aux(613)
it(167) =< aux(613)
it(182) =< aux(613)
it(185) =< aux(613)
it(195) =< aux(613)
it(220) =< aux(613)
aux(369) =< aux(561)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,B>=C+1,B>=A1+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],247]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+6*s(649)+4*s(650)+0
  Such that:aux(615) =< A-B
aux(615) =< A-B+1
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(564) =< B+C-2*A1
aux(564) =< 2*B-2*A1
aux(574) =< B/2-A1/2
aux(617) =< A+B-C-A1
aux(618) =< A+B-C-A1+1
aux(619) =< A-C
aux(620) =< A-C+1
aux(621) =< B-A1
aux(622) =< B/3-A1/3
aux(559) =< aux(617)
aux(559) =< aux(618)
aux(562) =< aux(619)
aux(562) =< aux(620)
aux(574) =< aux(621)
aux(576) =< aux(621)
aux(576) =< aux(622)
s(649) =< aux(618)
s(650) =< aux(615)
it(156) =< aux(617)
it(163) =< aux(617)
it(167) =< aux(617)
it(182) =< aux(617)
it(185) =< aux(617)
it(195) =< aux(617)
it(220) =< aux(617)
s(502) =< aux(617)
it(156) =< aux(559)
it(159) =< aux(559)
it(160) =< aux(559)
it(163) =< aux(559)
it(167) =< aux(559)
it(179) =< aux(559)
it(182) =< aux(559)
it(183) =< aux(559)
it(184) =< aux(559)
it(185) =< aux(559)
it(195) =< aux(559)
it(218) =< aux(559)
it(220) =< aux(559)
s(502) =< aux(559)
it(163) =< aux(619)
it(185) =< aux(619)
it(220) =< aux(619)
it(120) =< aux(620)
it(130) =< aux(620)
it(155) =< aux(620)
it(156) =< aux(620)
it(159) =< aux(620)
it(160) =< aux(620)
it(163) =< aux(620)
it(167) =< aux(620)
it(179) =< aux(620)
it(182) =< aux(620)
it(183) =< aux(620)
it(184) =< aux(620)
it(185) =< aux(620)
it(195) =< aux(620)
it(218) =< aux(620)
it(220) =< aux(620)
it(120) =< aux(562)
it(130) =< aux(562)
it(155) =< aux(562)
it(156) =< aux(562)
it(159) =< aux(562)
it(160) =< aux(562)
it(163) =< aux(562)
it(167) =< aux(562)
it(179) =< aux(562)
it(182) =< aux(562)
it(183) =< aux(562)
it(184) =< aux(562)
it(185) =< aux(562)
it(195) =< aux(562)
it(218) =< aux(562)
it(220) =< aux(562)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(120) =< aux(621)
it(155) =< aux(621)
it(156) =< aux(621)
it(159) =< aux(621)
it(160) =< aux(621)
it(163) =< aux(621)
it(167) =< aux(621)
it(182) =< aux(621)
it(183) =< aux(621)
it(184) =< aux(621)
it(185) =< aux(621)
it(195) =< aux(621)
it(218) =< aux(621)
it(220) =< aux(621)
s(480) =< aux(621)
s(493) =< aux(621)
s(500) =< aux(621)
s(580) =< aux(621)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(621)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(559)
s(562) =< aux(559)
s(579) =< aux(559)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(159) =< aux(574)
it(160) =< aux(574)
it(163) =< aux(574)
it(167) =< aux(574)
it(182) =< aux(574)
it(183) =< aux(574)
it(184) =< aux(574)
it(185) =< aux(574)
it(195) =< aux(574)
it(218) =< aux(574)
it(220) =< aux(574)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(155) =< aux(576)
it(156) =< aux(576)
it(163) =< aux(576)
it(167) =< aux(576)
it(182) =< aux(576)
it(185) =< aux(576)
it(195) =< aux(576)
it(220) =< aux(576)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
s(636) =< aux(621)
it(155) =< aux(622)
it(156) =< aux(622)
it(163) =< aux(622)
it(167) =< aux(622)
it(182) =< aux(622)
it(185) =< aux(622)
it(195) =< aux(622)
it(220) =< aux(622)
aux(369) =< aux(620)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],246]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+9*it(184)+9*it(185)+8*it(195)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+2*s(633)+2*s(636)+2*s(637)+6*s(659)+0
  Such that:aux(558) =< A+B-C-A1
aux(568) =< 2*A-B-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(625) =< A-C
aux(626) =< A-C+1
aux(627) =< A+C-2*A1
aux(628) =< A-A1
aux(629) =< A-A1+1
aux(630) =< 2*A-C-A1
aux(631) =< 2*A-C-A1+2
aux(562) =< aux(625)
aux(562) =< aux(626)
aux(567) =< aux(628)
aux(567) =< aux(629)
aux(559) =< aux(630)
aux(559) =< aux(631)
s(659) =< aux(629)
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(156) =< aux(559)
it(159) =< aux(559)
it(160) =< aux(559)
it(163) =< aux(559)
it(167) =< aux(559)
it(179) =< aux(559)
it(182) =< aux(559)
it(183) =< aux(559)
it(184) =< aux(559)
it(185) =< aux(559)
it(195) =< aux(559)
it(220) =< aux(559)
s(502) =< aux(559)
it(163) =< aux(625)
it(185) =< aux(625)
it(220) =< aux(625)
it(120) =< aux(626)
it(130) =< aux(626)
it(155) =< aux(626)
it(156) =< aux(626)
it(159) =< aux(626)
it(160) =< aux(626)
it(163) =< aux(626)
it(167) =< aux(626)
it(179) =< aux(626)
it(182) =< aux(626)
it(183) =< aux(626)
it(184) =< aux(626)
it(185) =< aux(626)
it(195) =< aux(626)
it(220) =< aux(626)
it(120) =< aux(562)
it(130) =< aux(562)
it(155) =< aux(562)
it(156) =< aux(562)
it(159) =< aux(562)
it(160) =< aux(562)
it(163) =< aux(562)
it(167) =< aux(562)
it(179) =< aux(562)
it(182) =< aux(562)
it(183) =< aux(562)
it(184) =< aux(562)
it(185) =< aux(562)
it(195) =< aux(562)
it(220) =< aux(562)
it(156) =< aux(628)
it(160) =< aux(628)
it(163) =< aux(628)
it(167) =< aux(628)
it(182) =< aux(628)
it(183) =< aux(628)
it(184) =< aux(628)
it(185) =< aux(628)
it(195) =< aux(628)
it(220) =< aux(628)
s(500) =< aux(628)
s(580) =< aux(628)
it(120) =< aux(629)
it(155) =< aux(629)
it(156) =< aux(629)
it(159) =< aux(629)
it(160) =< aux(629)
it(163) =< aux(629)
it(167) =< aux(629)
it(182) =< aux(629)
it(183) =< aux(629)
it(184) =< aux(629)
it(185) =< aux(629)
it(195) =< aux(629)
it(220) =< aux(629)
s(480) =< aux(629)
s(493) =< aux(629)
it(120) =< aux(567)
it(155) =< aux(567)
it(156) =< aux(567)
it(159) =< aux(567)
it(160) =< aux(567)
it(163) =< aux(567)
it(167) =< aux(567)
it(182) =< aux(567)
it(183) =< aux(567)
it(184) =< aux(567)
it(185) =< aux(567)
it(195) =< aux(567)
it(220) =< aux(567)
s(480) =< aux(567)
s(493) =< aux(567)
s(500) =< aux(567)
s(580) =< aux(567)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(567)
it(182) =< aux(630)
it(183) =< aux(630)
it(184) =< aux(630)
it(185) =< aux(630)
it(195) =< aux(630)
it(220) =< aux(630)
s(557) =< aux(630)
s(579) =< aux(630)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(559)
s(562) =< aux(559)
s(579) =< aux(559)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
s(636) =< aux(567)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(626)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(627)
s(558) =< it(167)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A1>=B,A>=C+1,A>=A1+1] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],245]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+2*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+10*it(187)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(558) =< A+B-C-A1
aux(560) =< A-C
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(632) =< A-C+1
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(163) =< aux(560)
it(185) =< aux(560)
it(220) =< aux(560)
it(120) =< aux(632)
it(130) =< aux(632)
it(155) =< aux(632)
it(156) =< aux(632)
it(159) =< aux(632)
it(160) =< aux(632)
it(163) =< aux(632)
it(167) =< aux(632)
it(179) =< aux(632)
it(182) =< aux(632)
it(183) =< aux(632)
it(184) =< aux(632)
it(185) =< aux(632)
it(187) =< aux(632)
it(195) =< aux(632)
it(218) =< aux(632)
it(220) =< aux(632)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(220) =< aux(568)
s(637) =< aux(568)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(632)
s(633) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(195) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(187)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C] 

* Chain [[120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220],235]: 18*it(120)+13*it(130)+1*it(155)+3*it(156)+1*it(159)+7*it(160)+8*it(163)+5*it(167)+12*it(179)+1*it(182)+1*it(183)+8*it(184)+9*it(185)+8*it(195)+1*it(218)+1*it(220)+20*s(480)+8*s(492)+80*s(500)+8*s(502)+8*s(557)+1*s(558)+1*s(561)+4*s(562)+20*s(576)+4*s(577)+1*s(633)+1*s(635)+2*s(636)+2*s(637)+0
  Such that:aux(564) =< -A+C-2*A1+2*E2
aux(558) =< A+B-C-A1
aux(560) =< A-C
aux(563) =< A+C-2*A1
aux(565) =< A-A1
aux(566) =< A-A1+1
aux(568) =< 2*A-B-A1
aux(570) =< 2*A-C-A1
aux(571) =< 2*A-C-A1+1
aux(573) =< A/2-A1/2
aux(575) =< A/3-A1/3
aux(577) =< B-C+1
aux(579) =< B-A1
aux(581) =< B/3-A1/3
aux(564) =< C-2*A1-L1+2*E2
aux(574) =< -A1/2+E2/2
aux(633) =< A-C+1
aux(634) =< A-C-A1+E2+1
aux(635) =< -A1+E2
aux(636) =< -A1/3+E2/3
it(156) =< aux(558)
it(163) =< aux(558)
it(167) =< aux(558)
it(182) =< aux(558)
it(185) =< aux(558)
it(195) =< aux(558)
it(220) =< aux(558)
s(502) =< aux(558)
it(156) =< aux(634)
it(159) =< aux(634)
it(160) =< aux(634)
it(163) =< aux(634)
it(167) =< aux(634)
it(179) =< aux(634)
it(182) =< aux(634)
it(183) =< aux(634)
it(184) =< aux(634)
it(185) =< aux(634)
it(195) =< aux(634)
it(218) =< aux(634)
it(220) =< aux(634)
s(502) =< aux(634)
it(163) =< aux(560)
it(185) =< aux(560)
it(220) =< aux(560)
it(120) =< aux(633)
it(130) =< aux(633)
it(155) =< aux(633)
it(156) =< aux(633)
it(159) =< aux(633)
it(160) =< aux(633)
it(163) =< aux(633)
it(167) =< aux(633)
it(179) =< aux(633)
it(182) =< aux(633)
it(183) =< aux(633)
it(184) =< aux(633)
it(185) =< aux(633)
it(195) =< aux(633)
it(218) =< aux(633)
it(220) =< aux(633)
it(156) =< aux(565)
it(160) =< aux(565)
it(163) =< aux(565)
it(167) =< aux(565)
it(182) =< aux(565)
it(183) =< aux(565)
it(184) =< aux(565)
it(185) =< aux(565)
it(195) =< aux(565)
it(218) =< aux(565)
it(220) =< aux(565)
s(500) =< aux(565)
s(580) =< aux(565)
it(120) =< aux(566)
it(155) =< aux(566)
it(156) =< aux(566)
it(159) =< aux(566)
it(160) =< aux(566)
it(163) =< aux(566)
it(167) =< aux(566)
it(182) =< aux(566)
it(183) =< aux(566)
it(184) =< aux(566)
it(185) =< aux(566)
it(195) =< aux(566)
it(218) =< aux(566)
it(220) =< aux(566)
s(480) =< aux(566)
s(493) =< aux(566)
it(120) =< aux(635)
it(155) =< aux(635)
it(156) =< aux(635)
it(159) =< aux(635)
it(160) =< aux(635)
it(163) =< aux(635)
it(167) =< aux(635)
it(182) =< aux(635)
it(183) =< aux(635)
it(184) =< aux(635)
it(185) =< aux(635)
it(195) =< aux(635)
it(218) =< aux(635)
it(220) =< aux(635)
s(480) =< aux(635)
s(493) =< aux(635)
s(500) =< aux(635)
s(580) =< aux(635)
it(220) =< aux(568)
s(637) =< aux(568)
s(637) =< aux(635)
it(182) =< aux(570)
it(183) =< aux(570)
it(184) =< aux(570)
it(185) =< aux(570)
it(195) =< aux(570)
it(218) =< aux(570)
it(220) =< aux(570)
s(557) =< aux(570)
s(579) =< aux(570)
it(184) =< aux(571)
it(185) =< aux(571)
it(195) =< aux(571)
it(218) =< aux(571)
it(220) =< aux(571)
s(562) =< aux(571)
s(557) =< aux(634)
s(562) =< aux(634)
s(579) =< aux(634)
it(159) =< aux(573)
it(160) =< aux(573)
it(163) =< aux(573)
it(167) =< aux(573)
it(182) =< aux(573)
it(183) =< aux(573)
it(184) =< aux(573)
it(185) =< aux(573)
it(195) =< aux(573)
it(218) =< aux(573)
it(220) =< aux(573)
it(159) =< aux(574)
it(160) =< aux(574)
it(163) =< aux(574)
it(167) =< aux(574)
it(182) =< aux(574)
it(183) =< aux(574)
it(184) =< aux(574)
it(185) =< aux(574)
it(195) =< aux(574)
it(218) =< aux(574)
it(220) =< aux(574)
it(155) =< aux(575)
it(156) =< aux(575)
it(163) =< aux(575)
it(167) =< aux(575)
it(182) =< aux(575)
it(185) =< aux(575)
it(195) =< aux(575)
it(220) =< aux(575)
it(155) =< aux(636)
it(156) =< aux(636)
it(163) =< aux(636)
it(167) =< aux(636)
it(182) =< aux(636)
it(185) =< aux(636)
it(195) =< aux(636)
it(220) =< aux(636)
it(163) =< aux(577)
it(185) =< aux(577)
it(220) =< aux(577)
it(220) =< aux(579)
s(636) =< aux(579)
s(636) =< aux(635)
it(155) =< aux(581)
it(156) =< aux(581)
it(163) =< aux(581)
it(167) =< aux(581)
it(182) =< aux(581)
it(185) =< aux(581)
it(195) =< aux(581)
it(220) =< aux(581)
aux(369) =< aux(633)
it(185) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(220) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(633) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(635) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(218) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(183) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(184) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(195) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(561) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(564)
it(182) =< it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(179)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+it(130)+aux(563)
s(558) =< it(167)*aux(369)
s(635) =< it(218)*aux(369)
s(633) =< it(184)*aux(369)
s(561) =< it(182)*aux(369)
s(576) =< s(580)
s(492) =< s(493)
s(577) =< s(579)

  with precondition: [J1=8,B+1=K1,A+1=L1,50>=E,E>=5,A>=B+1,A>=C,E2>=A1] 

* Chain [254]: 0
  with precondition: [J1=3,50>=E,E>=5,A1>=A+1,A>=B+1,A>=C] 

* Chain [253]: 0
  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A>=C] 

* Chain [252]: 0
  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A>=C,A1>=C] 

* Chain [251]: 2*s(640)+0
  Such that:aux(593) =< A-A1+1
s(640) =< aux(593)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A1>=C,A>=A1] 

* Chain [250]: 0
  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C] 

* Chain [249]: 2*s(642)+0
  Such that:aux(603) =< B-A1
s(642) =< aux(603)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C,B>=A1+1] 

* Chain [248]: 3*s(644)+2*s(645)+0
  Such that:aux(608) =< A-B+1
aux(609) =< B-A1
s(645) =< aux(608)
s(644) =< aux(609)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,B>=C,B>=A1+1] 

* Chain [247]: 4*s(649)+4*s(650)+2*s(653)+0
  Such that:aux(614) =< A-C+1
aux(615) =< -B+C
aux(616) =< B-A1
s(653) =< aux(614)
s(650) =< aux(615)
s(649) =< aux(616)

  with precondition: [J1=3,50>=E,E>=5,C>=B+1,A>=C,B>=A1+1] 

* Chain [246]: 4*s(659)+2*s(661)+0
  Such that:aux(623) =< A-C+1
aux(624) =< C-A1
s(661) =< aux(623)
s(659) =< aux(624)

  with precondition: [J1=3,50>=E,E>=5,A1>=B,A>=C,C>=A1+1] 

* Chain [245]: 0
  with precondition: [J1=3,50>=E,A>=B+1] 

* Chain [244]: 0
  with precondition: [J1=3,4>=E,A1>=A+1,A>=B+1,A>=C] 

* Chain [243]: 0
  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A>=C] 

* Chain [242]: 0
  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A>=C,A1>=C] 

* Chain [241]: 2*s(135)+0
  Such that:aux(148) =< A-A1+1
s(135) =< aux(148)

  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A1>=C,A>=A1] 

* Chain [240]: 0
  with precondition: [J1=3,4>=E,A>=B+1,A>=C] 

* Chain [239]: 2*s(137)+0
  Such that:aux(158) =< B-A1
s(137) =< aux(158)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C,B>=A1+1] 

* Chain [238]: 3*s(139)+2*s(140)+0
  Such that:aux(164) =< A-B+1
aux(165) =< B-A1
s(140) =< aux(164)
s(139) =< aux(165)

  with precondition: [J1=3,4>=E,A>=B+1,B>=C,B>=A1+1] 

* Chain [237]: 4*s(144)+4*s(145)+2*s(148)+0
  Such that:aux(171) =< A-C+1
aux(172) =< -B+C
aux(173) =< B-A1
s(148) =< aux(171)
s(145) =< aux(172)
s(144) =< aux(173)

  with precondition: [J1=3,4>=E,C>=B+1,A>=C,B>=A1+1] 

* Chain [236]: 4*s(154)+2*s(156)+0
  Such that:aux(182) =< A-C+1
aux(183) =< C-A1
s(156) =< aux(182)
s(154) =< aux(183)

  with precondition: [J1=3,4>=E,A1>=B,A>=C,C>=A1+1] 

* Chain [235]: 0
  with precondition: [J1=8,M1=I,N1=J,O1=K,P1=L,Q1=M,R1=N,S1=O,T1=P,U1=Q,V1=R,W1=S,X1=T,Y1=U,Z1=V,A2=W,B2=X,C2=Y,D2=Z,E2=A1,B+1=K1,C=L1,50>=E,C>=A+1,A>=B+1] 


