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

#### Computed strongly connected components 
0. recursive  : [lbl72/17]
1. recursive  : [cut/17,lbl72_loop_cont/18]
2. recursive  : [cut_loop_cont/18,lbl42/17]
3. non_recursive  : [exit_location/1]
4. non_recursive  : [stop/9]
5. non_recursive  : [lbl42_loop_cont/10]
6. non_recursive  : [start/9]
7. non_recursive  : [start0/9]

#### Obtained direct recursion through partial evaluation 
0. SCC is partially evaluated into lbl72/17
1. SCC is partially evaluated into cut/17
2. SCC is partially evaluated into lbl42/17
3. SCC is completely evaluated into other SCCs
4. SCC is completely evaluated into other SCCs
5. SCC is partially evaluated into lbl42_loop_cont/10
6. SCC is partially evaluated into start/9
7. SCC is partially evaluated into start0/9

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

### Specialization of cost equations lbl72/17 
* CE 13 is refined into CE [31] 
* CE 11 is refined into CE [32] 
* CE 12 is refined into CE [33] 


### Cost equations --> "Loop" of lbl72/17 
* CEs [33] --> Loop 25 
* CEs [31] --> Loop 26 
* CEs [32] --> Loop 27 

### Ranking functions of CR lbl72(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 
* RF of phase [25]: [-B+G+1,-B+H+1,-E+G,-E+H]

#### Partial ranking functions of CR lbl72(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 
* Partial RF of phase [25]:
  - RF of loop [25:1]:
    -B+G+1
    -B+H+1
    -E+G
    -E+H


### Specialization of cost equations cut/17 
* CE 19 is refined into CE [34] 
* CE 16 is refined into CE [35,36] 
* CE 21 is refined into CE [37] 
* CE 18 is refined into CE [38] 
* CE 17 is refined into CE [39,40] 
* CE 20 is refined into CE [41] 


### Cost equations --> "Loop" of cut/17 
* CEs [41] --> Loop 28 
* CEs [40] --> Loop 29 
* CEs [39] --> Loop 30 
* CEs [34] --> Loop 31 
* CEs [36] --> Loop 32 
* CEs [35] --> Loop 33 
* CEs [37] --> Loop 34 
* CEs [38] --> Loop 35 

### Ranking functions of CR cut(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 
* RF of phase [28,29,30]: [D+1]

#### Partial ranking functions of CR cut(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 
* Partial RF of phase [28,29,30]:
  - RF of loop [28:1,29:1,30:1]:
    D+1
  - RF of loop [29:1]:
    -B/2+G/2
    -B/2+H/2
  - RF of loop [30:1]:
    -B+G+1
    -B+H+1


### Specialization of cost equations lbl42/17 
* CE 28 is refined into CE [42,43] 
* CE 27 is refined into CE [44,45,46,47] 
* CE 24 is refined into CE [48,49,50,51,52,53] 
* CE 22 is refined into CE [54,55] 
* CE 23 is refined into CE [56,57,58,59,60,61,62,63,64,65,66,67] 
* CE 30 is refined into CE [68] 
* CE 26 is refined into CE [69,70] 
* CE 25 is refined into CE [71,72,73,74] 
* CE 29 is refined into CE [75] 


### Cost equations --> "Loop" of lbl42/17 
* CEs [74] --> Loop 36 
* CEs [72] --> Loop 37 
* CEs [70] --> Loop 38 
* CEs [75] --> Loop 39 
* CEs [73] --> Loop 40 
* CEs [71] --> Loop 41 
* CEs [69] --> Loop 42 
* CEs [43] --> Loop 43 
* CEs [47] --> Loop 44 
* CEs [45] --> Loop 45 
* CEs [67] --> Loop 46 
* CEs [61,66] --> Loop 47 
* CEs [53,60] --> Loop 48 
* CEs [52] --> Loop 49 
* CEs [51] --> Loop 50 
* CEs [64] --> Loop 51 
* CEs [58,63] --> Loop 52 
* CEs [50,57,65] --> Loop 53 
* CEs [49,59] --> Loop 54 
* CEs [48] --> Loop 55 
* CEs [55,62] --> Loop 56 
* CEs [54,56] --> Loop 57 
* CEs [68] --> Loop 58 
* CEs [46] --> Loop 59 
* CEs [42] --> Loop 60 
* CEs [44] --> Loop 61 

### Ranking functions of CR lbl42(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 

#### Partial ranking functions of CR lbl42(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q) 
* Partial RF of phase [36,37,38,39,40,41,42]:
  - RF of loop [36:1,37:1,38:1]:
    D/2-1/2
  - RF of loop [36:1,40:1]:
    -B+G depends on loops [38:1,39:1,42:1] 
    -B+H depends on loops [38:1,39:1,42:1] 
  - RF of loop [39:1,42:1]:
    B+1 depends on loops [36:1,37:1,38:1,40:1] 
  - RF of loop [40:1,41:1,42:1]:
    D


### Specialization of cost equations lbl42_loop_cont/10 
* CE 15 is refined into CE [76] 
* CE 14 is refined into CE [77] 


### Cost equations --> "Loop" of lbl42_loop_cont/10 
* CEs [76] --> Loop 62 
* CEs [77] --> Loop 63 

### Ranking functions of CR lbl42_loop_cont(A,B,C,D,E,F,G,H,I,J) 

#### Partial ranking functions of CR lbl42_loop_cont(A,B,C,D,E,F,G,H,I,J) 


### Specialization of cost equations start/9 
* CE 2 is refined into CE [78,79] 
* CE 3 is refined into CE [80,81,82,83,84,85,86,87,88,89,90,91] 
* CE 5 is refined into CE [92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192,193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208,209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239] 
* CE 7 is refined into CE [240,241,242,243] 
* CE 10 is refined into CE [244,245,246,247,248,249,250,251,252,253,254,255,256,257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280] 
* CE 4 is refined into CE [281,282,283,284,285,286] 
* CE 6 is refined into CE [287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,325,326,327,328,329,330,331,332,333,334,335,336,337,338,339,340,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360] 
* CE 8 is refined into CE [361,362] 
* CE 9 is refined into CE [363] 