#### Cost of chains of f56(A,B,C,E,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2):
* Chain [[257],288]: 1*it(257)+0
  Such that:it(257) =< A-B

  with precondition: [J1=3,50>=E,C>=A+1,A>=B+1] 

* Chain [[257],273]: 1*it(257)+0
  Such that:it(257) =< A-B

  with precondition: [J1=3,50>=E,C>=A+1,A>=B+2] 

* Chain [[257],258]: 1*it(257)+0
  Such that:it(257) =< A-B

  with precondition: [J1=12,A=K1,C=L1,I=M1,J=N1,K=O1,L=P1,M=Q1,N=R1,O=S1,P=T1,Q=U1,R=V1,S=W1,T=X1,U=Y1,V=Z1,W=A2,X=B2,Y=C2,Z=D2,A1=E2,50>=E,C>=A+1,A>=B+1] 

* Chain [288]: 0
  with precondition: [J1=3,50>=E] 

* Chain [287]: 0
  with precondition: [J1=3,50>=E,E>=5,A1>=A+1,A>=B+1,A>=C] 

* Chain [286]: 0
  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A>=C] 

* Chain [285]: 0
  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A>=C,A1>=C] 

* Chain [284]: 2*s(1406)+0
  Such that:s(1405) =< A-A1+1
s(1406) =< s(1405)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A1>=C,A>=A1] 

* Chain [283]: 2*s(1429)+8*s(1437)+1*s(1438)+7*s(1439)+12*s(1440)+1*s(1441)+8*s(1442)+1*s(1443)+18*s(1444)+13*s(1445)+80*s(1447)+20*s(1449)+2*s(1451)+8*s(1452)+4*s(1454)+1*s(1457)+1*s(1458)+20*s(1461)+8*s(1462)+4*s(1463)+0
  Such that:s(1407) =< A+B-C-A1
s(1416) =< A-C+1
s(1408) =< A+C-2*A1
s(1417) =< A-A1
s(1418) =< A-A1+1
s(1409) =< 2*A-B-A1
s(1419) =< 2*A-C-A1
s(1410) =< 2*A-C-A1+1
s(1420) =< 2*A-C-A1+2
s(1411) =< 2*A-2*A1
s(1421) =< A/2-A1/2
aux(703) =< A-C
s(1423) =< aux(703)
s(1423) =< s(1416)
s(1424) =< s(1416)
s(1425) =< s(1417)
s(1425) =< s(1418)
s(1426) =< s(1418)
s(1428) =< s(1419)
s(1428) =< s(1420)
s(1424) =< s(1420)
s(1426) =< s(1421)
s(1429) =< s(1424)
s(1437) =< s(1407)
s(1438) =< s(1428)
s(1439) =< s(1428)
s(1440) =< s(1428)
s(1441) =< s(1428)
s(1442) =< s(1428)
s(1443) =< s(1428)
s(1437) =< s(1428)
s(1444) =< s(1416)
s(1445) =< s(1416)
s(1438) =< s(1416)
s(1439) =< s(1416)
s(1440) =< s(1416)
s(1441) =< s(1416)
s(1442) =< s(1416)
s(1443) =< s(1416)
s(1444) =< s(1423)
s(1445) =< s(1423)
s(1438) =< s(1423)
s(1439) =< s(1423)
s(1440) =< s(1423)
s(1441) =< s(1423)
s(1442) =< s(1423)
s(1443) =< s(1423)
s(1439) =< s(1417)
s(1441) =< s(1417)
s(1442) =< s(1417)
s(1443) =< s(1417)
s(1447) =< s(1417)
s(1448) =< s(1417)
s(1444) =< s(1418)
s(1438) =< s(1418)
s(1439) =< s(1418)
s(1441) =< s(1418)
s(1442) =< s(1418)
s(1443) =< s(1418)
s(1449) =< s(1418)
s(1450) =< s(1418)
s(1444) =< s(1425)
s(1438) =< s(1425)
s(1439) =< s(1425)
s(1441) =< s(1425)
s(1442) =< s(1425)
s(1443) =< s(1425)
s(1449) =< s(1425)
s(1450) =< s(1425)
s(1447) =< s(1425)
s(1448) =< s(1425)
s(1451) =< s(1409)
s(1451) =< s(1425)
s(1441) =< s(1419)
s(1442) =< s(1419)
s(1443) =< s(1419)
s(1452) =< s(1419)
s(1453) =< s(1419)
s(1442) =< s(1410)
s(1443) =< s(1410)
s(1454) =< s(1410)
s(1452) =< s(1428)
s(1454) =< s(1428)
s(1453) =< s(1428)
s(1438) =< s(1421)
s(1439) =< s(1421)
s(1441) =< s(1421)
s(1442) =< s(1421)
s(1443) =< s(1421)
s(1438) =< s(1426)
s(1439) =< s(1426)
s(1441) =< s(1426)
s(1442) =< s(1426)
s(1443) =< s(1426)
s(1456) =< s(1416)
s(1457) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1411)
s(1458) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1411)
s(1457) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1408)
s(1458) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1408)
s(1443) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1411)
s(1443) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1408)
s(1441) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1411)
s(1442) =< s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1440)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1445)+s(1411)
s(1458) =< s(1443)*s(1456)
s(1457) =< s(1442)*s(1456)
s(1461) =< s(1448)
s(1462) =< s(1450)
s(1463) =< s(1453)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A1>=B,A1>=C+1,A>=A1] 

* Chain [282]: 3*s(1478)+8*s(1479)+5*s(1480)+1*s(1481)+9*s(1482)+8*s(1483)+1*s(1484)+8*s(1485)+18*s(1486)+25*s(1487)+1*s(1488)+1*s(1489)+7*s(1490)+1*s(1491)+8*s(1492)+1*s(1493)+100*s(1494)+28*s(1495)+2*s(1496)+12*s(1497)+4*s(1498)+2*s(1499)+1*s(1501)+1*s(1502)+1*s(1503)+1*s(1504)+0
  Such that:s(1464) =< A+B-C-A1
s(1466) =< A-C+1
s(1467) =< A+C-2*A1
s(1469) =< A-A1+1
s(1470) =< 2*A-B-A1
s(1471) =< 2*A-C-A1
s(1472) =< 2*A-C-A1+1
s(1473) =< A/2-A1/2
s(1475) =< B-C+1
s(1476) =< B-A1
s(1477) =< B/3-A1/3
aux(704) =< A-C
aux(705) =< A-A1
aux(706) =< A/3-A1/3
s(1475) =< aux(704)
s(1476) =< aux(705)
s(1477) =< aux(706)
s(1478) =< s(1464)
s(1479) =< s(1464)
s(1480) =< s(1464)
s(1481) =< s(1464)
s(1482) =< s(1464)
s(1483) =< s(1464)
s(1484) =< s(1464)
s(1485) =< s(1464)
s(1479) =< aux(704)
s(1482) =< aux(704)
s(1484) =< aux(704)
s(1486) =< s(1466)
s(1487) =< s(1466)
s(1488) =< s(1466)
s(1478) =< s(1466)
s(1489) =< s(1466)
s(1490) =< s(1466)
s(1479) =< s(1466)
s(1480) =< s(1466)
s(1481) =< s(1466)
s(1491) =< s(1466)
s(1492) =< s(1466)
s(1482) =< s(1466)
s(1483) =< s(1466)
s(1493) =< s(1466)
s(1484) =< s(1466)
s(1478) =< aux(705)
s(1490) =< aux(705)
s(1479) =< aux(705)
s(1480) =< aux(705)
s(1481) =< aux(705)
s(1491) =< aux(705)
s(1492) =< aux(705)
s(1482) =< aux(705)
s(1483) =< aux(705)
s(1493) =< aux(705)
s(1484) =< aux(705)
s(1494) =< aux(705)
s(1486) =< s(1469)
s(1488) =< s(1469)
s(1478) =< s(1469)
s(1489) =< s(1469)
s(1490) =< s(1469)
s(1479) =< s(1469)
s(1480) =< s(1469)
s(1481) =< s(1469)
s(1491) =< s(1469)
s(1492) =< s(1469)
s(1482) =< s(1469)
s(1483) =< s(1469)
s(1493) =< s(1469)
s(1484) =< s(1469)
s(1495) =< s(1469)
s(1484) =< s(1470)
s(1496) =< s(1470)
s(1481) =< s(1471)
s(1491) =< s(1471)
s(1492) =< s(1471)
s(1482) =< s(1471)
s(1483) =< s(1471)
s(1493) =< s(1471)
s(1484) =< s(1471)
s(1497) =< s(1471)
s(1492) =< s(1472)
s(1482) =< s(1472)
s(1483) =< s(1472)
s(1493) =< s(1472)
s(1484) =< s(1472)
s(1498) =< s(1472)
s(1489) =< s(1473)
s(1490) =< s(1473)
s(1479) =< s(1473)
s(1480) =< s(1473)
s(1481) =< s(1473)
s(1491) =< s(1473)
s(1492) =< s(1473)
s(1482) =< s(1473)
s(1483) =< s(1473)
s(1493) =< s(1473)
s(1484) =< s(1473)
s(1488) =< aux(706)
s(1478) =< aux(706)
s(1479) =< aux(706)
s(1480) =< aux(706)
s(1481) =< aux(706)
s(1482) =< aux(706)
s(1483) =< aux(706)
s(1484) =< aux(706)
s(1479) =< s(1475)
s(1482) =< s(1475)
s(1484) =< s(1475)
s(1484) =< s(1476)
s(1499) =< s(1476)
s(1488) =< s(1477)
s(1478) =< s(1477)
s(1479) =< s(1477)
s(1480) =< s(1477)
s(1481) =< s(1477)
s(1482) =< s(1477)
s(1483) =< s(1477)
s(1484) =< s(1477)
s(1500) =< s(1466)
s(1501) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1502) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1493) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1483) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1503) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1504) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1481) =< s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1487)+s(1467)
s(1503) =< s(1480)*s(1500)
s(1502) =< s(1493)*s(1500)
s(1501) =< s(1492)*s(1500)
s(1504) =< s(1481)*s(1500)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C] 

* Chain [281]: 2*s(1506)+0
  Such that:s(1505) =< B-A1
s(1506) =< s(1505)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C,B>=A1+1] 

* Chain [280]: 12*s(1521)+32*s(1522)+20*s(1523)+4*s(1524)+36*s(1525)+32*s(1526)+4*s(1527)+32*s(1528)+72*s(1529)+100*s(1530)+4*s(1531)+4*s(1532)+28*s(1533)+4*s(1534)+32*s(1535)+4*s(1536)+400*s(1537)+112*s(1538)+8*s(1539)+48*s(1540)+16*s(1541)+8*s(1542)+4*s(1544)+4*s(1545)+4*s(1546)+4*s(1547)+0
  Such that:s(1507) =< A+B-C-A1
s(1509) =< A-C+1
s(1510) =< A+C-2*A1
s(1512) =< A-A1+1
s(1513) =< 2*A-B-A1
s(1514) =< 2*A-C-A1
s(1515) =< 2*A-C-A1+1
s(1516) =< A/2-A1/2
s(1518) =< B-C+1
s(1519) =< B-A1
s(1520) =< B/3-A1/3
aux(707) =< A-C
aux(708) =< A-A1
aux(709) =< A/3-A1/3
s(1518) =< aux(707)
s(1519) =< aux(708)
s(1520) =< aux(709)
s(1521) =< s(1507)
s(1522) =< s(1507)
s(1523) =< s(1507)
s(1524) =< s(1507)
s(1525) =< s(1507)
s(1526) =< s(1507)
s(1527) =< s(1507)
s(1528) =< s(1507)
s(1522) =< aux(707)
s(1525) =< aux(707)
s(1527) =< aux(707)
s(1529) =< s(1509)
s(1530) =< s(1509)
s(1531) =< s(1509)
s(1521) =< s(1509)
s(1532) =< s(1509)
s(1533) =< s(1509)
s(1522) =< s(1509)
s(1523) =< s(1509)
s(1524) =< s(1509)
s(1534) =< s(1509)
s(1535) =< s(1509)
s(1525) =< s(1509)
s(1526) =< s(1509)
s(1536) =< s(1509)
s(1527) =< s(1509)
s(1529) =< aux(707)
s(1530) =< aux(707)
s(1531) =< aux(707)
s(1521) =< aux(707)
s(1532) =< aux(707)
s(1533) =< aux(707)
s(1523) =< aux(707)
s(1524) =< aux(707)
s(1534) =< aux(707)
s(1535) =< aux(707)
s(1526) =< aux(707)
s(1536) =< aux(707)
s(1521) =< aux(708)
s(1533) =< aux(708)
s(1522) =< aux(708)
s(1523) =< aux(708)
s(1524) =< aux(708)
s(1534) =< aux(708)
s(1535) =< aux(708)
s(1525) =< aux(708)
s(1526) =< aux(708)
s(1536) =< aux(708)
s(1527) =< aux(708)
s(1537) =< aux(708)
s(1529) =< s(1512)
s(1531) =< s(1512)
s(1521) =< s(1512)
s(1532) =< s(1512)
s(1533) =< s(1512)
s(1522) =< s(1512)
s(1523) =< s(1512)
s(1524) =< s(1512)
s(1534) =< s(1512)
s(1535) =< s(1512)
s(1525) =< s(1512)
s(1526) =< s(1512)
s(1536) =< s(1512)
s(1527) =< s(1512)
s(1538) =< s(1512)
s(1527) =< s(1513)
s(1539) =< s(1513)
s(1524) =< s(1514)
s(1534) =< s(1514)
s(1535) =< s(1514)
s(1525) =< s(1514)
s(1526) =< s(1514)
s(1536) =< s(1514)
s(1527) =< s(1514)
s(1540) =< s(1514)
s(1535) =< s(1515)
s(1525) =< s(1515)
s(1526) =< s(1515)
s(1536) =< s(1515)
s(1527) =< s(1515)
s(1541) =< s(1515)
s(1532) =< s(1516)
s(1533) =< s(1516)
s(1522) =< s(1516)
s(1523) =< s(1516)
s(1524) =< s(1516)
s(1534) =< s(1516)
s(1535) =< s(1516)
s(1525) =< s(1516)
s(1526) =< s(1516)
s(1536) =< s(1516)
s(1527) =< s(1516)
s(1531) =< aux(709)
s(1521) =< aux(709)
s(1522) =< aux(709)
s(1523) =< aux(709)
s(1524) =< aux(709)
s(1525) =< aux(709)
s(1526) =< aux(709)
s(1527) =< aux(709)
s(1522) =< s(1518)
s(1525) =< s(1518)
s(1527) =< s(1518)
s(1527) =< s(1519)
s(1542) =< s(1519)
s(1531) =< s(1520)
s(1521) =< s(1520)
s(1522) =< s(1520)
s(1523) =< s(1520)
s(1524) =< s(1520)
s(1525) =< s(1520)
s(1526) =< s(1520)
s(1527) =< s(1520)
s(1543) =< s(1509)
s(1544) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1545) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1536) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1526) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1546) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1547) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1524) =< s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1530)+s(1510)
s(1546) =< s(1523)*s(1543)
s(1545) =< s(1536)*s(1543)
s(1544) =< s(1535)*s(1543)
s(1547) =< s(1524)*s(1543)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1] 