### Cost equations --> "Loop" of start/9 
* CEs [230] --> Loop 64 
* CEs [156] --> Loop 65 
* CEs [351] --> Loop 66 
* CEs [226] --> Loop 67 
* CEs [152] --> Loop 68 
* CEs [347] --> Loop 69 
* CEs [229] --> Loop 70 
* CEs [155] --> Loop 71 
* CEs [225,350] --> Loop 72 
* CEs [151] --> Loop 73 
* CEs [346] --> Loop 74 
* CEs [228] --> Loop 75 
* CEs [154,224] --> Loop 76 
* CEs [150,349] --> Loop 77 
* CEs [345] --> Loop 78 
* CEs [223,227] --> Loop 79 
* CEs [149,153] --> Loop 80 
* CEs [348] --> Loop 81 
* CEs [344] --> Loop 82 
* CEs [208,222,233,239] --> Loop 83 
* CEs [134,148,159,165] --> Loop 84 
* CEs [193,221] --> Loop 85 
* CEs [147] --> Loop 86 
* CEs [342] --> Loop 87 
* CEs [189,217] --> Loop 88 
* CEs [143] --> Loop 89 
* CEs [338] --> Loop 90 
* CEs [192,220] --> Loop 91 
* CEs [146] --> Loop 92 
* CEs [188,216,341] --> Loop 93 
* CEs [142] --> Loop 94 
* CEs [337] --> Loop 95 
* CEs [191,219,232] --> Loop 96 
* CEs [145,158,187,215,238] --> Loop 97 
* CEs [141,164,340,353] --> Loop 98 
* CEs [336,359] --> Loop 99 
* CEs [186] --> Loop 100 
* CEs [190,214,218,231,237] --> Loop 101 
* CEs [140,144,157,163] --> Loop 102 
* CEs [339,352] --> Loop 103 
* CEs [335,358] --> Loop 104 
* CEs [310] --> Loop 105 
* CEs [309] --> Loop 106 
* CEs [308] --> Loop 107 
* CEs [307] --> Loop 108 
* CEs [119] --> Loop 109 
* CEs [118] --> Loop 110 
* CEs [117] --> Loop 111 
* CEs [112] --> Loop 112 
* CEs [116] --> Loop 113 
* CEs [115] --> Loop 114 
* CEs [114] --> Loop 115 
* CEs [113] --> Loop 116 
* CEs [329,343,354,360] --> Loop 117 
* CEs [91] --> Loop 118 
* CEs [85,90] --> Loop 119 
* CEs [84,204,206,207,213,236,286] --> Loop 120 
* CEs [130,132,133,139,162,285] --> Loop 121 
* CEs [184] --> Loop 122 
* CEs [180] --> Loop 123 
* CEs [183] --> Loop 124 
* CEs [179] --> Loop 125 
* CEs [182,195,205,212] --> Loop 126 
* CEs [131,138,178,201,210,235] --> Loop 127 
* CEs [136,161,326,333] --> Loop 128 
* CEs [331,356] --> Loop 129 
* CEs [177,185,200,202] --> Loop 130 
* CEs [171,181,194,196,203,209,211,234] --> Loop 131 
* CEs [129,135,137,160] --> Loop 132 
* CEs [324,332] --> Loop 133 
* CEs [330,355] --> Loop 134 
* CEs [306,323] --> Loop 135 
* CEs [316] --> Loop 136 
* CEs [315] --> Loop 137 
* CEs [267,301] --> Loop 138 
* CEs [266,300] --> Loop 139 
* CEs [265,299,322] --> Loop 140 
* CEs [264,298,321] --> Loop 141 
* CEs [317] --> Loop 142 
* CEs [110] --> Loop 143 
* CEs [109] --> Loop 144 
* CEs [108,121] --> Loop 145 
* CEs [103,111,126,128] --> Loop 146 
* CEs [97,107,120,122] --> Loop 147 
* CEs [106] --> Loop 148 
* CEs [105] --> Loop 149 
* CEs [104,127] --> Loop 150 
* CEs [325,327,328,334,357] --> Loop 151 
* CEs [88] --> Loop 152 
* CEs [82,87] --> Loop 153 
* CEs [81,89,243,283] --> Loop 154 
* CEs [83,241,282] --> Loop 155 
* CEs [175] --> Loop 156 
* CEs [198] --> Loop 157 
* CEs [197,199] --> Loop 158 
* CEs [169,170,174] --> Loop 159 
* CEs [263,280,297,320] --> Loop 160 
* CEs [273] --> Loop 161 
* CEs [272] --> Loop 162 
* CEs [258] --> Loop 163 
* CEs [257] --> Loop 164 
* CEs [256,279,294,319] --> Loop 165 
* CEs [255,278,293,318] --> Loop 166 
* CEs [274,290] --> Loop 167 
* CEs [101] --> Loop 168 
* CEs [98,102,123,125] --> Loop 169 
* CEs [95,96,100] --> Loop 170 
* CEs [99,124] --> Loop 171 
* CEs [284,362] --> Loop 172 
* CEs [86] --> Loop 173 
* CEs [80] --> Loop 174 
* CEs [254,277] --> Loop 175 
* CEs [251,276] --> Loop 176 
* CEs [250,275] --> Loop 177 
* CEs [247] --> Loop 178 
* CEs [281] --> Loop 179 
* CEs [363] --> Loop 180 
* CEs [314] --> Loop 181 
* CEs [313] --> Loop 182 
* CEs [312] --> Loop 183 
* CEs [311] --> Loop 184 
* CEs [271,305] --> Loop 185 
* CEs [270,304] --> Loop 186 
* CEs [269,303] --> Loop 187 
* CEs [268,302] --> Loop 188 
* CEs [292] --> Loop 189 
* CEs [262] --> Loop 190 
* CEs [261] --> Loop 191 
* CEs [260,296] --> Loop 192 
* CEs [259,295] --> Loop 193 
* CEs [249,291] --> Loop 194 
* CEs [253] --> Loop 195 
* CEs [252] --> Loop 196 
* CEs [248] --> Loop 197 
* CEs [173] --> Loop 198 
* CEs [172,176] --> Loop 199 
* CEs [79] --> Loop 200 
* CEs [78] --> Loop 201 
* CEs [168] --> Loop 202 
* CEs [166,167] --> Loop 203 
* CEs [289] --> Loop 204 
* CEs [288] --> Loop 205 
* CEs [94] --> Loop 206 
* CEs [92,93] --> Loop 207 
* CEs [287] --> Loop 208 
* CEs [242] --> Loop 209 
* CEs [240] --> Loop 210 
* CEs [246] --> Loop 211 
* CEs [245] --> Loop 212 
* CEs [361] --> Loop 213 
* CEs [244] --> Loop 214 