* Chain [279]: 6*s(1572)+4*s(1573)+3*s(1574)+8*s(1575)+5*s(1576)+1*s(1577)+9*s(1578)+8*s(1579)+1*s(1580)+8*s(1581)+1*s(1582)+7*s(1583)+12*s(1584)+1*s(1585)+8*s(1586)+1*s(1587)+18*s(1588)+13*s(1589)+1*s(1590)+160*s(1591)+40*s(1593)+4*s(1595)+8*s(1596)+4*s(1598)+6*s(1599)+1*s(1601)+1*s(1602)+1*s(1603)+1*s(1604)+40*s(1605)+16*s(1606)+4*s(1607)+3*s(1608)+8*s(1609)+5*s(1610)+1*s(1611)+9*s(1612)+8*s(1613)+1*s(1614)+8*s(1615)+1*s(1616)+7*s(1617)+12*s(1618)+1*s(1619)+8*s(1620)+1*s(1621)+18*s(1622)+13*s(1623)+1*s(1624)+8*s(1625)+4*s(1627)+1*s(1628)+1*s(1629)+1*s(1630)+1*s(1631)+4*s(1632)+0
  Such that:s(1548) =< A-B
s(1552) =< A+B-C-A1
s(1549) =< A+B-C-A1+1
s(1554) =< A-C+1
s(1556) =< A-A1
s(1557) =< A-A1+1
s(1558) =< 2*A-B-A1
s(1559) =< 2*A-C-A1
s(1560) =< 2*A-C-A1+1
s(1550) =< 2*A-2*A1
s(1561) =< A/2-A1/2
s(1562) =< A/3-A1/3
s(1563) =< B-C+1
s(1551) =< B+C-2*A1
s(1564) =< B-A1
s(1565) =< 2*B-2*A1
s(1566) =< B/2-A1/2
s(1567) =< B/3-A1/3
aux(710) =< A-C
aux(711) =< A+C-2*A1
s(1563) =< aux(710)
s(1551) =< aux(711)
s(1551) =< s(1565)
s(1550) =< s(1565)
s(1568) =< s(1566)
s(1569) =< s(1552)
s(1569) =< s(1549)
s(1570) =< aux(710)
s(1570) =< s(1554)
s(1568) =< s(1564)
s(1571) =< s(1564)
s(1571) =< s(1567)
s(1572) =< s(1549)
s(1573) =< s(1548)
s(1574) =< s(1552)
s(1575) =< s(1552)
s(1576) =< s(1552)
s(1577) =< s(1552)
s(1578) =< s(1552)
s(1579) =< s(1552)
s(1580) =< s(1552)
s(1581) =< s(1552)
s(1574) =< s(1569)
s(1582) =< s(1569)
s(1583) =< s(1569)
s(1575) =< s(1569)
s(1576) =< s(1569)
s(1584) =< s(1569)
s(1577) =< s(1569)
s(1585) =< s(1569)
s(1586) =< s(1569)
s(1578) =< s(1569)
s(1579) =< s(1569)
s(1587) =< s(1569)
s(1580) =< s(1569)
s(1581) =< s(1569)
s(1575) =< aux(710)
s(1578) =< aux(710)
s(1580) =< aux(710)
s(1588) =< s(1554)
s(1589) =< s(1554)
s(1590) =< s(1554)
s(1574) =< s(1554)
s(1582) =< s(1554)
s(1583) =< s(1554)
s(1575) =< s(1554)
s(1576) =< s(1554)
s(1584) =< s(1554)
s(1577) =< s(1554)
s(1585) =< s(1554)
s(1586) =< s(1554)
s(1578) =< s(1554)
s(1579) =< s(1554)
s(1587) =< s(1554)
s(1580) =< s(1554)
s(1588) =< s(1570)
s(1589) =< s(1570)
s(1590) =< s(1570)
s(1574) =< s(1570)
s(1582) =< s(1570)
s(1583) =< s(1570)
s(1575) =< s(1570)
s(1576) =< s(1570)
s(1584) =< s(1570)
s(1577) =< s(1570)
s(1585) =< s(1570)
s(1586) =< s(1570)
s(1578) =< s(1570)
s(1579) =< s(1570)
s(1587) =< s(1570)
s(1580) =< s(1570)
s(1574) =< s(1556)
s(1583) =< s(1556)
s(1575) =< s(1556)
s(1576) =< s(1556)
s(1577) =< s(1556)
s(1585) =< s(1556)
s(1586) =< s(1556)
s(1578) =< s(1556)
s(1579) =< s(1556)
s(1587) =< s(1556)
s(1580) =< s(1556)
s(1591) =< s(1556)
s(1592) =< s(1556)
s(1588) =< s(1557)
s(1590) =< s(1557)
s(1574) =< s(1557)
s(1582) =< s(1557)
s(1583) =< s(1557)
s(1575) =< s(1557)
s(1576) =< s(1557)
s(1577) =< s(1557)
s(1585) =< s(1557)
s(1586) =< s(1557)
s(1578) =< s(1557)
s(1579) =< s(1557)
s(1587) =< s(1557)
s(1580) =< s(1557)
s(1593) =< s(1557)
s(1594) =< s(1557)
s(1588) =< s(1564)
s(1590) =< s(1564)
s(1574) =< s(1564)
s(1582) =< s(1564)
s(1583) =< s(1564)
s(1575) =< s(1564)
s(1576) =< s(1564)
s(1577) =< s(1564)
s(1585) =< s(1564)
s(1586) =< s(1564)
s(1578) =< s(1564)
s(1579) =< s(1564)
s(1587) =< s(1564)
s(1580) =< s(1564)
s(1593) =< s(1564)
s(1594) =< s(1564)
s(1591) =< s(1564)
s(1592) =< s(1564)
s(1580) =< s(1558)
s(1595) =< s(1558)
s(1595) =< s(1564)
s(1577) =< s(1559)
s(1585) =< s(1559)
s(1586) =< s(1559)
s(1578) =< s(1559)
s(1579) =< s(1559)
s(1587) =< s(1559)
s(1580) =< s(1559)
s(1596) =< s(1559)
s(1597) =< s(1559)
s(1586) =< s(1560)
s(1578) =< s(1560)
s(1579) =< s(1560)
s(1587) =< s(1560)
s(1580) =< s(1560)
s(1598) =< s(1560)
s(1596) =< s(1569)
s(1598) =< s(1569)
s(1597) =< s(1569)
s(1582) =< s(1561)
s(1583) =< s(1561)
s(1575) =< s(1561)
s(1576) =< s(1561)
s(1577) =< s(1561)
s(1585) =< s(1561)
s(1586) =< s(1561)
s(1578) =< s(1561)
s(1579) =< s(1561)
s(1587) =< s(1561)
s(1580) =< s(1561)
s(1582) =< s(1568)
s(1583) =< s(1568)
s(1575) =< s(1568)
s(1576) =< s(1568)
s(1577) =< s(1568)
s(1585) =< s(1568)
s(1586) =< s(1568)
s(1578) =< s(1568)
s(1579) =< s(1568)
s(1587) =< s(1568)
s(1580) =< s(1568)
s(1590) =< s(1562)
s(1574) =< s(1562)
s(1575) =< s(1562)
s(1576) =< s(1562)
s(1577) =< s(1562)
s(1578) =< s(1562)
s(1579) =< s(1562)
s(1580) =< s(1562)
s(1590) =< s(1571)
s(1574) =< s(1571)
s(1575) =< s(1571)
s(1576) =< s(1571)
s(1577) =< s(1571)
s(1578) =< s(1571)
s(1579) =< s(1571)
s(1580) =< s(1571)
s(1575) =< s(1563)
s(1578) =< s(1563)
s(1580) =< s(1563)
s(1599) =< s(1564)
s(1590) =< s(1567)
s(1574) =< s(1567)
s(1575) =< s(1567)
s(1576) =< s(1567)
s(1577) =< s(1567)
s(1578) =< s(1567)
s(1579) =< s(1567)
s(1580) =< s(1567)
s(1600) =< s(1554)
s(1578) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1580) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1601) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1602) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1601) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1602) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1587) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1587) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1585) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1586) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1579) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1603) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1604) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1579) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1603) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1604) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1577) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1551)
s(1577) =< s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1584)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+s(1589)+aux(711)
s(1603) =< s(1576)*s(1600)
s(1602) =< s(1587)*s(1600)
s(1601) =< s(1586)*s(1600)
s(1604) =< s(1577)*s(1600)
s(1605) =< s(1592)
s(1606) =< s(1594)
s(1607) =< s(1597)
s(1608) =< s(1552)
s(1609) =< s(1552)
s(1610) =< s(1552)
s(1611) =< s(1552)
s(1612) =< s(1552)
s(1613) =< s(1552)
s(1614) =< s(1552)
s(1615) =< s(1552)
s(1616) =< s(1552)
s(1617) =< s(1552)
s(1618) =< s(1552)
s(1619) =< s(1552)
s(1620) =< s(1552)
s(1621) =< s(1552)
s(1609) =< aux(710)
s(1612) =< aux(710)
s(1614) =< aux(710)
s(1622) =< s(1554)
s(1623) =< s(1554)
s(1624) =< s(1554)
s(1608) =< s(1554)
s(1616) =< s(1554)
s(1617) =< s(1554)
s(1609) =< s(1554)
s(1610) =< s(1554)
s(1618) =< s(1554)
s(1611) =< s(1554)
s(1619) =< s(1554)
s(1620) =< s(1554)
s(1612) =< s(1554)
s(1613) =< s(1554)
s(1621) =< s(1554)
s(1614) =< s(1554)
s(1622) =< aux(710)
s(1623) =< aux(710)
s(1624) =< aux(710)
s(1608) =< aux(710)
s(1616) =< aux(710)
s(1617) =< aux(710)
s(1610) =< aux(710)
s(1618) =< aux(710)
s(1611) =< aux(710)
s(1619) =< aux(710)
s(1620) =< aux(710)
s(1613) =< aux(710)
s(1621) =< aux(710)
s(1608) =< s(1556)
s(1617) =< s(1556)
s(1609) =< s(1556)
s(1610) =< s(1556)
s(1611) =< s(1556)
s(1619) =< s(1556)
s(1620) =< s(1556)
s(1612) =< s(1556)
s(1613) =< s(1556)
s(1621) =< s(1556)
s(1614) =< s(1556)
s(1622) =< s(1557)
s(1624) =< s(1557)
s(1608) =< s(1557)
s(1616) =< s(1557)
s(1617) =< s(1557)
s(1609) =< s(1557)
s(1610) =< s(1557)
s(1611) =< s(1557)
s(1619) =< s(1557)
s(1620) =< s(1557)
s(1612) =< s(1557)
s(1613) =< s(1557)
s(1621) =< s(1557)
s(1614) =< s(1557)
s(1622) =< s(1564)
s(1624) =< s(1564)
s(1608) =< s(1564)
s(1616) =< s(1564)
s(1617) =< s(1564)
s(1609) =< s(1564)
s(1610) =< s(1564)
s(1611) =< s(1564)
s(1619) =< s(1564)
s(1620) =< s(1564)
s(1612) =< s(1564)
s(1613) =< s(1564)
s(1621) =< s(1564)
s(1614) =< s(1564)
s(1614) =< s(1558)
s(1611) =< s(1559)
s(1619) =< s(1559)
s(1620) =< s(1559)
s(1612) =< s(1559)
s(1613) =< s(1559)
s(1621) =< s(1559)
s(1614) =< s(1559)
s(1625) =< s(1559)
s(1626) =< s(1559)
s(1620) =< s(1560)
s(1612) =< s(1560)
s(1613) =< s(1560)
s(1621) =< s(1560)
s(1614) =< s(1560)
s(1627) =< s(1560)
s(1625) =< s(1552)
s(1627) =< s(1552)
s(1626) =< s(1552)
s(1616) =< s(1561)
s(1617) =< s(1561)
s(1609) =< s(1561)
s(1610) =< s(1561)
s(1611) =< s(1561)
s(1619) =< s(1561)
s(1620) =< s(1561)
s(1612) =< s(1561)
s(1613) =< s(1561)
s(1621) =< s(1561)
s(1614) =< s(1561)
s(1616) =< s(1568)
s(1617) =< s(1568)
s(1609) =< s(1568)
s(1610) =< s(1568)
s(1611) =< s(1568)
s(1619) =< s(1568)
s(1620) =< s(1568)
s(1612) =< s(1568)
s(1613) =< s(1568)
s(1621) =< s(1568)
s(1614) =< s(1568)
s(1624) =< s(1562)
s(1608) =< s(1562)
s(1609) =< s(1562)
s(1610) =< s(1562)
s(1611) =< s(1562)
s(1612) =< s(1562)
s(1613) =< s(1562)
s(1614) =< s(1562)
s(1624) =< s(1571)
s(1608) =< s(1571)
s(1609) =< s(1571)
s(1610) =< s(1571)
s(1611) =< s(1571)
s(1612) =< s(1571)
s(1613) =< s(1571)
s(1614) =< s(1571)
s(1609) =< s(1563)
s(1612) =< s(1563)
s(1614) =< s(1563)
s(1624) =< s(1567)
s(1608) =< s(1567)
s(1609) =< s(1567)
s(1610) =< s(1567)
s(1611) =< s(1567)
s(1612) =< s(1567)
s(1613) =< s(1567)
s(1614) =< s(1567)
s(1612) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1614) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1628) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1629) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1628) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1629) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1621) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1621) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1619) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1620) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1613) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1630) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1631) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1613) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1630) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1631) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1611) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1550)
s(1611) =< s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1618)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+s(1623)+aux(711)
s(1630) =< s(1610)*s(1600)
s(1629) =< s(1621)*s(1600)
s(1628) =< s(1620)*s(1600)
s(1631) =< s(1611)*s(1600)
s(1632) =< s(1626)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [278]: 2*s(1635)+3*s(1636)+0
  Such that:s(1633) =< A-B+1
s(1634) =< B-A1
s(1635) =< s(1633)
s(1636) =< s(1634)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,B>=C,B>=A1+1] 

* Chain [277]: 2*s(1657)+5*s(1658)+3*s(1659)+8*s(1660)+5*s(1661)+1*s(1662)+9*s(1663)+8*s(1664)+1*s(1665)+8*s(1666)+1*s(1667)+7*s(1668)+12*s(1669)+1*s(1670)+8*s(1671)+1*s(1672)+18*s(1673)+13*s(1674)+1*s(1675)+80*s(1676)+20*s(1678)+2*s(1680)+8*s(1681)+4*s(1683)+1*s(1685)+1*s(1686)+1*s(1687)+1*s(1688)+20*s(1689)+8*s(1690)+4*s(1691)+0
  Such that:s(1637) =< A-B+1
s(1638) =< A+B-C-A1
s(1639) =< A-C
s(1640) =< A-C+1
s(1641) =< A+C-2*A1
s(1642) =< A-A1
s(1643) =< A-A1+1
s(1644) =< 2*A-B-A1
s(1645) =< 2*A-C-A1
s(1646) =< 2*A-C-A1+1
s(1648) =< A/2-A1/2
s(1649) =< A/3-A1/3
s(1652) =< B-C
s(1650) =< B-C+1
s(1653) =< B-A1
s(1654) =< 2*B-C-A1
s(1647) =< 2*B-2*A1
s(1651) =< B/2-A1/2
s(1655) =< B/3-A1/3
s(1651) =< s(1653)
s(1656) =< s(1653)
s(1656) =< s(1655)
s(1657) =< s(1637)
s(1658) =< s(1653)
s(1659) =< s(1638)
s(1660) =< s(1638)
s(1661) =< s(1638)
s(1662) =< s(1638)
s(1663) =< s(1638)
s(1664) =< s(1638)
s(1665) =< s(1638)
s(1666) =< s(1638)
s(1659) =< s(1654)
s(1667) =< s(1654)
s(1668) =< s(1654)
s(1660) =< s(1654)
s(1661) =< s(1654)
s(1669) =< s(1654)
s(1662) =< s(1654)
s(1670) =< s(1654)
s(1671) =< s(1654)
s(1663) =< s(1654)
s(1664) =< s(1654)
s(1672) =< s(1654)
s(1665) =< s(1654)
s(1666) =< s(1654)
s(1660) =< s(1639)
s(1663) =< s(1639)
s(1665) =< s(1639)
s(1673) =< s(1640)
s(1674) =< s(1640)
s(1675) =< s(1640)
s(1659) =< s(1640)
s(1667) =< s(1640)
s(1668) =< s(1640)
s(1660) =< s(1640)
s(1661) =< s(1640)
s(1669) =< s(1640)
s(1662) =< s(1640)
s(1670) =< s(1640)
s(1671) =< s(1640)
s(1663) =< s(1640)
s(1664) =< s(1640)
s(1672) =< s(1640)
s(1665) =< s(1640)
s(1673) =< s(1652)
s(1674) =< s(1652)
s(1675) =< s(1652)
s(1659) =< s(1652)
s(1667) =< s(1652)
s(1668) =< s(1652)
s(1660) =< s(1652)
s(1661) =< s(1652)
s(1669) =< s(1652)
s(1662) =< s(1652)
s(1670) =< s(1652)
s(1671) =< s(1652)
s(1663) =< s(1652)
s(1664) =< s(1652)
s(1672) =< s(1652)
s(1665) =< s(1652)
s(1659) =< s(1642)
s(1668) =< s(1642)
s(1660) =< s(1642)
s(1661) =< s(1642)
s(1662) =< s(1642)
s(1670) =< s(1642)
s(1671) =< s(1642)
s(1663) =< s(1642)
s(1664) =< s(1642)
s(1672) =< s(1642)
s(1665) =< s(1642)
s(1676) =< s(1642)
s(1677) =< s(1642)
s(1673) =< s(1643)
s(1675) =< s(1643)
s(1659) =< s(1643)
s(1667) =< s(1643)
s(1668) =< s(1643)
s(1660) =< s(1643)
s(1661) =< s(1643)
s(1662) =< s(1643)
s(1670) =< s(1643)
s(1671) =< s(1643)
s(1663) =< s(1643)
s(1664) =< s(1643)
s(1672) =< s(1643)
s(1665) =< s(1643)
s(1678) =< s(1643)
s(1679) =< s(1643)
s(1673) =< s(1653)
s(1675) =< s(1653)
s(1659) =< s(1653)
s(1667) =< s(1653)
s(1668) =< s(1653)
s(1660) =< s(1653)
s(1661) =< s(1653)
s(1662) =< s(1653)
s(1670) =< s(1653)
s(1671) =< s(1653)
s(1663) =< s(1653)
s(1664) =< s(1653)
s(1672) =< s(1653)
s(1665) =< s(1653)
s(1678) =< s(1653)
s(1679) =< s(1653)
s(1676) =< s(1653)
s(1677) =< s(1653)
s(1665) =< s(1644)
s(1680) =< s(1644)
s(1680) =< s(1653)
s(1662) =< s(1645)
s(1670) =< s(1645)
s(1671) =< s(1645)
s(1663) =< s(1645)
s(1664) =< s(1645)
s(1672) =< s(1645)
s(1665) =< s(1645)
s(1681) =< s(1645)
s(1682) =< s(1645)
s(1671) =< s(1646)
s(1663) =< s(1646)
s(1664) =< s(1646)
s(1672) =< s(1646)
s(1665) =< s(1646)
s(1683) =< s(1646)
s(1681) =< s(1654)
s(1683) =< s(1654)
s(1682) =< s(1654)
s(1667) =< s(1648)
s(1668) =< s(1648)
s(1660) =< s(1648)
s(1661) =< s(1648)
s(1662) =< s(1648)
s(1670) =< s(1648)
s(1671) =< s(1648)
s(1663) =< s(1648)
s(1664) =< s(1648)
s(1672) =< s(1648)
s(1665) =< s(1648)
s(1667) =< s(1651)
s(1668) =< s(1651)
s(1660) =< s(1651)
s(1661) =< s(1651)
s(1662) =< s(1651)
s(1670) =< s(1651)
s(1671) =< s(1651)
s(1663) =< s(1651)
s(1664) =< s(1651)
s(1672) =< s(1651)
s(1665) =< s(1651)
s(1675) =< s(1649)
s(1659) =< s(1649)
s(1660) =< s(1649)
s(1661) =< s(1649)
s(1662) =< s(1649)
s(1663) =< s(1649)
s(1664) =< s(1649)
s(1665) =< s(1649)
s(1675) =< s(1656)
s(1659) =< s(1656)
s(1660) =< s(1656)
s(1661) =< s(1656)
s(1662) =< s(1656)
s(1663) =< s(1656)
s(1664) =< s(1656)
s(1665) =< s(1656)
s(1660) =< s(1650)
s(1663) =< s(1650)
s(1665) =< s(1650)
s(1675) =< s(1655)
s(1659) =< s(1655)
s(1660) =< s(1655)
s(1661) =< s(1655)
s(1662) =< s(1655)
s(1663) =< s(1655)
s(1664) =< s(1655)
s(1665) =< s(1655)
s(1684) =< s(1640)
s(1663) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1665) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1685) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1686) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1685) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1686) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1672) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1672) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1670) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1671) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1664) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1687) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1688) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1664) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1687) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1688) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1662) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1647)
s(1662) =< s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1669)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1674)+s(1641)
s(1687) =< s(1661)*s(1684)
s(1686) =< s(1672)*s(1684)
s(1685) =< s(1671)*s(1684)
s(1688) =< s(1662)*s(1684)
s(1689) =< s(1677)
s(1690) =< s(1679)
s(1691) =< s(1682)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,B>=C+1,B>=A1+1] 

* Chain [276]: 2*s(1695)+4*s(1696)+4*s(1697)+0
  Such that:s(1692) =< A-C+1
s(1693) =< -B+C
s(1694) =< B-A1
s(1695) =< s(1692)
s(1696) =< s(1693)
s(1697) =< s(1694)

  with precondition: [J1=3,50>=E,E>=5,C>=B+1,A>=C,B>=A1+1] 

* Chain [275]: 2*s(1700)+4*s(1701)+0
  Such that:s(1698) =< A-C+1
s(1699) =< C-A1
s(1700) =< s(1698)
s(1701) =< s(1699)

  with precondition: [J1=3,50>=E,E>=5,A1>=B,A>=C,C>=A1+1] 