### Ranking functions of CR start(A,B,C,D,E,F,G,H,I) 

#### Partial ranking functions of CR start(A,B,C,D,E,F,G,H,I) 


### Specialization of cost equations start0/9 
* CE 1 is refined into CE [364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403,404,405,406,407,408,409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470,471,472,473,474,475,476,477,478,479,480,481,482,483,484,485,486,487,488,489,490,491,492,493,494,495,496,497,498,499,500,501,502,503,504,505,506,507,508,509,510,511,512,513,514] 


### Cost equations --> "Loop" of start0/9 
* CEs [493] --> Loop 215 
* CEs [492] --> Loop 216 
* CEs [491] --> Loop 217 
* CEs [490] --> Loop 218 
* CEs [489] --> Loop 219 
* CEs [488] --> Loop 220 
* CEs [487] --> Loop 221 
* CEs [486] --> Loop 222 
* CEs [485] --> Loop 223 
* CEs [484] --> Loop 224 
* CEs [483] --> Loop 225 
* CEs [482] --> Loop 226 
* CEs [481] --> Loop 227 
* CEs [480] --> Loop 228 
* CEs [479] --> Loop 229 
* CEs [478] --> Loop 230 
* CEs [477] --> Loop 231 
* CEs [476] --> Loop 232 
* CEs [475] --> Loop 233 
* CEs [474] --> Loop 234 
* CEs [473] --> Loop 235 
* CEs [472] --> Loop 236 
* CEs [471] --> Loop 237 
* CEs [470] --> Loop 238 
* CEs [469] --> Loop 239 
* CEs [468] --> Loop 240 
* CEs [467] --> Loop 241 
* CEs [466] --> Loop 242 
* CEs [465] --> Loop 243 
* CEs [464] --> Loop 244 
* CEs [463] --> Loop 245 
* CEs [462] --> Loop 246 
* CEs [461] --> Loop 247 
* CEs [460] --> Loop 248 
* CEs [459] --> Loop 249 
* CEs [458] --> Loop 250 
* CEs [457] --> Loop 251 
* CEs [456] --> Loop 252 
* CEs [455] --> Loop 253 
* CEs [454] --> Loop 254 
* CEs [453] --> Loop 255 
* CEs [510] --> Loop 256 
* CEs [509] --> Loop 257 
* CEs [508] --> Loop 258 
* CEs [507] --> Loop 259 
* CEs [421] --> Loop 260 
* CEs [420] --> Loop 261 
* CEs [419] --> Loop 262 
* CEs [418] --> Loop 263 
* CEs [397] --> Loop 264 
* CEs [396] --> Loop 265 
* CEs [395] --> Loop 266 
* CEs [394] --> Loop 267 
* CEs [393] --> Loop 268 
* CEs [392] --> Loop 269 
* CEs [391] --> Loop 270 
* CEs [390] --> Loop 271 
* CEs [452] --> Loop 272 
* CEs [451] --> Loop 273 
* CEs [450] --> Loop 274 
* CEs [449] --> Loop 275 
* CEs [448] --> Loop 276 
* CEs [447] --> Loop 277 
* CEs [446] --> Loop 278 
* CEs [445] --> Loop 279 
* CEs [444] --> Loop 280 
* CEs [443] --> Loop 281 
* CEs [442] --> Loop 282 
* CEs [441] --> Loop 283 
* CEs [440] --> Loop 284 
* CEs [439] --> Loop 285 
* CEs [438] --> Loop 286 
* CEs [437] --> Loop 287 
* CEs [436] --> Loop 288 
* CEs [435] --> Loop 289 
* CEs [417] --> Loop 290 
* CEs [506] --> Loop 291 
* CEs [505] --> Loop 292 
* CEs [416,504] --> Loop 293 
* CEs [415,503] --> Loop 294 
* CEs [414] --> Loop 295 
* CEs [413] --> Loop 296 
* CEs [412] --> Loop 297 
* CEs [411] --> Loop 298 
* CEs [410,502] --> Loop 299 
* CEs [389] --> Loop 300 
* CEs [388] --> Loop 301 
* CEs [387] --> Loop 302 
* CEs [386] --> Loop 303 
* CEs [385] --> Loop 304 
* CEs [384] --> Loop 305 
* CEs [383] --> Loop 306 
* CEs [382] --> Loop 307 
* CEs [434] --> Loop 308 
* CEs [433] --> Loop 309 
* CEs [432] --> Loop 310 
* CEs [431] --> Loop 311 
* CEs [430] --> Loop 312 
* CEs [429] --> Loop 313 
* CEs [428,514] --> Loop 314 
* CEs [427,513] --> Loop 315 
* CEs [426] --> Loop 316 
* CEs [409] --> Loop 317 
* CEs [501] --> Loop 318 
* CEs [500] --> Loop 319 
* CEs [408,499] --> Loop 320 
* CEs [407,498] --> Loop 321 
* CEs [406] --> Loop 322 
* CEs [405] --> Loop 323 
* CEs [404] --> Loop 324 
* CEs [403] --> Loop 325 
* CEs [402,497] --> Loop 326 
* CEs [381] --> Loop 327 
* CEs [380] --> Loop 328 
* CEs [379] --> Loop 329 
* CEs [378] --> Loop 330 
* CEs [425] --> Loop 331 
* CEs [424,512] --> Loop 332 
* CEs [423,511] --> Loop 333 
* CEs [401] --> Loop 334 
* CEs [496] --> Loop 335 
* CEs [495] --> Loop 336 
* CEs [400] --> Loop 337 
* CEs [399] --> Loop 338 
* CEs [398,494] --> Loop 339 
* CEs [422] --> Loop 340 
* CEs [377] --> Loop 341 
* CEs [375] --> Loop 342 
* CEs [374] --> Loop 343 
* CEs [373] --> Loop 344 
* CEs [376] --> Loop 345 
* CEs [372] --> Loop 346 
* CEs [371] --> Loop 347 
* CEs [370] --> Loop 348 
* CEs [368] --> Loop 349 
* CEs [367] --> Loop 350 
* CEs [366] --> Loop 351 
* CEs [369] --> Loop 352 
* CEs [365] --> Loop 353 
* CEs [364] --> Loop 354 

### Ranking functions of CR start0(A,B,C,D,E,F,G,H,I) 

#### Partial ranking functions of CR start0(A,B,C,D,E,F,G,H,I) 


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

#### Cost of chains of lbl72(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q):
* Chain [[25],27]: 1*it(25)+0
  Such that:it(25) =< -B+N+1

  with precondition: [I=2,B=E+1,G=H,A=J,C=L,D=M,K=N+1,F=O,G=P,G=Q,D+1>=0,K>=B+1,A>=D+1,G+1>=K] 

* Chain [[25],26]: 1*it(25)+0
  Such that:it(25) =< -B+G+1

  with precondition: [I=3,B=E+1,G=H,D+1>=0,G>=B,A>=D+1] 

* Chain [27]: 0
  with precondition: [I=2,E+1=B,L=C,O=F,H=G,A=J,E+1=K,D=M,E=N,H=P,H=Q,D+1>=0,A>=D+1,H>=E] 

* Chain [26]: 0
  with precondition: [I=3,E+1=B,H=G,D+1>=0,A>=D+1,H>=E] 


#### Cost of chains of cut(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q):
* Chain [[28,29,30],35]: 1*it(28)+1*it(29)+1*it(30)+1*s(3)+0
  Such that:aux(1) =< -B+G+1
aux(3) =< -B+H+1
it(29) =< -B/2+G/2
it(29) =< -B/2+H/2
it(29) =< -B/2+K/2
aux(7) =< -B+K
aux(8) =< D+1
it(30) =< aux(1)
s(3) =< aux(1)
it(30) =< aux(7)
s(3) =< aux(7)
it(30) =< aux(3)
s(3) =< aux(3)
it(28) =< aux(8)
it(29) =< aux(8)
it(30) =< aux(8)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,F=O,G=P,G=Q,D>=0,K>=B,A>=D+1] 

* Chain [[28,29,30],34]: 1*it(28)+1*it(29)+1*it(30)+1*s(3)+0
  Such that:aux(1) =< -B+G+1
aux(3) =< -B+H+1
it(29) =< -B/2+G/2
it(29) =< -B/2+H/2
aux(9) =< D+1
it(30) =< aux(1)
s(3) =< aux(1)
it(30) =< aux(3)
s(3) =< aux(3)
it(28) =< aux(9)
it(29) =< aux(9)
it(30) =< aux(9)

  with precondition: [I=3,G=H,D>=0,A>=D+1] 

* Chain [[28,29,30],33]: 1*it(28)+1*it(29)+1*it(30)+1*s(3)+0
  Such that:it(29) =< -B/2+H/2
aux(6) =< D
aux(5) =< D+1
aux(10) =< -B+H
aux(11) =< -B+H+1
it(30) =< aux(11)
s(3) =< aux(11)
it(30) =< aux(10)
s(3) =< aux(10)
it(28) =< aux(5)
it(29) =< aux(5)
it(30) =< aux(5)
it(28) =< aux(6)
it(29) =< aux(6)
it(30) =< aux(6)

  with precondition: [I=3,G=H,D>=1,G>=B,A>=D+1] 

* Chain [[28,29,30],32]: 1*it(28)+1*it(29)+1*it(30)+1*s(3)+1*s(4)+0
  Such that:it(29) =< -B/2+H/2
aux(6) =< D
aux(5) =< D+1
aux(12) =< -B+H
aux(13) =< -B+H+1
it(29) =< aux(12)
s(4) =< aux(12)
it(30) =< aux(13)
s(3) =< aux(13)
it(30) =< aux(12)
s(3) =< aux(12)
it(28) =< aux(5)
it(29) =< aux(5)
it(30) =< aux(5)
it(28) =< aux(6)
it(29) =< aux(6)
it(30) =< aux(6)

  with precondition: [I=3,G=H,D>=1,G>=B+1,A>=D+1] 

* Chain [[28,29,30],31]: 1*it(28)+1*it(29)+1*it(30)+1*s(3)+0
  Such that:aux(1) =< -B+G+1
aux(3) =< -B+H+1
it(29) =< -B/2+G/2
it(29) =< -B/2+H/2
it(29) =< -B/2+K/2+1/2
aux(5) =< D+1
aux(6) =< D-M
aux(14) =< -B+K+1
it(30) =< aux(1)
s(3) =< aux(1)
it(30) =< aux(14)
s(3) =< aux(14)
it(30) =< aux(3)
s(3) =< aux(3)
it(28) =< aux(5)
it(29) =< aux(5)
it(30) =< aux(5)
it(28) =< aux(6)
it(29) =< aux(6)
it(30) =< aux(6)

  with precondition: [I=5,G=H,A=J,C=L,F=O,G=P,G=Q,K+1>=0,M>=0,K+1>=B,A>=D+1,D>=M+1] 

* Chain [35]: 0
  with precondition: [D+1=0,I=4,M+1=0,K=B,L=C,N=E,O=F,G=H,A=J,G=P,G=Q,A>=0] 

* Chain [34]: 0
  with precondition: [I=3] 

* Chain [33]: 0
  with precondition: [I=3,G=H,D>=0,G>=B,A>=D+1] 

* Chain [32]: 1*s(4)+0
  Such that:s(4) =< -B+G

  with precondition: [I=3,G=H,D>=0,G>=B+1,A>=D+1] 

* Chain [31]: 0
  with precondition: [I=5,L=C,N=E,O=F,G=H,A=J,B=K+1,D=M,G=P,G=Q,B>=0,D>=0,A>=D+1] 