* Chain [274]: 6*s(1720)+8*s(1728)+1*s(1729)+7*s(1730)+12*s(1731)+1*s(1732)+9*s(1733)+18*s(1734)+13*s(1735)+80*s(1737)+20*s(1739)+2*s(1741)+8*s(1742)+4*s(1744)+2*s(1747)+20*s(1750)+8*s(1751)+4*s(1752)+0
  Such that:s(1702) =< A+B-C-A1
s(1710) =< A-C
s(1711) =< A-C+1
s(1712) =< A+C-2*A1
s(1713) =< A-A1
s(1714) =< A-A1+1
s(1703) =< 2*A-B-A1
s(1715) =< 2*A-C-A1
s(1704) =< 2*A-C-A1+1
s(1716) =< 2*A-C-A1+2
s(1705) =< A/2-A1/2
s(1717) =< s(1710)
s(1717) =< s(1711)
s(1718) =< s(1713)
s(1718) =< s(1714)
s(1719) =< s(1715)
s(1719) =< s(1716)
s(1720) =< s(1714)
s(1728) =< s(1702)
s(1729) =< s(1719)
s(1730) =< s(1719)
s(1731) =< s(1719)
s(1732) =< s(1719)
s(1733) =< s(1719)
s(1728) =< s(1719)
s(1734) =< s(1711)
s(1735) =< s(1711)
s(1729) =< s(1711)
s(1730) =< s(1711)
s(1731) =< s(1711)
s(1732) =< s(1711)
s(1733) =< s(1711)
s(1734) =< s(1717)
s(1735) =< s(1717)
s(1729) =< s(1717)
s(1730) =< s(1717)
s(1731) =< s(1717)
s(1732) =< s(1717)
s(1733) =< s(1717)
s(1730) =< s(1713)
s(1732) =< s(1713)
s(1733) =< s(1713)
s(1737) =< s(1713)
s(1738) =< s(1713)
s(1734) =< s(1714)
s(1729) =< s(1714)
s(1730) =< s(1714)
s(1732) =< s(1714)
s(1733) =< s(1714)
s(1739) =< s(1714)
s(1740) =< s(1714)
s(1734) =< s(1718)
s(1729) =< s(1718)
s(1730) =< s(1718)
s(1732) =< s(1718)
s(1733) =< s(1718)
s(1739) =< s(1718)
s(1740) =< s(1718)
s(1737) =< s(1718)
s(1738) =< s(1718)
s(1741) =< s(1703)
s(1741) =< s(1718)
s(1732) =< s(1715)
s(1733) =< s(1715)
s(1742) =< s(1715)
s(1743) =< s(1715)
s(1733) =< s(1704)
s(1744) =< s(1704)
s(1742) =< s(1719)
s(1744) =< s(1719)
s(1743) =< s(1719)
s(1729) =< s(1705)
s(1730) =< s(1705)
s(1732) =< s(1705)
s(1733) =< s(1705)
s(1746) =< s(1711)
s(1747) =< s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1712)
s(1733) =< s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1712)
s(1732) =< s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1731)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1735)+s(1712)
s(1747) =< s(1733)*s(1746)
s(1750) =< s(1738)
s(1751) =< s(1740)
s(1752) =< s(1743)

  with precondition: [J1=3,50>=E,E>=5,A1>=B,A>=C+1,A>=A1+1] 

* Chain [273]: 0
  with precondition: [J1=3,50>=E,A>=B+1] 

* Chain [272]: 0
  with precondition: [J1=3,4>=E,A1>=A+1,A>=B+1,A>=C] 

* Chain [271]: 0
  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A>=C] 

* Chain [270]: 0
  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A>=C,A1>=C] 

* Chain [269]: 2*s(1754)+0
  Such that:s(1753) =< A-A1+1
s(1754) =< s(1753)

  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A1>=C,A>=A1] 

* Chain [268]: 2*s(1779)+1*s(1783)+1*s(1784)+2*s(1786)+1*s(1787)+3*s(1788)+5*s(1789)+2*s(1794)+2*s(1795)+1*s(1797)+8*s(1808)+4*s(1810)+4*s(1813)+4*s(1816)+0
  Such that:s(1757) =< A+B-C-A1
s(1766) =< A-C+1
s(1767) =< A-A1
s(1768) =< A-A1+1
s(1758) =< 2*A-B-A1
s(1769) =< 2*A-C-A1
s(1759) =< 2*A-C-A1+1
s(1770) =< 2*A-C-A1+2
s(1771) =< A/2-A1/2
aux(714) =< A-C
s(1773) =< aux(714)
s(1773) =< s(1766)
s(1774) =< s(1766)
s(1775) =< s(1767)
s(1775) =< s(1768)
s(1776) =< s(1768)
s(1778) =< s(1769)
s(1778) =< s(1770)
s(1774) =< s(1770)
s(1776) =< s(1771)
s(1779) =< s(1774)
s(1783) =< s(1757)
s(1784) =< s(1778)
s(1786) =< s(1778)
s(1787) =< s(1778)
s(1783) =< s(1778)
s(1788) =< s(1766)
s(1789) =< s(1766)
s(1784) =< s(1766)
s(1786) =< s(1766)
s(1787) =< s(1766)
s(1788) =< s(1773)
s(1789) =< s(1773)
s(1784) =< s(1773)
s(1786) =< s(1773)
s(1787) =< s(1773)
s(1786) =< s(1767)
s(1792) =< s(1767)
s(1794) =< s(1767)
s(1783) =< s(1767)
s(1795) =< s(1767)
s(1788) =< s(1768)
s(1784) =< s(1768)
s(1786) =< s(1768)
s(1796) =< s(1768)
s(1797) =< s(1768)
s(1788) =< s(1775)
s(1784) =< s(1775)
s(1786) =< s(1775)
s(1796) =< s(1775)
s(1797) =< s(1775)
s(1792) =< s(1775)
s(1794) =< s(1775)
s(1783) =< s(1775)
s(1795) =< s(1775)
s(1794) =< s(1758)
s(1784) =< s(1769)
s(1786) =< s(1769)
s(1798) =< s(1769)
s(1786) =< s(1759)
s(1799) =< s(1759)
s(1798) =< s(1778)
s(1799) =< s(1778)
s(1784) =< s(1771)
s(1786) =< s(1771)
s(1784) =< s(1776)
s(1786) =< s(1776)
s(1784) =< s(1787)+s(1789)+s(1789)+s(1789)+s(1789)+s(1789)+s(1767)
s(1786) =< s(1787)+s(1789)+s(1789)+s(1789)+s(1789)+s(1789)+s(1767)
s(1808) =< s(1792)
s(1810) =< s(1799)
s(1813) =< s(1798)
s(1816) =< s(1796)

  with precondition: [J1=3,4>=E,A>=B+1,A1>=B,A1>=C+1,A>=A1] 

* Chain [267]: 1*s(1834)+1*s(1835)+1*s(1836)+1*s(1837)+3*s(1838)+6*s(1839)+1*s(1840)+1*s(1841)+2*s(1842)+2*s(1843)+2*s(1845)+10*s(1846)+5*s(1847)+1*s(1848)+1*s(1849)+4*s(1856)+4*s(1857)+2*s(1858)+2*s(1859)+4*s(1860)+2*s(1861)+2*s(1862)+0
  Such that:s(1817) =< A-2*B+2*C-A1
s(1818) =< A-B+C-A1
s(1819) =< A+B-C-A1
s(1821) =< A-C+1
s(1823) =< A-A1+1
s(1824) =< 2*A-B-A1
s(1825) =< 2*A-C-A1
s(1826) =< 2*A-C-A1+1
s(1827) =< A/2-A1/2
s(1829) =< -B+2*C-A1
s(1830) =< B-C+1
s(1831) =< B-A1
s(1832) =< B/3-A1/3
s(1833) =< C-A1
aux(715) =< A-C
aux(716) =< A-A1
aux(717) =< A/3-A1/3
s(1830) =< aux(715)
s(1831) =< aux(716)
s(1833) =< aux(716)
s(1832) =< aux(717)
s(1834) =< s(1819)
s(1835) =< s(1819)
s(1836) =< s(1819)
s(1837) =< s(1819)
s(1834) =< aux(715)
s(1835) =< aux(715)
s(1836) =< aux(715)
s(1838) =< s(1821)
s(1839) =< s(1821)
s(1840) =< s(1821)
s(1841) =< s(1821)
s(1834) =< s(1821)
s(1842) =< s(1821)
s(1843) =< s(1821)
s(1835) =< s(1821)
s(1836) =< s(1821)
s(1844) =< aux(716)
s(1834) =< aux(716)
s(1842) =< aux(716)
s(1843) =< aux(716)
s(1835) =< aux(716)
s(1836) =< aux(716)
s(1845) =< aux(716)
s(1837) =< aux(716)
s(1846) =< aux(716)
s(1838) =< s(1823)
s(1840) =< s(1823)
s(1841) =< s(1823)
s(1834) =< s(1823)
s(1842) =< s(1823)
s(1843) =< s(1823)
s(1835) =< s(1823)
s(1836) =< s(1823)
s(1847) =< s(1823)
s(1836) =< s(1824)
s(1845) =< s(1824)
s(1841) =< s(1825)
s(1834) =< s(1825)
s(1842) =< s(1825)
s(1843) =< s(1825)
s(1835) =< s(1825)
s(1836) =< s(1825)
s(1834) =< s(1826)
s(1842) =< s(1826)
s(1843) =< s(1826)
s(1835) =< s(1826)
s(1836) =< s(1826)
s(1841) =< s(1827)
s(1834) =< s(1827)
s(1842) =< s(1827)
s(1843) =< s(1827)
s(1835) =< s(1827)
s(1836) =< s(1827)
s(1840) =< aux(717)
s(1834) =< aux(717)
s(1842) =< aux(717)
s(1835) =< aux(717)
s(1836) =< aux(717)
s(1834) =< s(1830)
s(1835) =< s(1830)
s(1836) =< s(1830)
s(1844) =< s(1831)
s(1842) =< s(1831)
s(1835) =< s(1831)
s(1836) =< s(1831)
s(1848) =< s(1831)
s(1849) =< s(1831)
s(1840) =< s(1832)
s(1834) =< s(1832)
s(1842) =< s(1832)
s(1835) =< s(1832)
s(1836) =< s(1832)
s(1850) =< s(1821)
s(1851) =< s(1844)
s(1842) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1829)
s(1852) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1829)
s(1848) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1829)
s(1853) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1829)
s(1842) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1833)
s(1852) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1833)
s(1853) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1833)
s(1842) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1817)
s(1854) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1817)
s(1855) =< s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1839)*2+s(1838)+s(1838)+s(1838)+s(1817)
s(1842) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1818)
s(1854) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1818)
s(1855) =< s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1839)+s(1818)
s(1852) =< s(1840)*s(1844)
s(1854) =< s(1840)*s(1821)
s(1853) =< s(1842)*s(1851)
s(1855) =< s(1842)*s(1850)
s(1856) =< s(1844)
s(1857) =< s(1826)
s(1858) =< s(1855)
s(1859) =< s(1853)
s(1860) =< s(1825)
s(1861) =< s(1854)
s(1862) =< s(1852)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C] 

* Chain [266]: 2*s(1864)+0
  Such that:s(1863) =< B-A1
s(1864) =< s(1863)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C,B>=A1+1] 

* Chain [265]: 4*s(1882)+4*s(1883)+4*s(1884)+4*s(1885)+12*s(1886)+24*s(1887)+4*s(1888)+4*s(1889)+8*s(1890)+8*s(1891)+8*s(1893)+40*s(1894)+20*s(1895)+4*s(1896)+4*s(1897)+16*s(1904)+16*s(1905)+8*s(1906)+8*s(1907)+16*s(1908)+8*s(1909)+8*s(1910)+0
  Such that:s(1865) =< A-2*B+2*C-A1
s(1866) =< A-B+C-A1
s(1867) =< A+B-C-A1
s(1869) =< A-C+1
s(1871) =< A-A1+1
s(1872) =< 2*A-B-A1
s(1873) =< 2*A-C-A1
s(1874) =< 2*A-C-A1+1
s(1875) =< A/2-A1/2
s(1877) =< -B+2*C-A1
s(1878) =< B-C+1
s(1879) =< B-A1
s(1880) =< B/3-A1/3
s(1881) =< C-A1
aux(718) =< A-C
aux(719) =< A-A1
aux(720) =< A/3-A1/3
s(1878) =< aux(718)
s(1879) =< aux(719)
s(1881) =< aux(719)
s(1880) =< aux(720)
s(1882) =< s(1867)
s(1883) =< s(1867)
s(1884) =< s(1867)
s(1885) =< s(1867)
s(1882) =< aux(718)
s(1883) =< aux(718)
s(1884) =< aux(718)
s(1886) =< s(1869)
s(1887) =< s(1869)
s(1888) =< s(1869)
s(1889) =< s(1869)
s(1882) =< s(1869)
s(1890) =< s(1869)
s(1891) =< s(1869)
s(1883) =< s(1869)
s(1884) =< s(1869)
s(1886) =< aux(718)
s(1887) =< aux(718)
s(1888) =< aux(718)
s(1889) =< aux(718)
s(1890) =< aux(718)
s(1891) =< aux(718)
s(1892) =< aux(719)
s(1882) =< aux(719)
s(1890) =< aux(719)
s(1891) =< aux(719)
s(1883) =< aux(719)
s(1884) =< aux(719)
s(1893) =< aux(719)
s(1885) =< aux(719)
s(1894) =< aux(719)
s(1886) =< s(1871)
s(1888) =< s(1871)
s(1889) =< s(1871)
s(1882) =< s(1871)
s(1890) =< s(1871)
s(1891) =< s(1871)
s(1883) =< s(1871)
s(1884) =< s(1871)
s(1895) =< s(1871)
s(1884) =< s(1872)
s(1893) =< s(1872)
s(1889) =< s(1873)
s(1882) =< s(1873)
s(1890) =< s(1873)
s(1891) =< s(1873)
s(1883) =< s(1873)
s(1884) =< s(1873)
s(1882) =< s(1874)
s(1890) =< s(1874)
s(1891) =< s(1874)
s(1883) =< s(1874)
s(1884) =< s(1874)
s(1889) =< s(1875)
s(1882) =< s(1875)
s(1890) =< s(1875)
s(1891) =< s(1875)
s(1883) =< s(1875)
s(1884) =< s(1875)
s(1888) =< aux(720)
s(1882) =< aux(720)
s(1890) =< aux(720)
s(1883) =< aux(720)
s(1884) =< aux(720)
s(1882) =< s(1878)
s(1883) =< s(1878)
s(1884) =< s(1878)
s(1892) =< s(1879)
s(1890) =< s(1879)
s(1883) =< s(1879)
s(1884) =< s(1879)
s(1896) =< s(1879)
s(1897) =< s(1879)
s(1888) =< s(1880)
s(1882) =< s(1880)
s(1890) =< s(1880)
s(1883) =< s(1880)
s(1884) =< s(1880)
s(1898) =< s(1869)
s(1899) =< s(1892)
s(1890) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1877)
s(1900) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1877)
s(1896) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1877)
s(1901) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1877)
s(1890) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1881)
s(1900) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1881)
s(1901) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1881)
s(1890) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1865)
s(1902) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1865)
s(1903) =< s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1887)*2+s(1886)+s(1886)+s(1886)+s(1865)
s(1890) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1866)
s(1902) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1866)
s(1903) =< s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1887)+s(1866)
s(1900) =< s(1888)*s(1892)
s(1902) =< s(1888)*s(1869)
s(1901) =< s(1890)*s(1899)
s(1903) =< s(1890)*s(1898)
s(1904) =< s(1892)
s(1905) =< s(1874)
s(1906) =< s(1903)
s(1907) =< s(1901)
s(1908) =< s(1873)
s(1909) =< s(1902)
s(1910) =< s(1900)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1] 