#### Cost of chains of lbl42(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q):
* Chain [[36,37,38,39,40,41,42],61]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1
  Such that:aux(57) =< D+G
aux(29) =< G/2
aux(29) =< H/2
aux(28) =< J
aux(62) =< D
aux(63) =< D/2
aux(64) =< P+1
aux(25) =< aux(64)
aux(28) =< aux(62)
it(37) =< aux(62)
it(40) =< aux(62)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(63)
it(37) =< aux(63)
aux(51) =< aux(64)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(62)
s(77) =< aux(62)
s(78) =< aux(62)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(62)
s(70) =< aux(62)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(62)
s(62) =< aux(62)
s(63) =< aux(62)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,K=N+1,F=O,G=P,G=Q,B+1>=0,D>=0,K>=0,A>=D,G+1>=K,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],60]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+0
  Such that:aux(28) =< A
aux(57) =< D+G
aux(61) =< G+1
aux(29) =< G/2
aux(25) =< H+1
aux(29) =< H/2
aux(65) =< D
aux(66) =< D/2
aux(28) =< aux(65)
it(37) =< aux(65)
it(40) =< aux(65)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(66)
it(37) =< aux(66)
aux(25) =< aux(61)
aux(51) =< aux(61)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(65)
s(77) =< aux(65)
s(78) =< aux(65)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(65)
s(70) =< aux(65)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(65)
s(62) =< aux(65)
s(63) =< aux(65)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,F=O,G=P,G=Q,B+1>=0,D>=0,K+1>=0,A>=D,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],59]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(88)+1
  Such that:aux(57) =< D+P
aux(28) =< J
aux(29) =< P/2
aux(67) =< D
aux(68) =< D/2
aux(69) =< P+1
aux(25) =< aux(69)
s(88) =< aux(69)
aux(28) =< aux(67)
it(37) =< aux(67)
it(40) =< aux(67)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(68)
it(37) =< aux(68)
aux(51) =< aux(69)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(67)
s(77) =< aux(67)
s(78) =< aux(67)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(67)
s(70) =< aux(67)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(67)
s(62) =< aux(67)
s(63) =< aux(67)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,K=N+1,F=O,G=P,G=Q,B+1>=0,D>=0,K>=1,A>=D,G+1>=K,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],58]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+0
  Such that:aux(28) =< A
aux(57) =< D+G
aux(61) =< G+1
aux(29) =< G/2
aux(25) =< H+1
aux(29) =< H/2
aux(70) =< D
aux(71) =< D/2
aux(28) =< aux(70)
it(37) =< aux(70)
it(40) =< aux(70)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(71)
it(37) =< aux(71)
aux(25) =< aux(61)
aux(51) =< aux(61)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(70)
s(77) =< aux(70)
s(78) =< aux(70)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(70)
s(70) =< aux(70)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(70)
s(62) =< aux(70)
s(63) =< aux(70)

  with precondition: [I=3,G=H,B+1>=0,D>=0,A>=D,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],57]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1
  Such that:aux(28) =< A
aux(57) =< D+G
aux(29) =< G/2
aux(29) =< H/2
aux(72) =< D
aux(73) =< D/2
aux(74) =< H+1
aux(25) =< aux(74)
aux(28) =< aux(72)
it(37) =< aux(72)
it(40) =< aux(72)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(73)
it(37) =< aux(73)
aux(51) =< aux(74)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(72)
s(77) =< aux(72)
s(78) =< aux(72)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(72)
s(70) =< aux(72)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(72)
s(62) =< aux(72)
s(63) =< aux(72)

  with precondition: [I=3,G=H,B+1>=0,D>=0,G+1>=0,A>=D,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],56]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+2*s(89)+1
  Such that:aux(28) =< A
aux(57) =< D+G
aux(29) =< G/2
aux(76) =< D
aux(77) =< D/2
aux(78) =< G+1
aux(25) =< aux(78)
s(89) =< aux(78)
aux(28) =< aux(76)
it(37) =< aux(76)
it(40) =< aux(76)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(77)
it(37) =< aux(77)
aux(51) =< aux(78)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(76)
s(77) =< aux(76)
s(78) =< aux(76)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(76)
s(70) =< aux(76)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(76)
s(62) =< aux(76)
s(63) =< aux(76)

  with precondition: [I=3,G=H,B+1>=0,D>=0,G>=0,A>=D,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],55]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+0
  Such that:aux(28) =< A
aux(57) =< D+G
aux(61) =< G+1
aux(29) =< G/2
aux(25) =< H+1
aux(29) =< H/2
aux(79) =< D
aux(80) =< D/2
aux(28) =< aux(79)
it(37) =< aux(79)
it(40) =< aux(79)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(80)
it(37) =< aux(80)
aux(25) =< aux(61)
aux(51) =< aux(61)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(79)
s(77) =< aux(79)
s(78) =< aux(79)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(79)
s(70) =< aux(79)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(79)
s(62) =< aux(79)
s(63) =< aux(79)

  with precondition: [I=3,G=H,B+1>=0,D>=0,A>=D,B+D>=0] 