* Chain [264]: 6*s(1937)+4*s(1938)+2*s(1939)+1*s(1940)+1*s(1941)+1*s(1942)+2*s(1943)+2*s(1944)+1*s(1945)+3*s(1946)+5*s(1947)+1*s(1948)+4*s(1950)+4*s(1951)+2*s(1953)+1*s(1956)+4*s(1957)+24*s(1964)+4*s(1965)+2*s(1966)+2*s(1967)+4*s(1968)+2*s(1969)+2*s(1970)+8*s(1971)+2*s(1972)+1*s(1973)+1*s(1974)+1*s(1975)+2*s(1976)+2*s(1977)+1*s(1978)+3*s(1979)+5*s(1980)+1*s(1981)+1*s(1984)+4*s(1989)+2*s(1990)+2*s(1991)+4*s(1992)+2*s(1993)+2*s(1994)+0
  Such that:s(1913) =< A-2*B+2*C-A1
s(1911) =< A-B
s(1914) =< A-B+C-A1
s(1915) =< A+B-C-A1
s(1912) =< A+B-C-A1+1
s(1917) =< A-C+1
s(1919) =< A-A1+1
s(1920) =< 2*A-B-A1
s(1921) =< 2*A-C-A1
s(1922) =< 2*A-C-A1+1
s(1923) =< A/2-A1/2
s(1924) =< A/3-A1/3
s(1925) =< -B+2*C-A1
s(1926) =< B-C+1
s(1927) =< B-A1
s(1928) =< B/2-A1/2
s(1929) =< B/3-A1/3
s(1930) =< C-A1
s(1925) =< 2*C-2*A1
aux(721) =< A-C
aux(722) =< A-A1
s(1926) =< aux(721)
s(1930) =< aux(722)
s(1931) =< s(1928)
s(1932) =< s(1915)
s(1932) =< s(1912)
s(1933) =< aux(721)
s(1933) =< s(1917)
s(1934) =< s(1925)
s(1934) =< s(1927)
s(1935) =< s(1927)
s(1931) =< s(1927)
s(1936) =< s(1927)
s(1936) =< s(1929)
s(1935) =< s(1930)
s(1937) =< s(1912)
s(1938) =< s(1911)
s(1939) =< s(1915)
s(1940) =< s(1915)
s(1941) =< s(1915)
s(1942) =< s(1932)
s(1939) =< s(1932)
s(1943) =< s(1932)
s(1944) =< s(1932)
s(1945) =< s(1932)
s(1940) =< s(1932)
s(1941) =< s(1932)
s(1939) =< aux(721)
s(1940) =< aux(721)
s(1946) =< s(1917)
s(1947) =< s(1917)
s(1948) =< s(1917)
s(1942) =< s(1917)
s(1939) =< s(1917)
s(1943) =< s(1917)
s(1944) =< s(1917)
s(1945) =< s(1917)
s(1940) =< s(1917)
s(1946) =< s(1933)
s(1947) =< s(1933)
s(1948) =< s(1933)
s(1942) =< s(1933)
s(1939) =< s(1933)
s(1943) =< s(1933)
s(1944) =< s(1933)
s(1945) =< s(1933)
s(1940) =< s(1933)
s(1949) =< aux(722)
s(1939) =< aux(722)
s(1943) =< aux(722)
s(1944) =< aux(722)
s(1940) =< aux(722)
s(1950) =< aux(722)
s(1941) =< aux(722)
s(1951) =< aux(722)
s(1946) =< s(1919)
s(1948) =< s(1919)
s(1942) =< s(1919)
s(1939) =< s(1919)
s(1943) =< s(1919)
s(1944) =< s(1919)
s(1940) =< s(1919)
s(1952) =< s(1919)
s(1953) =< s(1919)
s(1946) =< s(1927)
s(1948) =< s(1927)
s(1942) =< s(1927)
s(1939) =< s(1927)
s(1943) =< s(1927)
s(1944) =< s(1927)
s(1940) =< s(1927)
s(1952) =< s(1927)
s(1953) =< s(1927)
s(1949) =< s(1927)
s(1950) =< s(1927)
s(1941) =< s(1927)
s(1951) =< s(1927)
s(1940) =< s(1920)
s(1950) =< s(1920)
s(1942) =< s(1921)
s(1939) =< s(1921)
s(1943) =< s(1921)
s(1944) =< s(1921)
s(1940) =< s(1921)
s(1954) =< s(1921)
s(1939) =< s(1922)
s(1943) =< s(1922)
s(1944) =< s(1922)
s(1940) =< s(1922)
s(1955) =< s(1922)
s(1954) =< s(1932)
s(1955) =< s(1932)
s(1942) =< s(1923)
s(1939) =< s(1923)
s(1943) =< s(1923)
s(1944) =< s(1923)
s(1940) =< s(1923)
s(1942) =< s(1931)
s(1939) =< s(1931)
s(1943) =< s(1931)
s(1944) =< s(1931)
s(1940) =< s(1931)
s(1948) =< s(1924)
s(1939) =< s(1924)
s(1943) =< s(1924)
s(1940) =< s(1924)
s(1948) =< s(1936)
s(1939) =< s(1936)
s(1943) =< s(1936)
s(1940) =< s(1936)
s(1939) =< s(1926)
s(1940) =< s(1926)
s(1956) =< s(1927)
s(1957) =< s(1927)
s(1948) =< s(1929)
s(1939) =< s(1929)
s(1943) =< s(1929)
s(1940) =< s(1929)
s(1958) =< s(1917)
s(1959) =< s(1949)
s(1939) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1943) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1940) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1960) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1956) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1943) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1925)
s(1960) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1925)
s(1956) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1925)
s(1961) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1942) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1939) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1944) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1943) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1940) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1960) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1961) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1961) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1925)
s(1943) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1930)
s(1960) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1930)
s(1961) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1930)
s(1962) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1963) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1934)
s(1962) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1963) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1935)
s(1943) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1913)
s(1962) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1913)
s(1963) =< s(1945)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1947)*2+s(1946)+s(1946)+s(1946)+s(1913)
s(1943) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1914)
s(1962) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1914)
s(1963) =< s(1945)+s(1947)+s(1947)+s(1947)+s(1947)+s(1947)+s(1914)
s(1960) =< s(1948)*s(1949)
s(1962) =< s(1948)*s(1917)
s(1961) =< s(1943)*s(1959)
s(1963) =< s(1943)*s(1958)
s(1964) =< s(1949)
s(1965) =< s(1955)
s(1966) =< s(1963)
s(1967) =< s(1961)
s(1968) =< s(1954)
s(1969) =< s(1962)
s(1970) =< s(1960)
s(1971) =< s(1952)
s(1972) =< s(1915)
s(1973) =< s(1915)
s(1974) =< s(1915)
s(1975) =< s(1915)
s(1976) =< s(1915)
s(1977) =< s(1915)
s(1978) =< s(1915)
s(1972) =< aux(721)
s(1973) =< aux(721)
s(1979) =< s(1917)
s(1980) =< s(1917)
s(1981) =< s(1917)
s(1975) =< s(1917)
s(1972) =< s(1917)
s(1976) =< s(1917)
s(1977) =< s(1917)
s(1978) =< s(1917)
s(1973) =< s(1917)
s(1979) =< aux(721)
s(1980) =< aux(721)
s(1981) =< aux(721)
s(1975) =< aux(721)
s(1976) =< aux(721)
s(1977) =< aux(721)
s(1978) =< aux(721)
s(1972) =< aux(722)
s(1976) =< aux(722)
s(1977) =< aux(722)
s(1973) =< aux(722)
s(1974) =< aux(722)
s(1979) =< s(1919)
s(1981) =< s(1919)
s(1975) =< s(1919)
s(1972) =< s(1919)
s(1976) =< s(1919)
s(1977) =< s(1919)
s(1973) =< s(1919)
s(1979) =< s(1927)
s(1981) =< s(1927)
s(1975) =< s(1927)
s(1972) =< s(1927)
s(1976) =< s(1927)
s(1977) =< s(1927)
s(1973) =< s(1927)
s(1974) =< s(1927)
s(1973) =< s(1920)
s(1975) =< s(1921)
s(1972) =< s(1921)
s(1976) =< s(1921)
s(1977) =< s(1921)
s(1973) =< s(1921)
s(1982) =< s(1921)
s(1972) =< s(1922)
s(1976) =< s(1922)
s(1977) =< s(1922)
s(1973) =< s(1922)
s(1983) =< s(1922)
s(1982) =< s(1915)
s(1983) =< s(1915)
s(1975) =< s(1923)
s(1972) =< s(1923)
s(1976) =< s(1923)
s(1977) =< s(1923)
s(1973) =< s(1923)
s(1975) =< s(1931)
s(1972) =< s(1931)
s(1976) =< s(1931)
s(1977) =< s(1931)
s(1973) =< s(1931)
s(1981) =< s(1924)
s(1972) =< s(1924)
s(1976) =< s(1924)
s(1973) =< s(1924)
s(1981) =< s(1936)
s(1972) =< s(1936)
s(1976) =< s(1936)
s(1973) =< s(1936)
s(1972) =< s(1926)
s(1973) =< s(1926)
s(1984) =< s(1927)
s(1981) =< s(1929)
s(1972) =< s(1929)
s(1976) =< s(1929)
s(1973) =< s(1929)
s(1972) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1976) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1973) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1985) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1984) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1976) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1925)
s(1985) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1925)
s(1984) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1925)
s(1986) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1975) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1972) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1977) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1976) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1973) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1985) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1986) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1986) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1925)
s(1976) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1930)
s(1985) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1930)
s(1986) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1930)
s(1987) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1988) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1949)
s(1987) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1988) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1949)
s(1976) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1913)
s(1987) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1913)
s(1988) =< s(1978)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1980)*2+s(1979)+s(1979)+s(1979)+s(1913)
s(1976) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1914)
s(1987) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1914)
s(1988) =< s(1978)+s(1980)+s(1980)+s(1980)+s(1980)+s(1980)+s(1914)
s(1985) =< s(1981)*s(1949)
s(1987) =< s(1981)*s(1917)
s(1986) =< s(1976)*s(1959)
s(1988) =< s(1976)*s(1958)
s(1989) =< s(1983)
s(1990) =< s(1988)
s(1991) =< s(1986)
s(1992) =< s(1982)
s(1993) =< s(1987)
s(1994) =< s(1985)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C+1,B>=A1+1] 

* Chain [263]: 2*s(1997)+3*s(1998)+0
  Such that:s(1995) =< A-B+1
s(1996) =< B-A1
s(1997) =< s(1995)
s(1998) =< s(1996)

  with precondition: [J1=3,4>=E,A>=B+1,B>=C,B>=A1+1] 

* Chain [262]: 2*s(2022)+4*s(2023)+2*s(2024)+1*s(2025)+1*s(2026)+1*s(2027)+2*s(2028)+2*s(2029)+1*s(2030)+3*s(2031)+5*s(2032)+1*s(2033)+2*s(2034)+2*s(2035)+1*s(2037)+1*s(2040)+12*s(2047)+4*s(2048)+2*s(2049)+2*s(2050)+4*s(2051)+2*s(2052)+2*s(2053)+4*s(2054)+0
  Such that:s(1999) =< A-2*B+2*C-A1
s(2000) =< A-B+1
s(2001) =< A-B+C-A1
s(2002) =< A+B-C-A1
s(2003) =< A-C
s(2004) =< A-C+1
s(2015) =< A-A1
s(2005) =< A-A1+1
s(2006) =< 2*A-B-A1
s(2007) =< 2*A-C-A1
s(2008) =< 2*A-C-A1+1
s(2009) =< A/2-A1/2
s(2010) =< A/3-A1/3
s(2011) =< -B+2*C-A1
s(2016) =< B-C
s(2012) =< B-C+1
s(2018) =< 2*B-C-A1
s(2013) =< B/2-A1/2
s(2019) =< B/3-A1/3
s(2014) =< C-A1
s(2011) =< 2*C-2*A1
aux(723) =< B-A1
s(2014) =< aux(723)
s(2020) =< s(2015)
s(2020) =< aux(723)
s(2013) =< aux(723)
s(2021) =< aux(723)
s(2021) =< s(2019)
s(2022) =< s(2000)
s(2023) =< aux(723)
s(2024) =< s(2002)
s(2025) =< s(2002)
s(2026) =< s(2002)
s(2027) =< s(2018)
s(2024) =< s(2018)
s(2028) =< s(2018)
s(2029) =< s(2018)
s(2030) =< s(2018)
s(2025) =< s(2018)
s(2026) =< s(2018)
s(2024) =< s(2003)
s(2025) =< s(2003)
s(2031) =< s(2004)
s(2032) =< s(2004)
s(2033) =< s(2004)
s(2027) =< s(2004)
s(2024) =< s(2004)
s(2028) =< s(2004)
s(2029) =< s(2004)
s(2030) =< s(2004)
s(2025) =< s(2004)
s(2031) =< s(2016)
s(2032) =< s(2016)
s(2033) =< s(2016)
s(2027) =< s(2016)
s(2024) =< s(2016)
s(2028) =< s(2016)
s(2029) =< s(2016)
s(2030) =< s(2016)
s(2025) =< s(2016)
s(2024) =< s(2015)
s(2028) =< s(2015)
s(2029) =< s(2015)
s(2025) =< s(2015)
s(2034) =< s(2015)
s(2026) =< s(2015)
s(2035) =< s(2015)
s(2031) =< s(2005)
s(2033) =< s(2005)
s(2027) =< s(2005)
s(2024) =< s(2005)
s(2028) =< s(2005)
s(2029) =< s(2005)
s(2025) =< s(2005)
s(2036) =< s(2005)
s(2037) =< s(2005)
s(2031) =< aux(723)
s(2033) =< aux(723)
s(2027) =< aux(723)
s(2024) =< aux(723)
s(2028) =< aux(723)
s(2029) =< aux(723)
s(2025) =< aux(723)
s(2036) =< aux(723)
s(2037) =< aux(723)
s(2034) =< aux(723)
s(2026) =< aux(723)
s(2035) =< aux(723)
s(2025) =< s(2006)
s(2034) =< s(2006)
s(2027) =< s(2007)
s(2024) =< s(2007)
s(2028) =< s(2007)
s(2029) =< s(2007)
s(2025) =< s(2007)
s(2038) =< s(2007)
s(2024) =< s(2008)
s(2028) =< s(2008)
s(2029) =< s(2008)
s(2025) =< s(2008)
s(2039) =< s(2008)
s(2038) =< s(2018)
s(2039) =< s(2018)
s(2027) =< s(2009)
s(2024) =< s(2009)
s(2028) =< s(2009)
s(2029) =< s(2009)
s(2025) =< s(2009)
s(2027) =< s(2013)
s(2024) =< s(2013)
s(2028) =< s(2013)
s(2029) =< s(2013)
s(2025) =< s(2013)
s(2033) =< s(2010)
s(2024) =< s(2010)
s(2028) =< s(2010)
s(2025) =< s(2010)
s(2033) =< s(2021)
s(2024) =< s(2021)
s(2028) =< s(2021)
s(2025) =< s(2021)
s(2024) =< s(2012)
s(2025) =< s(2012)
s(2040) =< aux(723)
s(2033) =< s(2019)
s(2024) =< s(2019)
s(2028) =< s(2019)
s(2025) =< s(2019)
s(2041) =< s(2004)
s(2042) =< s(2020)
s(2024) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2028) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2025) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2043) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2040) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2028) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2011)
s(2043) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2011)
s(2040) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2011)
s(2044) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2027) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2024) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2029) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2028) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2025) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2043) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2044) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2044) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2011)
s(2028) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2014)
s(2043) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2014)
s(2044) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2014)
s(2045) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2046) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(2020)
s(2045) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2046) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2020)
s(2028) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(1999)
s(2045) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(1999)
s(2046) =< s(2030)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2032)*2+s(2031)+s(2031)+s(2031)+s(1999)
s(2028) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2001)
s(2045) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2001)
s(2046) =< s(2030)+s(2032)+s(2032)+s(2032)+s(2032)+s(2032)+s(2001)
s(2043) =< s(2033)*s(2020)
s(2045) =< s(2033)*s(2004)
s(2044) =< s(2028)*s(2042)
s(2046) =< s(2028)*s(2041)
s(2047) =< s(2020)
s(2048) =< s(2039)
s(2049) =< s(2046)
s(2050) =< s(2044)
s(2051) =< s(2038)
s(2052) =< s(2045)
s(2053) =< s(2043)
s(2054) =< s(2036)

  with precondition: [J1=3,4>=E,A>=B+1,B>=C+1,B>=A1+1] 

* Chain [261]: 2*s(2058)+4*s(2059)+4*s(2060)+0
  Such that:s(2055) =< A-C+1
s(2056) =< -B+C
s(2057) =< B-A1
s(2058) =< s(2055)
s(2059) =< s(2056)
s(2060) =< s(2057)

  with precondition: [J1=3,4>=E,C>=B+1,A>=C,B>=A1+1] 

* Chain [260]: 2*s(2063)+4*s(2064)+0
  Such that:s(2061) =< A-C+1
s(2062) =< C-A1
s(2063) =< s(2061)
s(2064) =< s(2062)

  with precondition: [J1=3,4>=E,A1>=B,A>=C,C>=A1+1] 

* Chain [259]: 6*s(2089)+1*s(2093)+1*s(2094)+2*s(2096)+1*s(2097)+3*s(2098)+5*s(2099)+2*s(2104)+2*s(2105)+1*s(2107)+8*s(2118)+4*s(2120)+4*s(2123)+4*s(2126)+0
  Such that:s(2067) =< A+B-C-A1
s(2076) =< A-C
s(2077) =< A-C+1
s(2079) =< A-A1+1
s(2068) =< 2*A-B-A1
s(2080) =< 2*A-C-A1
s(2069) =< 2*A-C-A1+1
s(2081) =< 2*A-C-A1+2
s(2070) =< A/2-A1/2
s(2082) =< C-A1
aux(725) =< A-A1
s(2082) =< aux(725)
s(2084) =< s(2076)
s(2084) =< s(2077)
s(2085) =< aux(725)
s(2086) =< aux(725)
s(2086) =< s(2079)
s(2087) =< s(2080)
s(2087) =< s(2081)
s(2085) =< s(2082)
s(2089) =< s(2079)
s(2093) =< s(2067)
s(2094) =< s(2087)
s(2096) =< s(2087)
s(2097) =< s(2087)
s(2093) =< s(2087)
s(2098) =< s(2077)
s(2099) =< s(2077)
s(2094) =< s(2077)
s(2096) =< s(2077)
s(2097) =< s(2077)
s(2098) =< s(2084)
s(2099) =< s(2084)
s(2094) =< s(2084)
s(2096) =< s(2084)
s(2097) =< s(2084)
s(2096) =< aux(725)
s(2102) =< aux(725)
s(2104) =< aux(725)
s(2093) =< aux(725)
s(2105) =< aux(725)
s(2098) =< s(2079)
s(2094) =< s(2079)
s(2096) =< s(2079)
s(2106) =< s(2079)
s(2107) =< s(2079)
s(2098) =< s(2086)
s(2094) =< s(2086)
s(2096) =< s(2086)
s(2106) =< s(2086)
s(2107) =< s(2086)
s(2102) =< s(2086)
s(2104) =< s(2086)
s(2093) =< s(2086)
s(2105) =< s(2086)
s(2104) =< s(2068)
s(2094) =< s(2080)
s(2096) =< s(2080)
s(2108) =< s(2080)
s(2096) =< s(2069)
s(2109) =< s(2069)
s(2108) =< s(2087)
s(2109) =< s(2087)
s(2094) =< s(2070)
s(2096) =< s(2070)
s(2094) =< s(2097)+s(2099)+s(2099)+s(2099)+s(2099)+s(2099)+s(2085)
s(2096) =< s(2097)+s(2099)+s(2099)+s(2099)+s(2099)+s(2099)+s(2085)
s(2118) =< s(2102)
s(2120) =< s(2109)
s(2123) =< s(2108)
s(2126) =< s(2106)

  with precondition: [J1=3,4>=E,A1>=B,A>=C+1,A>=A1+1] 

* Chain [258]: 0
  with precondition: [J1=12,L1=C,M1=I,N1=J,O1=K,P1=L,Q1=M,R1=N,S1=O,T1=P,U1=Q,V1=R,W1=S,X1=T,Y1=U,Z1=V,A2=W,B2=X,C2=Y,D2=Z,E2=A1,B=K1,50>=E,B>=A] 

* Chain [256,[257],288]: 1*it(257)+1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2127) =< A-2*B+2*C-A1
it(257) =< A-B
s(2128) =< A-B+C-A1
s(2129) =< A+B-C-A1+2
s(2146) =< A-C+1
aux(732) =< A-A1+1
aux(731) =< 2*A-B-A1+1
aux(728) =< 2*A-C-A1+2
s(2127) =< 3*A-2*B-A1+1
s(2136) =< A/2-A1/2+1/2
s(2141) =< A/3-A1/3
s(2137) =< A/3-A1/3+1/3
s(2138) =< -B+2*C-A1
s(2139) =< B-C+1
s(2140) =< B-A1+1
s(2141) =< B/3-A1/3+1/3
s(2142) =< C-A1
aux(733) =< A-C
aux(734) =< A-A1
s(2139) =< aux(733)
s(2140) =< aux(734)
s(2142) =< aux(734)
s(2128) =< aux(731)
s(2138) =< aux(731)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2154) =< aux(733)
s(2155) =< aux(733)
s(2156) =< aux(733)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2156) =< aux(731)
s(2168) =< aux(731)
s(2158) =< aux(728)
s(2154) =< aux(728)
s(2159) =< aux(728)
s(2155) =< aux(728)
s(2156) =< aux(728)
s(2172) =< aux(728)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2154) =< s(2139)
s(2155) =< s(2139)
s(2156) =< s(2139)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=3,4>=E,A>=B+2,A>=C] 