* Chain [[36,37,38,39,40,41,42],54]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(93)+1*s(95)+1*s(96)+1
  Such that:aux(28) =< A
aux(57) =< D+G
s(93) =< G/2+1/2
aux(82) =< D
aux(83) =< D/2
aux(84) =< G+1
aux(85) =< G/2
aux(86) =< H/2
aux(60) =< aux(82)
aux(60) =< aux(83)
aux(25) =< aux(84)
aux(29) =< aux(85)
s(93) =< aux(85)
aux(29) =< aux(86)
s(93) =< aux(86)
s(95) =< aux(84)
s(96) =< aux(84)
it(40) =< aux(82)
s(93) =< aux(82)
s(95) =< aux(82)
aux(28) =< aux(82)
it(37) =< aux(82)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(83)
it(37) =< aux(83)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(84)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(82)
s(77) =< aux(82)
s(78) =< aux(82)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(82)
s(70) =< aux(82)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(82)
s(62) =< aux(82)
s(63) =< aux(82)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G+1>=0,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],53]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+3*s(98)+1*s(102)+1*s(104)+1
  Such that:aux(28) =< A
aux(57) =< D+H
aux(88) =< D
aux(89) =< D/2
aux(90) =< H+1
aux(91) =< H/2
aux(60) =< aux(88)
aux(60) =< aux(89)
aux(25) =< aux(90)
s(98) =< aux(90)
aux(29) =< aux(91)
s(102) =< aux(91)
s(104) =< aux(90)
it(40) =< aux(88)
s(102) =< aux(88)
s(104) =< aux(88)
aux(28) =< aux(88)
it(37) =< aux(88)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(89)
it(37) =< aux(89)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(90)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(88)
s(77) =< aux(88)
s(78) =< aux(88)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(88)
s(70) =< aux(88)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(88)
s(62) =< aux(88)
s(63) =< aux(88)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=0,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],52]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+2*s(107)+1
  Such that:aux(28) =< A
aux(57) =< D+H
aux(29) =< H/2
aux(93) =< D
aux(94) =< D/2
aux(95) =< H+1
aux(25) =< aux(95)
s(107) =< aux(95)
aux(28) =< aux(93)
it(37) =< aux(93)
it(40) =< aux(93)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(94)
it(37) =< aux(94)
aux(51) =< aux(95)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(93)
s(77) =< aux(93)
s(78) =< aux(93)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(93)
s(70) =< aux(93)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(93)
s(62) =< aux(93)
s(63) =< aux(93)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=1,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],51]: 2*it(36)+3*it(37)+1*it(39)+5*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+2*s(109)+1
  Such that:aux(28) =< A
aux(57) =< D+H
aux(29) =< H/2
aux(97) =< D
aux(98) =< D/2
aux(99) =< H+1
aux(25) =< aux(99)
s(109) =< aux(99)
aux(28) =< aux(97)
it(37) =< aux(97)
it(40) =< aux(97)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(98)
it(37) =< aux(98)
aux(51) =< aux(99)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(97)
s(77) =< aux(97)
s(78) =< aux(97)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(97)
s(70) =< aux(97)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(97)
s(62) =< aux(97)
s(63) =< aux(97)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=2,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],50]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(113)+1*s(115)+1*s(116)+0
  Such that:aux(28) =< A
aux(57) =< D+G
aux(61) =< G+1
aux(29) =< G/2
s(113) =< G/2+1/2
aux(25) =< H+1
aux(29) =< H/2
s(113) =< H/2+1/2
aux(102) =< D
aux(103) =< D/2
aux(104) =< G+2
aux(105) =< H+2
aux(60) =< aux(102)
aux(60) =< aux(103)
aux(100) =< aux(104)
aux(100) =< aux(105)
s(115) =< aux(100)
s(116) =< aux(100)
it(40) =< aux(102)
s(113) =< aux(102)
s(115) =< aux(102)
aux(28) =< aux(102)
it(37) =< aux(102)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(103)
it(37) =< aux(103)
it(36) =< aux(60)
it(37) =< aux(60)
aux(25) =< aux(61)
aux(51) =< aux(61)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(102)
s(77) =< aux(102)
s(78) =< aux(102)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(102)
s(70) =< aux(102)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(102)
s(62) =< aux(102)
s(63) =< aux(102)

  with precondition: [I=3,G=H,B+1>=0,D>=1,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],49]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(118)+1*s(123)+1*s(124)+0
  Such that:aux(28) =< A
aux(57) =< D+G
s(122) =< G+2
aux(29) =< G/2
s(118) =< G/2+1/2
aux(29) =< H/2
aux(107) =< D
aux(108) =< D/2
aux(109) =< G+1
aux(60) =< aux(107)
aux(60) =< aux(108)
aux(25) =< aux(109)
s(123) =< s(122)
s(124) =< s(122)
s(123) =< aux(109)
s(124) =< aux(109)
it(40) =< aux(107)
s(118) =< aux(107)
s(123) =< aux(107)
aux(28) =< aux(107)
it(37) =< aux(107)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(108)
it(37) =< aux(108)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(109)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(107)
s(77) =< aux(107)
s(78) =< aux(107)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(107)
s(70) =< aux(107)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(107)
s(62) =< aux(107)
s(63) =< aux(107)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G+1>=0,A>=D,B+D>=2] 

* Chain [[36,37,38,39,40,41,42],48]: 2*it(36)+3*it(37)+1*it(39)+7*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(126)+2*s(131)+1*s(132)+1*s(133)+1*s(135)+1*s(140)+1
  Such that:aux(28) =< A
aux(57) =< D+H
s(130) =< H+2
aux(29) =< H/2
aux(114) =< H/2+1/2
aux(116) =< D
aux(117) =< D/2
aux(118) =< H+1
aux(60) =< aux(116)
aux(60) =< aux(117)
aux(25) =< aux(118)
s(126) =< aux(114)
s(135) =< aux(114)
s(126) =< aux(118)
s(131) =< aux(118)
s(132) =< s(130)
s(133) =< s(130)
s(132) =< aux(118)
s(133) =< aux(118)
it(40) =< aux(116)
s(126) =< aux(116)
s(132) =< aux(116)
s(140) =< aux(118)
s(135) =< aux(116)
s(140) =< aux(116)
aux(28) =< aux(116)
it(37) =< aux(116)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(117)
it(37) =< aux(117)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(118)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(116)
s(77) =< aux(116)
s(78) =< aux(116)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(116)
s(70) =< aux(116)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(116)
s(62) =< aux(116)
s(63) =< aux(116)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=0,A>=D,B+D>=2] 

* Chain [[36,37,38,39,40,41,42],47]: 2*it(36)+3*it(37)+1*it(39)+7*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+2*s(143)+4*s(148)+2*s(149)+1
  Such that:aux(28) =< A
aux(57) =< D+H
aux(29) =< H/2
aux(124) =< H/2+1/2
aux(126) =< D
aux(127) =< D/2
aux(128) =< H+1
aux(60) =< aux(126)
aux(60) =< aux(127)
aux(25) =< aux(128)
s(143) =< aux(124)
s(143) =< aux(128)
s(148) =< aux(128)
s(149) =< aux(128)
it(40) =< aux(126)
s(143) =< aux(126)
s(149) =< aux(126)
aux(28) =< aux(126)
it(37) =< aux(126)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(127)
it(37) =< aux(127)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(128)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(126)
s(77) =< aux(126)
s(78) =< aux(126)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(126)
s(70) =< aux(126)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(126)
s(62) =< aux(126)
s(63) =< aux(126)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=1,A>=D,B+D>=2] 