* Chain [256,[257],273]: 1*it(257)+1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2127) =< A-2*B+2*C-A1
it(257) =< A-B
s(2128) =< A-B+C-A1
s(2129) =< A+B-C-A1+2
s(2146) =< A-C+1
aux(732) =< A-A1+1
aux(731) =< 2*A-B-A1+1
aux(728) =< 2*A-C-A1+2
s(2127) =< 3*A-2*B-A1+1
s(2136) =< A/2-A1/2+1/2
s(2141) =< A/3-A1/3
s(2137) =< A/3-A1/3+1/3
s(2138) =< -B+2*C-A1
s(2139) =< B-C+1
s(2140) =< B-A1+1
s(2141) =< B/3-A1/3+1/3
s(2142) =< C-A1
aux(735) =< A-C
aux(736) =< A-A1
s(2139) =< aux(735)
s(2140) =< aux(736)
s(2142) =< aux(736)
s(2128) =< aux(731)
s(2138) =< aux(731)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2154) =< aux(735)
s(2155) =< aux(735)
s(2156) =< aux(735)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2156) =< aux(731)
s(2168) =< aux(731)
s(2158) =< aux(728)
s(2154) =< aux(728)
s(2159) =< aux(728)
s(2155) =< aux(728)
s(2156) =< aux(728)
s(2172) =< aux(728)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2154) =< s(2139)
s(2155) =< s(2139)
s(2156) =< s(2139)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=3,4>=E,A>=B+3,A>=C] 

* Chain [256,[257],258]: 1*it(257)+1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2127) =< A-2*B+2*C-A1
it(257) =< A-B
s(2146) =< A-C+1
s(2147) =< A-C-A1+E2+1
s(2142) =< A-A1
s(2127) =< 3*A-2*B-A1+1
s(2127) =< -2*B+2*C-A1+L1
s(2127) =< -2*B-A1+3*L1
s(2128) =< -B+C-A1+K1
s(2138) =< -B+2*C-A1
aux(731) =< -B-A1+2*L1
s(2139) =< B-C+1
s(2129) =< B-C-A1+K1+2
s(2140) =< B-A1+1
s(2141) =< B/3-A1/3+1/3
s(2142) =< C-A1
aux(732) =< -A1+K1+1
s(2150) =< -A1+E2
s(2136) =< -A1/2+K1/2+1/2
s(2143) =< -A1/2+E2/2
s(2137) =< -A1/3+K1/3+1/3
s(2141) =< -A1/3+L1/3
s(2151) =< -A1/3+E2/3
aux(737) =< -2*A+2*C-A1+E2
aux(738) =< -A+C-A1+E2
aux(739) =< A-C
aux(740) =< -C-A1+2*L1
aux(741) =< C-A1-K1+E2
aux(742) =< 2*C-A1-2*K1+E2
aux(743) =< -A1+L1
aux(726) =< aux(737)
aux(727) =< aux(738)
s(2139) =< aux(739)
s(2129) =< aux(740)
aux(727) =< aux(741)
aux(726) =< aux(742)
s(2140) =< aux(743)
s(2142) =< aux(743)
s(2128) =< aux(731)
s(2138) =< aux(731)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2158) =< s(2147)
s(2154) =< s(2147)
s(2159) =< s(2147)
s(2155) =< s(2147)
s(2161) =< s(2147)
s(2156) =< s(2147)
s(2157) =< s(2147)
s(2154) =< aux(739)
s(2155) =< aux(739)
s(2156) =< aux(739)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2162) =< s(2150)
s(2164) =< s(2150)
s(2158) =< s(2150)
s(2154) =< s(2150)
s(2159) =< s(2150)
s(2155) =< s(2150)
s(2156) =< s(2150)
s(2166) =< s(2150)
s(2169) =< s(2150)
s(2167) =< s(2150)
s(2168) =< s(2150)
s(2157) =< s(2150)
s(2156) =< aux(731)
s(2168) =< aux(731)
s(2158) =< aux(740)
s(2154) =< aux(740)
s(2159) =< aux(740)
s(2155) =< aux(740)
s(2156) =< aux(740)
s(2172) =< aux(740)
s(2172) =< s(2147)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2158) =< s(2143)
s(2154) =< s(2143)
s(2159) =< s(2143)
s(2155) =< s(2143)
s(2156) =< s(2143)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2164) =< s(2151)
s(2154) =< s(2151)
s(2159) =< s(2151)
s(2155) =< s(2151)
s(2156) =< s(2151)
s(2154) =< s(2139)
s(2155) =< s(2139)
s(2156) =< s(2139)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2174) =< s(2150)
s(2175) =< s(2150)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2154) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2155) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2156) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2158) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2154) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2155) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2156) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=12,A=K1,A+1=L1,L=P1,M=Q1,N=R1,O=S1,4>=E,A>=B+2,A>=C,E2>=A1] 

* Chain [256,288]: 1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2127) =< A-2*B+2*C-A1
s(2128) =< A-B+C-A1
s(2129) =< A+B-C-A1+2
s(2146) =< A-C+1
aux(732) =< A-A1+1
aux(731) =< 2*A-B-A1+1
aux(728) =< 2*A-C-A1+2
s(2127) =< 3*A-2*B-A1+1
s(2136) =< A/2-A1/2+1/2
s(2141) =< A/3-A1/3
s(2137) =< A/3-A1/3+1/3
s(2138) =< -B+2*C-A1
s(2139) =< B-C+1
s(2140) =< B-A1+1
s(2141) =< B/3-A1/3+1/3
s(2142) =< C-A1
aux(744) =< A-C
aux(745) =< A-A1
s(2139) =< aux(744)
s(2140) =< aux(745)
s(2142) =< aux(745)
s(2128) =< aux(731)
s(2138) =< aux(731)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2154) =< aux(744)
s(2155) =< aux(744)
s(2156) =< aux(744)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2156) =< aux(731)
s(2168) =< aux(731)
s(2158) =< aux(728)
s(2154) =< aux(728)
s(2159) =< aux(728)
s(2155) =< aux(728)
s(2156) =< aux(728)
s(2172) =< aux(728)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2154) =< s(2139)
s(2155) =< s(2139)
s(2156) =< s(2139)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=3,4>=E,A>=B+1,A>=C] 

* Chain [256,273]: 1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2127) =< A-2*B+2*C-A1
s(2128) =< A-B+C-A1
s(2129) =< A+B-C-A1+2
s(2146) =< A-C+1
aux(732) =< A-A1+1
aux(731) =< 2*A-B-A1+1
aux(728) =< 2*A-C-A1+2
s(2127) =< 3*A-2*B-A1+1
s(2136) =< A/2-A1/2+1/2
s(2141) =< A/3-A1/3
s(2137) =< A/3-A1/3+1/3
s(2138) =< -B+2*C-A1
s(2139) =< B-C+1
s(2140) =< B-A1+1
s(2141) =< B/3-A1/3+1/3
s(2142) =< C-A1
aux(746) =< A-C
aux(747) =< A-A1
s(2139) =< aux(746)
s(2140) =< aux(747)
s(2142) =< aux(747)
s(2128) =< aux(731)
s(2138) =< aux(731)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2154) =< aux(746)
s(2155) =< aux(746)
s(2156) =< aux(746)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2156) =< aux(731)
s(2168) =< aux(731)
s(2158) =< aux(728)
s(2154) =< aux(728)
s(2159) =< aux(728)
s(2155) =< aux(728)
s(2156) =< aux(728)
s(2172) =< aux(728)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2154) =< s(2139)
s(2155) =< s(2139)
s(2156) =< s(2139)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=3,4>=E,A>=B+2,A>=C] 

* Chain [256,258]: 1*s(2154)+1*s(2155)+1*s(2156)+1*s(2157)+3*s(2158)+2*s(2159)+1*s(2161)+3*s(2162)+5*s(2163)+1*s(2164)+2*s(2168)+3*s(2169)+1*s(2174)+1*s(2175)+12*s(2182)+4*s(2183)+8*s(2184)+2*s(2185)+2*s(2186)+2*s(2188)+2*s(2189)+1
  Such that:s(2146) =< A-C+1
s(2147) =< A-C-A1+E2+1
aux(732) =< B-A1+2
s(2129) =< 2*B-C-A1+3
s(2136) =< B/2-A1/2+1
s(2141) =< B/3-A1/3+1/3
s(2137) =< B/3-A1/3+2/3
aux(728) =< -C-A1+2*K1+2
s(2129) =< -C-A1+2*L1
s(2142) =< C-A1
s(2128) =< C-A1+1
s(2138) =< 2*C-A1-K1+1
s(2127) =< 2*C-A1-K1+2
s(2127) =< -A1+L1+2
s(2150) =< -A1+E2
s(2136) =< -A1/2+L1/2
s(2143) =< -A1/2+E2/2
s(2151) =< -A1/3+E2/3
aux(748) =< -2*A+2*C-A1+E2
aux(749) =< -A+C-A1+E2
aux(750) =< A-C
aux(751) =< -2*B+2*C-A1+E2
aux(752) =< -B+C-A1+E2
aux(753) =< B-A1+1
aux(754) =< -A1+L1
aux(755) =< -A1+L1+1
aux(756) =< -A1/3+L1/3
aux(726) =< aux(748)
aux(727) =< aux(749)
aux(726) =< aux(751)
aux(727) =< aux(752)
s(2140) =< aux(753)
s(2142) =< aux(753)
aux(732) =< aux(754)
s(2128) =< aux(754)
s(2138) =< aux(754)
s(2140) =< aux(754)
s(2142) =< aux(754)
s(2127) =< aux(755)
s(2137) =< aux(756)
s(2141) =< aux(756)
s(2128) =< aux(755)
s(2138) =< aux(755)
s(2154) =< s(2129)
s(2155) =< s(2129)
s(2156) =< s(2129)
s(2157) =< s(2129)
s(2158) =< s(2147)
s(2154) =< s(2147)
s(2159) =< s(2147)
s(2155) =< s(2147)
s(2161) =< s(2147)
s(2156) =< s(2147)
s(2157) =< s(2147)
s(2154) =< aux(750)
s(2155) =< aux(750)
s(2156) =< aux(750)
s(2162) =< s(2146)
s(2163) =< s(2146)
s(2164) =< s(2146)
s(2158) =< s(2146)
s(2154) =< s(2146)
s(2159) =< s(2146)
s(2155) =< s(2146)
s(2161) =< s(2146)
s(2156) =< s(2146)
s(2165) =< aux(732)
s(2154) =< aux(732)
s(2159) =< aux(732)
s(2158) =< aux(732)
s(2155) =< aux(732)
s(2156) =< aux(732)
s(2166) =< aux(732)
s(2167) =< aux(732)
s(2168) =< aux(732)
s(2157) =< aux(732)
s(2169) =< aux(732)
s(2162) =< aux(732)
s(2164) =< aux(732)
s(2162) =< s(2150)
s(2164) =< s(2150)
s(2158) =< s(2150)
s(2154) =< s(2150)
s(2159) =< s(2150)
s(2155) =< s(2150)
s(2156) =< s(2150)
s(2166) =< s(2150)
s(2169) =< s(2150)
s(2167) =< s(2150)
s(2168) =< s(2150)
s(2157) =< s(2150)
s(2156) =< aux(755)
s(2168) =< aux(755)
s(2158) =< aux(728)
s(2154) =< aux(728)
s(2159) =< aux(728)
s(2155) =< aux(728)
s(2156) =< aux(728)
s(2172) =< aux(728)
s(2172) =< s(2147)
s(2158) =< s(2136)
s(2154) =< s(2136)
s(2159) =< s(2136)
s(2155) =< s(2136)
s(2156) =< s(2136)
s(2158) =< s(2143)
s(2154) =< s(2143)
s(2159) =< s(2143)
s(2155) =< s(2143)
s(2156) =< s(2143)
s(2164) =< s(2137)
s(2154) =< s(2137)
s(2159) =< s(2137)
s(2155) =< s(2137)
s(2156) =< s(2137)
s(2164) =< s(2151)
s(2154) =< s(2151)
s(2159) =< s(2151)
s(2155) =< s(2151)
s(2156) =< s(2151)
s(2165) =< s(2140)
s(2159) =< s(2140)
s(2155) =< s(2140)
s(2156) =< s(2140)
s(2167) =< s(2140)
s(2174) =< s(2140)
s(2175) =< s(2140)
s(2174) =< s(2150)
s(2175) =< s(2150)
s(2164) =< s(2141)
s(2154) =< s(2141)
s(2159) =< s(2141)
s(2155) =< s(2141)
s(2156) =< s(2141)
s(2176) =< s(2146)
s(2177) =< s(2165)
s(2154) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2155) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2156) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2178) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2174) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2158) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2154) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2155) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2156) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2179) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2138)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2178) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2179) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2142)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+aux(726)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+aux(727)
s(2159) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2180) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2181) =< s(2161)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2163)*2+s(2162)+s(2162)+s(2162)+s(2127)
s(2159) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2180) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2181) =< s(2161)+s(2163)+s(2163)+s(2163)+s(2163)+s(2163)+s(2128)
s(2178) =< s(2164)*s(2165)
s(2180) =< s(2164)*s(2146)
s(2179) =< s(2159)*s(2177)
s(2181) =< s(2159)*s(2176)
s(2182) =< s(2166)
s(2183) =< s(2167)
s(2184) =< s(2172)
s(2185) =< s(2181)
s(2186) =< s(2179)
s(2188) =< s(2180)
s(2189) =< s(2178)

  with precondition: [J1=12,A=B+1,A=K1,A+1=L1,L=P1,M=Q1,N=R1,O=S1,4>=E,A>=C,E2>=A1] 

* Chain [255,[257],288]: 1*it(257)+3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+8*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+20*s(2229)+2*s(2231)+8*s(2232)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:it(257) =< A-B
s(2192) =< A+B-C-A1+1
s(2206) =< A-C+1
s(2194) =< A+C-2*A1
s(2196) =< A-A1+1
s(2197) =< 2*A-B-A1
s(2198) =< 2*A-C-A1
s(2199) =< 2*A-C-A1+1
s(2194) =< 2*A-2*A1
s(2200) =< A/2-A1/2
s(2202) =< B-C+1
s(2203) =< B-A1
s(2203) =< B-A1+1
s(2204) =< B/3-A1/3
s(2204) =< B/3-A1/3+1/3
aux(757) =< A-C
aux(758) =< A-A1
aux(759) =< A/3-A1/3
s(2202) =< aux(757)
s(2203) =< aux(758)
s(2204) =< aux(759)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2211) =< aux(757)
s(2214) =< aux(757)
s(2216) =< aux(757)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< aux(758)
s(2219) =< aux(758)
s(2211) =< aux(758)
s(2212) =< aux(758)
s(2213) =< aux(758)
s(2221) =< aux(758)
s(2222) =< aux(758)
s(2214) =< aux(758)
s(2215) =< aux(758)
s(2223) =< aux(758)
s(2216) =< aux(758)
s(2227) =< aux(758)
s(2228) =< aux(758)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2216) =< s(2197)
s(2231) =< s(2197)
s(2213) =< s(2198)
s(2221) =< s(2198)
s(2222) =< s(2198)
s(2214) =< s(2198)
s(2215) =< s(2198)
s(2223) =< s(2198)
s(2216) =< s(2198)
s(2232) =< s(2198)
s(2233) =< s(2198)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2226) =< aux(759)
s(2210) =< aux(759)
s(2211) =< aux(759)
s(2212) =< aux(759)
s(2213) =< aux(759)
s(2214) =< aux(759)
s(2215) =< aux(759)
s(2216) =< aux(759)
s(2211) =< s(2202)
s(2214) =< s(2202)
s(2216) =< s(2202)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=3,50>=E,E>=5,A>=B+2,A>=C] 

* Chain [255,[257],273]: 1*it(257)+3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+8*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+20*s(2229)+2*s(2231)+8*s(2232)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:it(257) =< A-B
s(2192) =< A+B-C-A1+1
s(2206) =< A-C+1
s(2194) =< A+C-2*A1
s(2196) =< A-A1+1
s(2197) =< 2*A-B-A1
s(2198) =< 2*A-C-A1
s(2199) =< 2*A-C-A1+1
s(2194) =< 2*A-2*A1
s(2200) =< A/2-A1/2
s(2202) =< B-C+1
s(2203) =< B-A1
s(2203) =< B-A1+1
s(2204) =< B/3-A1/3
s(2204) =< B/3-A1/3+1/3
aux(760) =< A-C
aux(761) =< A-A1
aux(762) =< A/3-A1/3
s(2202) =< aux(760)
s(2203) =< aux(761)
s(2204) =< aux(762)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2211) =< aux(760)
s(2214) =< aux(760)
s(2216) =< aux(760)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< aux(761)
s(2219) =< aux(761)
s(2211) =< aux(761)
s(2212) =< aux(761)
s(2213) =< aux(761)
s(2221) =< aux(761)
s(2222) =< aux(761)
s(2214) =< aux(761)
s(2215) =< aux(761)
s(2223) =< aux(761)
s(2216) =< aux(761)
s(2227) =< aux(761)
s(2228) =< aux(761)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2216) =< s(2197)
s(2231) =< s(2197)
s(2213) =< s(2198)
s(2221) =< s(2198)
s(2222) =< s(2198)
s(2214) =< s(2198)
s(2215) =< s(2198)
s(2223) =< s(2198)
s(2216) =< s(2198)
s(2232) =< s(2198)
s(2233) =< s(2198)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2226) =< aux(762)
s(2210) =< aux(762)
s(2211) =< aux(762)
s(2212) =< aux(762)
s(2213) =< aux(762)
s(2214) =< aux(762)
s(2215) =< aux(762)
s(2216) =< aux(762)
s(2211) =< s(2202)
s(2214) =< s(2202)
s(2216) =< s(2202)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=3,50>=E,E>=5,A>=B+3,A>=C] 