* Chain [[36,37,38,39,40,41,42],46]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+3*s(161)+1*s(162)+1*s(168)+1
  Such that:aux(28) =< A
aux(57) =< D+H
aux(29) =< H/2
s(162) =< H/2+1/2
aux(131) =< D
aux(132) =< D/2
aux(133) =< H+1
aux(60) =< aux(131)
aux(60) =< aux(132)
aux(25) =< aux(133)
s(161) =< aux(133)
s(162) =< aux(133)
s(168) =< aux(133)
it(40) =< aux(131)
s(162) =< aux(131)
s(168) =< aux(131)
aux(28) =< aux(131)
it(37) =< aux(131)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(132)
it(37) =< aux(132)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(133)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(131)
s(77) =< aux(131)
s(78) =< aux(131)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(131)
s(70) =< aux(131)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(131)
s(62) =< aux(131)
s(63) =< aux(131)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=2,A>=D,B+D>=2] 

* Chain [[36,37,38,39,40,41,42],45]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(173)+1*s(176)+1*s(177)+1
  Such that:aux(28) =< A
aux(57) =< D+Q
aux(29) =< G/2
s(173) =< P/2
s(173) =< Q/2+1/2
aux(135) =< D
aux(136) =< D/2
aux(137) =< H/2
aux(138) =< Q+1
aux(60) =< aux(135)
aux(60) =< aux(136)
aux(29) =< aux(137)
s(173) =< aux(137)
aux(25) =< aux(138)
s(176) =< aux(138)
s(177) =< aux(138)
it(40) =< aux(135)
s(173) =< aux(135)
s(176) =< aux(135)
aux(28) =< aux(135)
it(37) =< aux(135)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(136)
it(37) =< aux(136)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(138)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(135)
s(77) =< aux(135)
s(78) =< aux(135)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(135)
s(70) =< aux(135)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(135)
s(62) =< aux(135)
s(63) =< aux(135)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,F=O,G=P,G=Q,B+1>=0,D>=1,G+1>=0,K>=0,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],44]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+2*s(179)+1*s(182)+1*s(185)+1
  Such that:aux(28) =< A
aux(57) =< D+Q
aux(140) =< D
aux(141) =< D/2
aux(142) =< Q+1
aux(143) =< Q/2
aux(60) =< aux(140)
aux(60) =< aux(141)
aux(25) =< aux(142)
aux(29) =< aux(143)
s(182) =< aux(143)
s(179) =< aux(142)
s(185) =< aux(142)
it(40) =< aux(140)
s(182) =< aux(140)
s(185) =< aux(140)
aux(28) =< aux(140)
it(37) =< aux(140)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(141)
it(37) =< aux(141)
it(36) =< aux(60)
it(37) =< aux(60)
aux(51) =< aux(142)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(140)
s(77) =< aux(140)
s(78) =< aux(140)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(140)
s(70) =< aux(140)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(140)
s(62) =< aux(140)
s(63) =< aux(140)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,F=O,G=P,G=Q,B+1>=0,D>=1,G>=0,K>=1,A>=D,B+D>=1] 

* Chain [[36,37,38,39,40,41,42],43]: 2*it(36)+3*it(37)+1*it(39)+6*it(40)+2*s(61)+1*s(62)+1*s(63)+1*s(64)+1*s(69)+1*s(70)+1*s(71)+2*s(72)+1*s(77)+1*s(78)+1*s(79)+1*s(87)+1*s(190)+1*s(193)+1*s(194)+0
  Such that:aux(28) =< A
aux(57) =< D+G
aux(61) =< G+1
aux(29) =< G/2
s(190) =< G/2+1/2
aux(25) =< H+1
aux(29) =< H/2
aux(144) =< P+2
s(190) =< P/2+1/2
aux(145) =< Q+2
s(190) =< Q/2+1/2
aux(146) =< D
aux(147) =< D/2
aux(148) =< G+2
aux(60) =< aux(146)
aux(60) =< aux(147)
aux(144) =< aux(148)
aux(145) =< aux(148)
s(188) =< aux(144)
s(188) =< aux(145)
s(193) =< s(188)
s(194) =< s(188)
it(40) =< aux(146)
s(190) =< aux(146)
s(193) =< aux(146)
aux(28) =< aux(146)
it(37) =< aux(146)
aux(25) =< aux(57)
aux(51) =< aux(57)
it(36) =< aux(147)
it(37) =< aux(147)
it(36) =< aux(60)
it(37) =< aux(60)
aux(25) =< aux(61)
aux(51) =< aux(61)
aux(51) =< aux(25)
aux(39) =< aux(25)*(1/2)
aux(37) =< aux(25)+1
aux(34) =< aux(28)
aux(35) =< aux(25)*(1/2)-1/2
aux(33) =< aux(25)*(1/2)
aux(31) =< aux(25)
aux(29) =< aux(25)*(1/2)-1/2
aux(39) =< aux(29)+1/2
aux(37) =< aux(29)*2+2
aux(35) =< aux(29)
s(87) =< it(40)*aux(51)
s(74) =< it(37)*aux(34)
s(69) =< it(37)*aux(33)
s(76) =< it(37)*aux(31)
s(62) =< it(36)*aux(29)
s(66) =< it(36)*aux(28)
aux(27) =< it(36)*aux(25)
s(77) =< it(37)*aux(39)
s(85) =< it(37)*aux(37)
s(69) =< it(37)*aux(35)
s(62) =< aux(27)*(1/2)
s(78) =< s(85)
s(79) =< s(85)
s(72) =< s(74)
s(77) =< s(74)
s(78) =< s(74)
s(72) =< aux(146)
s(77) =< aux(146)
s(78) =< aux(146)
s(70) =< s(76)
s(71) =< s(76)
s(69) =< s(74)
s(70) =< s(74)
s(69) =< aux(146)
s(70) =< aux(146)
s(61) =< aux(27)
s(63) =< aux(27)
s(64) =< s(66)
s(62) =< s(66)
s(63) =< s(66)
s(64) =< aux(146)
s(62) =< aux(146)
s(63) =< aux(146)

  with precondition: [I=4,M+1=0,G=H,A=J,C=L,F=O,G=P,G=Q,B+1>=0,D>=1,K+1>=0,A>=D,B+D>=1] 

* Chain [61]: 1
  with precondition: [D=0,I=4,M+1=0,N=B,L=C,O=F,G=H,A=J,N+1=K,G=P,G=Q,A>=0,N+1>=0,G>=N] 