* Chain [255,[257],258]: 1*it(257)+3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+8*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+20*s(2229)+2*s(2231)+8*s(2232)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:s(2191) =< -A+C-2*A1+2*E2
it(257) =< A-B
s(2192) =< A+B-C-A1+1
s(2206) =< A-C+1
s(2207) =< A-C-A1+E2+1
s(2194) =< A+C-2*A1
s(2195) =< A-A1
s(2196) =< A-A1+1
s(2197) =< 2*A-B-A1
s(2198) =< 2*A-C-A1
s(2199) =< 2*A-C-A1+1
s(2194) =< 2*A-2*A1
s(2200) =< A/2-A1/2
s(2201) =< A/3-A1/3
s(2197) =< -B-A1+2*L1
s(2202) =< B-C+1
s(2192) =< B-C-A1+L1
s(2203) =< B-A1
s(2203) =< B-A1+1
s(2204) =< B/3-A1/3
s(2204) =< B/3-A1/3+1/3
s(2191) =< C-2*A1-K1+2*E2
s(2194) =< C-2*A1+L1
s(2194) =< -2*A1+2*L1
s(2208) =< -A1+E2
s(2200) =< -A1/2+L1/2
s(2205) =< -A1/2+E2/2
s(2209) =< -A1/3+E2/3
aux(763) =< A-C
aux(764) =< -C-A1+2*L1
aux(765) =< -A1+L1
aux(766) =< -A1/3+L1/3
s(2202) =< aux(763)
s(2198) =< aux(764)
s(2199) =< aux(764)
s(2195) =< aux(765)
s(2196) =< aux(765)
s(2203) =< aux(765)
s(2201) =< aux(766)
s(2204) =< aux(766)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2210) =< s(2207)
s(2218) =< s(2207)
s(2219) =< s(2207)
s(2211) =< s(2207)
s(2212) =< s(2207)
s(2220) =< s(2207)
s(2213) =< s(2207)
s(2221) =< s(2207)
s(2222) =< s(2207)
s(2214) =< s(2207)
s(2215) =< s(2207)
s(2223) =< s(2207)
s(2216) =< s(2207)
s(2217) =< s(2207)
s(2211) =< aux(763)
s(2214) =< aux(763)
s(2216) =< aux(763)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< s(2195)
s(2219) =< s(2195)
s(2211) =< s(2195)
s(2212) =< s(2195)
s(2213) =< s(2195)
s(2221) =< s(2195)
s(2222) =< s(2195)
s(2214) =< s(2195)
s(2215) =< s(2195)
s(2223) =< s(2195)
s(2216) =< s(2195)
s(2227) =< s(2195)
s(2228) =< s(2195)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2224) =< s(2208)
s(2226) =< s(2208)
s(2210) =< s(2208)
s(2218) =< s(2208)
s(2219) =< s(2208)
s(2211) =< s(2208)
s(2212) =< s(2208)
s(2213) =< s(2208)
s(2221) =< s(2208)
s(2222) =< s(2208)
s(2214) =< s(2208)
s(2215) =< s(2208)
s(2223) =< s(2208)
s(2216) =< s(2208)
s(2229) =< s(2208)
s(2230) =< s(2208)
s(2227) =< s(2208)
s(2228) =< s(2208)
s(2216) =< s(2197)
s(2231) =< s(2197)
s(2231) =< s(2208)
s(2213) =< s(2198)
s(2221) =< s(2198)
s(2222) =< s(2198)
s(2214) =< s(2198)
s(2215) =< s(2198)
s(2223) =< s(2198)
s(2216) =< s(2198)
s(2232) =< s(2198)
s(2233) =< s(2198)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2232) =< s(2207)
s(2234) =< s(2207)
s(2233) =< s(2207)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2218) =< s(2205)
s(2219) =< s(2205)
s(2211) =< s(2205)
s(2212) =< s(2205)
s(2213) =< s(2205)
s(2221) =< s(2205)
s(2222) =< s(2205)
s(2214) =< s(2205)
s(2215) =< s(2205)
s(2223) =< s(2205)
s(2216) =< s(2205)
s(2226) =< s(2201)
s(2210) =< s(2201)
s(2211) =< s(2201)
s(2212) =< s(2201)
s(2213) =< s(2201)
s(2214) =< s(2201)
s(2215) =< s(2201)
s(2216) =< s(2201)
s(2226) =< s(2209)
s(2210) =< s(2209)
s(2211) =< s(2209)
s(2212) =< s(2209)
s(2213) =< s(2209)
s(2214) =< s(2209)
s(2215) =< s(2209)
s(2216) =< s(2209)
s(2211) =< s(2202)
s(2214) =< s(2202)
s(2216) =< s(2202)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2235) =< s(2208)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2214) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2216) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2221) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2222) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=12,A=K1,A+1=L1,50>=E,E>=5,A>=B+2,A>=C,E2>=A1] 

* Chain [255,288]: 3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+8*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+20*s(2229)+2*s(2231)+8*s(2232)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:s(2192) =< A+B-C-A1+1
s(2206) =< A-C+1
s(2194) =< A+C-2*A1
s(2196) =< A-A1+1
s(2197) =< 2*A-B-A1
s(2198) =< 2*A-C-A1
s(2199) =< 2*A-C-A1+1
s(2194) =< 2*A-2*A1
s(2200) =< A/2-A1/2
s(2202) =< B-C+1
s(2203) =< B-A1
s(2203) =< B-A1+1
s(2204) =< B/3-A1/3
s(2204) =< B/3-A1/3+1/3
aux(767) =< A-C
aux(768) =< A-A1
aux(769) =< A/3-A1/3
s(2202) =< aux(767)
s(2203) =< aux(768)
s(2204) =< aux(769)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2211) =< aux(767)
s(2214) =< aux(767)
s(2216) =< aux(767)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< aux(768)
s(2219) =< aux(768)
s(2211) =< aux(768)
s(2212) =< aux(768)
s(2213) =< aux(768)
s(2221) =< aux(768)
s(2222) =< aux(768)
s(2214) =< aux(768)
s(2215) =< aux(768)
s(2223) =< aux(768)
s(2216) =< aux(768)
s(2227) =< aux(768)
s(2228) =< aux(768)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2216) =< s(2197)
s(2231) =< s(2197)
s(2213) =< s(2198)
s(2221) =< s(2198)
s(2222) =< s(2198)
s(2214) =< s(2198)
s(2215) =< s(2198)
s(2223) =< s(2198)
s(2216) =< s(2198)
s(2232) =< s(2198)
s(2233) =< s(2198)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2226) =< aux(769)
s(2210) =< aux(769)
s(2211) =< aux(769)
s(2212) =< aux(769)
s(2213) =< aux(769)
s(2214) =< aux(769)
s(2215) =< aux(769)
s(2216) =< aux(769)
s(2211) =< s(2202)
s(2214) =< s(2202)
s(2216) =< s(2202)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=3,50>=E,E>=5,A>=B+1,A>=C] 

* Chain [255,273]: 3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+8*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+20*s(2229)+2*s(2231)+8*s(2232)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:s(2192) =< A+B-C-A1+1
s(2206) =< A-C+1
s(2194) =< A+C-2*A1
s(2196) =< A-A1+1
s(2197) =< 2*A-B-A1
s(2198) =< 2*A-C-A1
s(2199) =< 2*A-C-A1+1
s(2194) =< 2*A-2*A1
s(2200) =< A/2-A1/2
s(2202) =< B-C+1
s(2203) =< B-A1
s(2203) =< B-A1+1
s(2204) =< B/3-A1/3
s(2204) =< B/3-A1/3+1/3
aux(770) =< A-C
aux(771) =< A-A1
aux(772) =< A/3-A1/3
s(2202) =< aux(770)
s(2203) =< aux(771)
s(2204) =< aux(772)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2211) =< aux(770)
s(2214) =< aux(770)
s(2216) =< aux(770)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< aux(771)
s(2219) =< aux(771)
s(2211) =< aux(771)
s(2212) =< aux(771)
s(2213) =< aux(771)
s(2221) =< aux(771)
s(2222) =< aux(771)
s(2214) =< aux(771)
s(2215) =< aux(771)
s(2223) =< aux(771)
s(2216) =< aux(771)
s(2227) =< aux(771)
s(2228) =< aux(771)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2216) =< s(2197)
s(2231) =< s(2197)
s(2213) =< s(2198)
s(2221) =< s(2198)
s(2222) =< s(2198)
s(2214) =< s(2198)
s(2215) =< s(2198)
s(2223) =< s(2198)
s(2216) =< s(2198)
s(2232) =< s(2198)
s(2233) =< s(2198)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2226) =< aux(772)
s(2210) =< aux(772)
s(2211) =< aux(772)
s(2212) =< aux(772)
s(2213) =< aux(772)
s(2214) =< aux(772)
s(2215) =< aux(772)
s(2216) =< aux(772)
s(2211) =< s(2202)
s(2214) =< s(2202)
s(2216) =< s(2202)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=3,50>=E,E>=5,A>=B+2,A>=C] 

* Chain [255,258]: 3*s(2210)+8*s(2211)+5*s(2212)+1*s(2213)+9*s(2214)+8*s(2215)+1*s(2216)+16*s(2217)+1*s(2218)+7*s(2219)+12*s(2220)+1*s(2221)+8*s(2222)+1*s(2223)+18*s(2224)+13*s(2225)+1*s(2226)+80*s(2227)+22*s(2229)+4*s(2234)+2*s(2235)+1*s(2237)+1*s(2238)+1*s(2239)+1*s(2240)+20*s(2241)+8*s(2242)+4*s(2243)+1
  Such that:s(2191) =< -A+C-2*A1+2*E2
s(2206) =< A-C+1
s(2207) =< A-C-A1+E2+1
s(2191) =< -B+C-2*A1+2*E2
s(2194) =< B+C-2*A1+1
s(2203) =< B-A1
s(2199) =< 2*B-C-A1+3
s(2194) =< 2*B-2*A1+2
s(2200) =< B/2-A1/2+1/2
s(2204) =< B/3-A1/3
s(2194) =< C-2*A1+L1
s(2194) =< -2*A1+2*L1
s(2208) =< -A1+E2
s(2200) =< -A1/2+L1/2
s(2205) =< -A1/2+E2/2
s(2209) =< -A1/3+E2/3
aux(773) =< A-C
aux(774) =< B-A1+1
aux(775) =< B-A1+2
aux(776) =< 2*B-C-A1+2
aux(777) =< B/3-A1/3+1/3
aux(778) =< -C-A1+2*L1
aux(779) =< -A1+L1
aux(780) =< -A1/3+L1/3
s(2195) =< aux(774)
s(2203) =< aux(774)
s(2196) =< aux(775)
s(2192) =< aux(776)
s(2201) =< aux(777)
s(2204) =< aux(777)
s(2192) =< aux(778)
s(2199) =< aux(778)
s(2195) =< aux(779)
s(2196) =< aux(779)
s(2203) =< aux(779)
s(2201) =< aux(780)
s(2204) =< aux(780)
s(2210) =< s(2192)
s(2211) =< s(2192)
s(2212) =< s(2192)
s(2213) =< s(2192)
s(2214) =< s(2192)
s(2215) =< s(2192)
s(2216) =< s(2192)
s(2217) =< s(2192)
s(2210) =< s(2207)
s(2218) =< s(2207)
s(2219) =< s(2207)
s(2211) =< s(2207)
s(2212) =< s(2207)
s(2220) =< s(2207)
s(2213) =< s(2207)
s(2221) =< s(2207)
s(2222) =< s(2207)
s(2214) =< s(2207)
s(2215) =< s(2207)
s(2223) =< s(2207)
s(2216) =< s(2207)
s(2217) =< s(2207)
s(2211) =< aux(773)
s(2214) =< aux(773)
s(2216) =< aux(773)
s(2224) =< s(2206)
s(2225) =< s(2206)
s(2226) =< s(2206)
s(2210) =< s(2206)
s(2218) =< s(2206)
s(2219) =< s(2206)
s(2211) =< s(2206)
s(2212) =< s(2206)
s(2220) =< s(2206)
s(2213) =< s(2206)
s(2221) =< s(2206)
s(2222) =< s(2206)
s(2214) =< s(2206)
s(2215) =< s(2206)
s(2223) =< s(2206)
s(2216) =< s(2206)
s(2210) =< s(2195)
s(2219) =< s(2195)
s(2211) =< s(2195)
s(2212) =< s(2195)
s(2213) =< s(2195)
s(2221) =< s(2195)
s(2222) =< s(2195)
s(2214) =< s(2195)
s(2215) =< s(2195)
s(2223) =< s(2195)
s(2216) =< s(2195)
s(2227) =< s(2195)
s(2228) =< s(2195)
s(2224) =< s(2196)
s(2226) =< s(2196)
s(2210) =< s(2196)
s(2218) =< s(2196)
s(2219) =< s(2196)
s(2211) =< s(2196)
s(2212) =< s(2196)
s(2213) =< s(2196)
s(2221) =< s(2196)
s(2222) =< s(2196)
s(2214) =< s(2196)
s(2215) =< s(2196)
s(2223) =< s(2196)
s(2216) =< s(2196)
s(2229) =< s(2196)
s(2230) =< s(2196)
s(2224) =< s(2208)
s(2226) =< s(2208)
s(2210) =< s(2208)
s(2218) =< s(2208)
s(2219) =< s(2208)
s(2211) =< s(2208)
s(2212) =< s(2208)
s(2213) =< s(2208)
s(2221) =< s(2208)
s(2222) =< s(2208)
s(2214) =< s(2208)
s(2215) =< s(2208)
s(2223) =< s(2208)
s(2216) =< s(2208)
s(2229) =< s(2208)
s(2230) =< s(2208)
s(2227) =< s(2208)
s(2228) =< s(2208)
s(2221) =< s(2192)
s(2222) =< s(2192)
s(2223) =< s(2192)
s(2233) =< s(2192)
s(2222) =< s(2199)
s(2214) =< s(2199)
s(2215) =< s(2199)
s(2223) =< s(2199)
s(2216) =< s(2199)
s(2234) =< s(2199)
s(2234) =< s(2207)
s(2233) =< s(2207)
s(2218) =< s(2200)
s(2219) =< s(2200)
s(2211) =< s(2200)
s(2212) =< s(2200)
s(2213) =< s(2200)
s(2221) =< s(2200)
s(2222) =< s(2200)
s(2214) =< s(2200)
s(2215) =< s(2200)
s(2223) =< s(2200)
s(2216) =< s(2200)
s(2218) =< s(2205)
s(2219) =< s(2205)
s(2211) =< s(2205)
s(2212) =< s(2205)
s(2213) =< s(2205)
s(2221) =< s(2205)
s(2222) =< s(2205)
s(2214) =< s(2205)
s(2215) =< s(2205)
s(2223) =< s(2205)
s(2216) =< s(2205)
s(2226) =< s(2201)
s(2210) =< s(2201)
s(2211) =< s(2201)
s(2212) =< s(2201)
s(2213) =< s(2201)
s(2214) =< s(2201)
s(2215) =< s(2201)
s(2216) =< s(2201)
s(2226) =< s(2209)
s(2210) =< s(2209)
s(2211) =< s(2209)
s(2212) =< s(2209)
s(2213) =< s(2209)
s(2214) =< s(2209)
s(2215) =< s(2209)
s(2216) =< s(2209)
s(2216) =< s(2203)
s(2235) =< s(2203)
s(2235) =< s(2208)
s(2226) =< s(2204)
s(2210) =< s(2204)
s(2211) =< s(2204)
s(2212) =< s(2204)
s(2213) =< s(2204)
s(2214) =< s(2204)
s(2215) =< s(2204)
s(2216) =< s(2204)
s(2236) =< s(2206)
s(2214) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2216) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2237) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2238) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2223) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2221) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2222) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2215) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2240) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2191)
s(2213) =< s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2220)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2225)+s(2194)
s(2239) =< s(2212)*s(2236)
s(2238) =< s(2223)*s(2236)
s(2237) =< s(2222)*s(2236)
s(2240) =< s(2213)*s(2236)
s(2241) =< s(2228)
s(2242) =< s(2230)
s(2243) =< s(2233)

  with precondition: [J1=12,A=B+1,A=K1,A+1=L1,50>=E,E>=5,A>=C,E2>=A1] 


#### Cost of chains of f132(A,B,E,J1,K1,L1):
* Chain [[289],291]: 1*it(289)+0
  Such that:it(289) =< A-B+1

  with precondition: [J1=3,50>=E,A>=B] 

* Chain [[289],290]: 1*it(289)+0
  Such that:it(289) =< A-B+1

  with precondition: [J1=9,A+1=K1,E+1=L1,50>=E,A>=B] 

* Chain [291]: 0
  with precondition: [J1=3,50>=E] 

* Chain [290]: 0
  with precondition: [J1=9,B=K1,E+1=L1,50>=E,B>=A+1] 


#### Cost of chains of f35(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,Z,A1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2):
* Chain [316]: 0
  with precondition: [J1=3] 

* Chain [315]: 6*s(2618)+2*s(2622)+1
  Such that:aux(839) =< 1
aux(840) =< A-C+1
s(2622) =< aux(839)
s(2618) =< aux(840)

  with precondition: [J1=3,A=B+1,50>=E,E>=4,A>=C] 

* Chain [314]: 6*s(2626)+2*s(2630)+1
  Such that:aux(841) =< 1
aux(842) =< A-C+1
s(2630) =< aux(841)
s(2626) =< aux(842)

  with precondition: [J1=3,A=B+1,3>=E,A>=C] 

* Chain [313]: 0
  with precondition: [J1=3,50>=E] 

* Chain [312]: 6*s(2634)+6*s(2635)+2*s(2642)+1
  Such that:aux(843) =< 1
aux(844) =< A-B
aux(845) =< A-C+1
s(2642) =< aux(843)
s(2634) =< aux(844)
s(2635) =< aux(845)

  with precondition: [J1=3,50>=E,E>=4,A>=B+2,A>=C] 

* Chain [311]: 1*s(2648)+0
  Such that:s(2648) =< A-B

  with precondition: [J1=3,50>=E,C>=A+1,A>=B+1] 

* Chain [310]: 1*s(2649)+0
  Such that:s(2649) =< A-B

  with precondition: [J1=3,50>=E,C>=A+1,A>=B+2] 

* Chain [309]: 0
  with precondition: [J1=3,50>=E,A>=B+1] 

* Chain [308]: 2*s(2651)+1
  Such that:s(2650) =< A-C+1
s(2651) =< s(2650)

  with precondition: [J1=3,50>=E,A>=B+1,A>=C] 

* Chain [307]: 1*s(2652)+2*s(2654)+1
  Such that:s(2652) =< A-B
s(2653) =< A-C+1
s(2654) =< s(2653)

  with precondition: [J1=3,50>=E,A>=B+2,A>=C] 

* Chain [306]: 1*s(2655)+1*s(2656)+1
  Such that:s(2655) =< A-B
s(2656) =< A-C+1

  with precondition: [J1=3,50>=E,A>=B+3,A>=C] 

* Chain [305]: 6*s(2657)+6*s(2658)+2*s(2665)+1
  Such that:aux(846) =< 1
aux(847) =< A-B
aux(848) =< A-C+1
s(2665) =< aux(846)
s(2657) =< aux(847)
s(2658) =< aux(848)

  with precondition: [J1=3,3>=E,A>=B+2,A>=C] 

* Chain [304]: 1*s(2671)+1
  Such that:s(2671) =< A-C+1

  with precondition: [J1=11,P1=0,A=B+1,N1=D,R1=H,S1=I,T1=J,U1=K,V1=L,W1=M,X1=N,Y1=O,Z1=P,A2=Q,B2=R,C2=S,D2=T,E2=U,F2=V,G2=W,H2=X,I2=Y,J2=Z,K2=A1,A=K1,A=L1,A+1=M1,E=O1,50>=E,A>=C] 

* Chain [303]: 1*s(2672)+1*s(2673)+1
  Such that:s(2672) =< A-B
s(2673) =< A-C+1

  with precondition: [J1=11,P1=0,N1=D,R1=H,S1=I,T1=J,U1=K,V1=L,W1=M,X1=N,Y1=O,Z1=P,A2=Q,B2=R,C2=S,D2=T,E2=U,F2=V,G2=W,H2=X,I2=Y,J2=Z,K2=A1,A=K1,A=L1,A+1=M1,E=O1,50>=E,A>=B+2,A>=C] 

* Chain [302]: 1*s(2674)+0
  Such that:s(2674) =< A-B

  with precondition: [J1=11,P1=0,N1=D,Q1=G,R1=H,S1=I,T1=J,U1=K,V1=L,W1=M,X1=N,Y1=O,Z1=P,A2=Q,B2=R,C2=S,D2=T,E2=U,F2=V,G2=W,H2=X,I2=Y,J2=Z,K2=A1,A=K1,A=L1,C=M1,E=O1,50>=E,C>=A+1,A>=B+1] 

* Chain [301]: 0
  with precondition: [J1=11,P1=0,M1=C,N1=D,Q1=G,R1=H,S1=I,T1=J,U1=K,V1=L,W1=M,X1=N,Y1=O,Z1=P,A2=Q,B2=R,C2=S,D2=T,E2=U,F2=V,G2=W,H2=X,I2=Y,J2=Z,K2=A1,A=K1,B=L1,E=O1,50>=E,B>=A] 

* Chain [300]: 0
  with precondition: [J1=11,K1=A,L1=B,M1=C,N1=D,P1=F,Q1=G,R1=H,S1=I,T1=J,U1=K,V1=L,W1=M,X1=N,Y1=O,Z1=P,A2=Q,B2=R,C2=S,D2=T,E2=U,F2=V,G2=W,H2=X,I2=Y,J2=Z,K2=A1,E=O1,E>=51] 

* Chain [299,316]: 1*s(2675)+1*s(2676)+2
  Such that:s(2676) =< 1
s(2675) =< A-C+1

  with precondition: [J1=3,A=B+1,50>=E,E>=4,A>=C] 

* Chain [299,313]: 1*s(2675)+1*s(2676)+2
  Such that:s(2676) =< 1
s(2675) =< A-C+1

  with precondition: [J1=3,A=B+1,49>=E,E>=4,A>=C] 

* Chain [299,301]: 1*s(2675)+1*s(2676)+2
  Such that:s(2676) =< 1
s(2675) =< A-C+1

  with precondition: [J1=11,P1=0,R1=0,L1=A+1,L1=B+2,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,50>=O1,O1>=5,L1>=C+1] 

* Chain [299,300]: 1*s(2675)+1*s(2676)+2
  Such that:s(2676) =< 1
s(2675) =< A-C+1

  with precondition: [E=50,J1=11,O1=51,R1=0,L1=A+1,L1=B+2,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,0>=P1+1,L1>=C+1] 

* Chain [298,316]: 1*s(2677)+1*s(2678)+2
  Such that:s(2678) =< 1
s(2677) =< A-C+1

  with precondition: [J1=3,A=B+1,50>=E,E>=4,A>=C] 

* Chain [298,313]: 1*s(2677)+1*s(2678)+2
  Such that:s(2678) =< 1
s(2677) =< A-C+1

  with precondition: [J1=3,A=B+1,49>=E,E>=4,A>=C] 

* Chain [298,301]: 1*s(2677)+1*s(2678)+2
  Such that:s(2678) =< 1
s(2677) =< A-C+1

  with precondition: [J1=11,P1=0,R1=0,L1=A+1,L1=B+2,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,50>=O1,O1>=5,L1>=C+1] 

* Chain [298,300]: 1*s(2677)+1*s(2678)+2
  Such that:s(2678) =< 1
s(2677) =< A-C+1

  with precondition: [E=50,J1=11,O1=51,R1=0,L1=A+1,L1=B+2,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,P1>=1,L1>=C+1] 

* Chain [297,316]: 1*s(2679)+1*s(2680)+1*s(2681)+2
  Such that:s(2681) =< 1
s(2679) =< A-B
s(2680) =< A-C+1

  with precondition: [J1=3,50>=E,E>=4,A>=B+2,A>=C] 

* Chain [297,313]: 1*s(2679)+1*s(2680)+1*s(2681)+2
  Such that:s(2681) =< 1
s(2679) =< A-B
s(2680) =< A-C+1

  with precondition: [J1=3,49>=E,E>=4,A>=B+2,A>=C] 

* Chain [297,301]: 1*s(2679)+1*s(2680)+1*s(2681)+2
  Such that:s(2681) =< 1
s(2679) =< A-B
s(2680) =< A-C+1

  with precondition: [J1=11,P1=0,R1=0,L1=A+1,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,50>=O1,O1>=5,L1>=B+3,L1>=C+1] 

* Chain [297,300]: 1*s(2679)+1*s(2680)+1*s(2681)+2
  Such that:s(2681) =< 1
s(2679) =< A-B
s(2680) =< A-C+1

  with precondition: [E=50,J1=11,O1=51,R1=0,L1=A+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,0>=P1+1,L1>=B+3,L1>=C+1] 

* Chain [296,316]: 1*s(2682)+1*s(2683)+1*s(2684)+2
  Such that:s(2684) =< 1
s(2682) =< A-B
s(2683) =< A-C+1

  with precondition: [J1=3,50>=E,E>=4,A>=B+2,A>=C] 

* Chain [296,313]: 1*s(2682)+1*s(2683)+1*s(2684)+2
  Such that:s(2684) =< 1
s(2682) =< A-B
s(2683) =< A-C+1

  with precondition: [J1=3,49>=E,E>=4,A>=B+2,A>=C] 

* Chain [296,301]: 1*s(2682)+1*s(2683)+1*s(2684)+2
  Such that:s(2684) =< 1
s(2682) =< A-B
s(2683) =< A-C+1

  with precondition: [J1=11,P1=0,R1=0,L1=A+1,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,50>=O1,O1>=5,L1>=B+3,L1>=C+1] 

* Chain [296,300]: 1*s(2682)+1*s(2683)+1*s(2684)+2
  Such that:s(2684) =< 1
s(2682) =< A-B
s(2683) =< A-C+1

  with precondition: [E=50,J1=11,O1=51,R1=0,L1=A+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,P1>=1,L1>=B+3,L1>=C+1] 

* Chain [295,316]: 1*s(2685)+1*s(2686)+2
  Such that:s(2686) =< 1
s(2685) =< A-C+1

  with precondition: [J1=3,A=B+1,3>=E,A>=C] 

* Chain [295,313]: 1*s(2685)+1*s(2686)+2
  Such that:s(2686) =< 1
s(2685) =< A-C+1

  with precondition: [J1=3,A=B+1,3>=E,A>=C] 

* Chain [295,301]: 1*s(2685)+1*s(2686)+2
  Such that:s(2686) =< 1
s(2685) =< A-C+1

  with precondition: [J1=11,P1=0,L1=A+1,L1=B+2,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,4>=O1,L1>=C+1] 

* Chain [294,316]: 1*s(2687)+1*s(2688)+2
  Such that:s(2688) =< 1
s(2687) =< A-C+1

  with precondition: [J1=3,A=B+1,3>=E,A>=C] 

* Chain [294,313]: 1*s(2687)+1*s(2688)+2
  Such that:s(2688) =< 1
s(2687) =< A-C+1

  with precondition: [J1=3,A=B+1,3>=E,A>=C] 

* Chain [294,301]: 1*s(2687)+1*s(2688)+2
  Such that:s(2688) =< 1
s(2687) =< A-C+1

  with precondition: [J1=11,P1=0,L1=A+1,L1=B+2,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,4>=O1,L1>=C+1] 

* Chain [293,316]: 1*s(2689)+1*s(2690)+1*s(2691)+2
  Such that:s(2691) =< 1
s(2689) =< A-B
s(2690) =< A-C+1

  with precondition: [J1=3,3>=E,A>=B+2,A>=C] 

* Chain [293,313]: 1*s(2689)+1*s(2690)+1*s(2691)+2
  Such that:s(2691) =< 1
s(2689) =< A-B
s(2690) =< A-C+1

  with precondition: [J1=3,3>=E,A>=B+2,A>=C] 

* Chain [293,301]: 1*s(2689)+1*s(2690)+1*s(2691)+2
  Such that:s(2691) =< 1
s(2689) =< A-B
s(2690) =< A-C+1

  with precondition: [J1=11,P1=0,L1=A+1,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,4>=O1,L1>=B+3,L1>=C+1] 

* Chain [292,316]: 1*s(2692)+1*s(2693)+1*s(2694)+2
  Such that:s(2694) =< 1
s(2692) =< A-B
s(2693) =< A-C+1

  with precondition: [J1=3,3>=E,A>=B+2,A>=C] 

* Chain [292,313]: 1*s(2692)+1*s(2693)+1*s(2694)+2
  Such that:s(2694) =< 1
s(2692) =< A-B
s(2693) =< A-C+1

  with precondition: [J1=3,3>=E,A>=B+2,A>=C] 

* Chain [292,301]: 1*s(2692)+1*s(2693)+1*s(2694)+2
  Such that:s(2694) =< 1
s(2692) =< A-B
s(2693) =< A-C+1

  with precondition: [J1=11,P1=0,L1=A+1,O1=E+1,L1=K1+1,L1=M1,D=N1,I=S1,J=T1,K=U1,L=V1,M=W1,N=X1,O=Y1,P=Z1,Q=A2,R=B2,S=C2,T=D2,U=E2,V=F2,W=G2,X=H2,Y=I2,Z=J2,A1=K2,4>=O1,L1>=B+3,L1>=C+1] 


#### Cost of chains of f35_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,Z,A1,B1,C1):
* Chain [318]: 0
  with precondition: [A=3] 

* Chain [317]: 0
  with precondition: [A=11] 


#### 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,Z,A1,B1,C1):
* Chain [338]: 0
  with precondition: [A=3] 

* Chain [337]: 0
  with precondition: [A=9] 

* Chain [336]: 2*s(2775)+2*s(2776)+2
  Such that:aux(874) =< 1
aux(875) =< B-D+1
s(2775) =< aux(874)
s(2776) =< aux(875)

  with precondition: [A=9,F=50,B=C+1,B>=D] 

* Chain [335]: 2*s(2779)+2*s(2780)+2*s(2781)+2
  Such that:aux(876) =< 1
aux(877) =< B-C
aux(878) =< B-D+1
s(2779) =< aux(876)
s(2780) =< aux(877)
s(2781) =< aux(878)

  with precondition: [A=9,F=50,B>=C+2,B>=D] 

* Chain [334]: 4*s(2787)+8*s(2788)+2
  Such that:s(2785) =< 1
s(2786) =< B-D+1
s(2787) =< s(2785)
s(2788) =< s(2786)

  with precondition: [A=9,B=C+1,50>=F,F>=4,B>=D] 

* Chain [333]: 1*s(2789)+1
  Such that:s(2789) =< B-D+1

  with precondition: [A=9,B=C+1,50>=F,B>=D] 

* Chain [332]: 4*s(2792)+4*s(2793)+2
  Such that:aux(879) =< 1
aux(880) =< B-D+1
s(2792) =< aux(879)
s(2793) =< aux(880)

  with precondition: [A=9,B=C+1,49>=F,F>=4,B>=D] 

* Chain [331]: 8*s(2800)+12*s(2801)+2
  Such that:aux(881) =< 1
aux(882) =< B-D+1
s(2800) =< aux(881)
s(2801) =< aux(882)

  with precondition: [A=9,B=C+1,3>=F,B>=D] 

* Chain [330]: 0
  with precondition: [A=9,50>=F] 

* Chain [329]: 4*s(2809)+8*s(2810)+8*s(2811)+2
  Such that:s(2806) =< 1
s(2807) =< B-C
s(2808) =< B-D+1
s(2809) =< s(2806)
s(2810) =< s(2807)
s(2811) =< s(2808)

  with precondition: [A=9,50>=F,F>=4,B>=C+2,B>=D] 

* Chain [328]: 0
  with precondition: [A=9,50>=F,C>=B] 

* Chain [327]: 2*s(2812)+0
  Such that:aux(883) =< B-C
s(2812) =< aux(883)

  with precondition: [A=9,50>=F,D>=B+1,B>=C+1] 

* Chain [326]: 1*s(2814)+0
  Such that:s(2814) =< B-C

  with precondition: [A=9,50>=F,D>=B+1,B>=C+2] 

* Chain [325]: 0
  with precondition: [A=9,50>=F,B>=C+1] 

* Chain [324]: 2*s(2816)+1
  Such that:s(2815) =< B-D+1
s(2816) =< s(2815)

  with precondition: [A=9,50>=F,B>=C+1,B>=D] 

* Chain [323]: 2*s(2817)+3*s(2819)+1
  Such that:aux(884) =< B-C
aux(885) =< B-D+1
s(2817) =< aux(884)
s(2819) =< aux(885)

  with precondition: [A=9,50>=F,B>=C+2,B>=D] 

* Chain [322]: 1*s(2822)+1*s(2823)+1
  Such that:s(2822) =< B-C
s(2823) =< B-D+1

  with precondition: [A=9,50>=F,B>=C+3,B>=D] 

* Chain [321]: 4*s(2827)+4*s(2828)+4*s(2829)+2
  Such that:aux(886) =< 1
aux(887) =< B-C
aux(888) =< B-D+1
s(2827) =< aux(886)
s(2828) =< aux(887)
s(2829) =< aux(888)

  with precondition: [A=9,49>=F,F>=4,B>=C+2,B>=D] 

* Chain [320]: 8*s(2839)+12*s(2840)+12*s(2841)+2
  Such that:aux(889) =< 1
aux(890) =< B-C
aux(891) =< B-D+1
s(2839) =< aux(889)
s(2840) =< aux(890)
s(2841) =< aux(891)

  with precondition: [A=9,3>=F,B>=C+2,B>=D] 

* Chain [319]: 0
  with precondition: [A=9,F>=51] 


#### Cost of chains of f16_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,Z,A1,B1,C1):
* Chain [346]: 0
  with precondition: [A=3] 

* Chain [345]: 0
  with precondition: [A=14] 

* Chain [344]: 0
  with precondition: [A=14,50>=F,C>=B+1] 

* Chain [343]: 2*s(2848)+0
  Such that:aux(892) =< B-C+1
s(2848) =< aux(892)

  with precondition: [A=14,50>=F,B>=C] 

* Chain [342]: 0
  with precondition: [A=14,F>=51,C>=B+1] 

* Chain [341]: 1*s(2850)+0
  Such that:s(2850) =< B-C+1

  with precondition: [A=14,F>=51,B>=C] 

* Chain [340]: 0
  with precondition: [A=14,C>=B+1] 

* Chain [339]: 2*s(2851)+0
  Such that:aux(893) =< B-C+1
s(2851) =< aux(893)

  with precondition: [A=14,B>=C] 


#### 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,X,Y,Z,A1,J1):
* Chain [363]: 0
  with precondition: [] 

* Chain [362]: 1*s(2853)+1
  Such that:s(2853) =< A-C+1

  with precondition: [A=B,50>=E,A>=C] 

* Chain [361]: 1*s(2854)+1
  Such that:s(2854) =< A-C+1

  with precondition: [A=B,E>=51,A>=C] 

* Chain [360]: 2*s(2855)+1
  Such that:aux(894) =< A-C+1
s(2855) =< aux(894)

  with precondition: [A=B,A>=C] 

* Chain [359]: 0
  with precondition: [50>=E,B>=A+1] 

* Chain [358]: 1*s(2857)+0
  Such that:s(2857) =< A-B+1

  with precondition: [50>=E,C>=A+1,A>=B] 

* Chain [357]: 1*s(2858)+1*s(2859)+1
  Such that:s(2858) =< A-B
s(2859) =< A-C+1

  with precondition: [50>=E,A>=B+1,A>=C] 

* Chain [356]: 0
  with precondition: [E>=51,B>=A+1] 

* Chain [355]: 1*s(2860)+0
  Such that:s(2860) =< A-B+1

  with precondition: [E>=51,C>=A+1,A>=B] 

* Chain [354]: 1*s(2861)+1*s(2862)+1
  Such that:s(2861) =< A-B
s(2862) =< A-C+1

  with precondition: [E>=51,A>=B+1,A>=C] 

* Chain [353]: 0
  with precondition: [B>=A+1] 

* Chain [352]: 3*s(2863)+0
  Such that:aux(895) =< A-B+1
s(2863) =< aux(895)

  with precondition: [C>=A+1,A>=B] 

* Chain [351]: 1*s(2866)+0
  Such that:s(2866) =< A-B

  with precondition: [C>=A+1,A>=B+1] 

* Chain [350]: 0
  with precondition: [A>=B] 

* Chain [349]: 2*s(2868)+1
  Such that:s(2867) =< A-C+1
s(2868) =< s(2867)

  with precondition: [A>=B,A>=C] 

* Chain [348]: 3*s(2869)+4*s(2871)+1
  Such that:aux(896) =< A-B
aux(897) =< A-C+1
s(2869) =< aux(896)
s(2871) =< aux(897)

  with precondition: [A>=B+1,A>=C] 

* Chain [347]: 1*s(2876)+1*s(2877)+1
  Such that:s(2876) =< A-B
s(2877) =< A-C+1

  with precondition: [A>=B+2,A>=C] 


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,X,Y,Z,A1,J1): 
-------------------------------------
* Chain [363] with precondition: [] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [362] with precondition: [A=B,50>=E,A>=C] 
    - Upper bound: A-C+2 
    - Complexity: n 
* Chain [361] with precondition: [A=B,E>=51,A>=C] 
    - Upper bound: A-C+2 
    - Complexity: n 
* Chain [360] with precondition: [A=B,A>=C] 
    - Upper bound: 2*A-2*C+3 
    - Complexity: n 
* Chain [359] with precondition: [50>=E,B>=A+1] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [358] with precondition: [50>=E,C>=A+1,A>=B] 
    - Upper bound: A-B+1 
    - Complexity: n 
* Chain [357] with precondition: [50>=E,A>=B+1,A>=C] 
    - Upper bound: 2*A-B-C+2 
    - Complexity: n 
* Chain [356] with precondition: [E>=51,B>=A+1] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [355] with precondition: [E>=51,C>=A+1,A>=B] 
    - Upper bound: A-B+1 
    - Complexity: n 
* Chain [354] with precondition: [E>=51,A>=B+1,A>=C] 
    - Upper bound: 2*A-B-C+2 
    - Complexity: n 
* Chain [353] with precondition: [B>=A+1] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [352] with precondition: [C>=A+1,A>=B] 
    - Upper bound: 3*A-3*B+3 
    - Complexity: n 
* Chain [351] with precondition: [C>=A+1,A>=B+1] 
    - Upper bound: A-B 
    - Complexity: n 
* Chain [350] with precondition: [A>=B] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [349] with precondition: [A>=B,A>=C] 
    - Upper bound: 2*A-2*C+3 
    - Complexity: n 
* Chain [348] with precondition: [A>=B+1,A>=C] 
    - Upper bound: 7*A-3*B-4*C+5 
    - Complexity: n 
* Chain [347] with precondition: [A>=B+2,A>=C] 
    - Upper bound: 2*A-B-C+2 
    - Complexity: n 

### 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,X,Y,Z,A1,J1): max([max([nat(A-B),nat(A-B+1)*3]),nat(A-C+1)+1+max([nat(A-B),nat(A-B)*3+nat(A-C+1)*2+nat(A-C+1)])]) 
Asymptotic class: n 
* Total analysis performed in 189246 ms.