* Chain [60]: 0
  with precondition: [D=0,I=4,M+1=0,L=C,N=E,O=F,G=H,A=J,B=K,G=P,G=Q,A>=0,B+1>=0] 

* Chain [59]: 1*s(88)+1
  Such that:s(88) =< -B+G

  with precondition: [D=0,I=4,M+1=0,L=C,O=F,G=H,A=J,N+1=K,G=P,G=Q,A>=0,B+1>=0,N>=B+1,G>=N] 

* Chain [58]: 0
  with precondition: [I=3] 

* Chain [57]: 1
  with precondition: [I=3,G=H,B+1>=0,D>=0,G>=B,A>=D] 

* Chain [56]: 2*s(89)+1
  Such that:aux(75) =< -B+G
s(89) =< aux(75)

  with precondition: [I=3,G=H,B+1>=0,D>=0,G>=B+1,A>=D] 

* Chain [55]: 0
  with precondition: [I=3,H=G,B+1>=0,D>=0,A>=D] 

* Chain [54]: 1*s(93)+1*s(95)+1*s(96)+1*s(97)+1
  Such that:aux(81) =< -B+H
s(93) =< -B/2+H/2
s(94) =< D
s(93) =< G/2
s(95) =< aux(81)
s(96) =< aux(81)
s(97) =< s(94)
s(93) =< s(94)
s(95) =< s(94)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=B,A>=D] 

* Chain [53]: 1*s(98)+2*s(99)+1*s(102)+1*s(104)+1*s(106)+1
  Such that:s(98) =< -B+G
aux(87) =< -B+H
s(102) =< -B/2+H/2
s(103) =< D
s(102) =< G/2
s(99) =< aux(87)
s(104) =< aux(87)
s(106) =< s(103)
s(102) =< s(103)
s(104) =< s(103)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=B+1,A>=D] 

* Chain [52]: 2*s(107)+1
  Such that:aux(92) =< -B+G
s(107) =< aux(92)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=B+2,A>=D] 

* Chain [51]: 2*s(109)+1
  Such that:aux(96) =< -B+G
s(109) =< aux(96)

  with precondition: [I=3,G=H,B+1>=0,D>=1,G>=B+3,A>=D] 

* Chain [50]: 1*s(113)+1*s(115)+1*s(116)+1*s(117)+0
  Such that:s(113) =< -B/2+H/2
s(114) =< D
s(113) =< G/2+1/2
aux(100) =< -B+H+1
aux(101) =< G+2
s(111) =< aux(100)
s(111) =< aux(101)
s(115) =< s(111)
s(116) =< s(111)
s(117) =< s(114)
s(113) =< s(114)
s(115) =< s(114)

  with precondition: [I=3,H=G,B+1>=0,D>=1,A>=D] 

* Chain [49]: 1*s(118)+1*s(123)+1*s(124)+1*s(125)+0
  Such that:s(121) =< -B+G
s(122) =< -B+G+1
s(118) =< -B/2+G/2
aux(106) =< D
s(123) =< s(122)
s(124) =< s(122)
s(123) =< s(121)
s(124) =< s(121)
s(125) =< aux(106)
s(118) =< aux(106)
s(123) =< aux(106)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=B,A>=D] 

* Chain [48]: 1*s(126)+2*s(131)+1*s(132)+1*s(133)+2*s(134)+1*s(135)+1*s(140)+1
  Such that:s(130) =< -B+G+1
aux(113) =< -B+G
aux(114) =< -B/2+G/2
aux(115) =< D
s(126) =< aux(114)
s(135) =< aux(114)
s(126) =< aux(113)
s(131) =< aux(113)
s(132) =< s(130)
s(133) =< s(130)
s(132) =< aux(113)
s(133) =< aux(113)
s(134) =< aux(115)
s(126) =< aux(115)
s(132) =< aux(115)
s(140) =< aux(113)
s(135) =< aux(115)
s(140) =< aux(115)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=B+1,A>=D] 

* Chain [47]: 2*s(143)+4*s(148)+2*s(149)+2*s(151)+1
  Such that:aux(123) =< -B+G
aux(124) =< -B/2+G/2
aux(125) =< D
s(143) =< aux(124)
s(143) =< aux(123)
s(148) =< aux(123)
s(149) =< aux(123)
s(151) =< aux(125)
s(143) =< aux(125)
s(149) =< aux(125)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=B+2,A>=D] 

* Chain [46]: 3*s(161)+1*s(162)+1*s(168)+1*s(170)+1
  Such that:s(162) =< -B/2+G/2
aux(129) =< -B+G
aux(130) =< D
s(161) =< aux(129)
s(162) =< aux(129)
s(168) =< aux(129)
s(170) =< aux(130)
s(162) =< aux(130)
s(168) =< aux(130)

  with precondition: [I=3,G=H,B+1>=0,D>=2,G>=B+3,A>=D] 

* Chain [45]: 1*s(173)+1*s(176)+1*s(177)+1*s(178)+1
  Such that:s(173) =< -B/2+H/2
s(175) =< D
s(173) =< G/2
aux(134) =< -B+G
s(176) =< aux(134)
s(177) =< aux(134)
s(178) =< s(175)
s(173) =< s(175)
s(176) =< s(175)

  with precondition: [I=4,M+1=0,L=C,O=F,G=H,A=J,G=P,G=Q,B+1>=0,D>=1,G>=B,K>=B+1,A>=D] 

* Chain [44]: 1*s(179)+1*s(182)+1*s(185)+1*s(186)+1*s(187)+1
  Such that:s(182) =< -B/2+G/2
s(184) =< D
s(182) =< G/2
aux(139) =< -B+G
s(179) =< aux(139)
s(185) =< aux(139)
s(186) =< aux(139)
s(187) =< s(184)
s(182) =< s(184)
s(185) =< s(184)

  with precondition: [I=4,M+1=0,L=C,O=F,G=H,A=J,G=P,G=Q,B+1>=0,D>=1,G>=B+1,K>=B+2,A>=D] 

* Chain [43]: 1*s(190)+1*s(193)+1*s(194)+1*s(195)+0
  Such that:s(190) =< -B/2+H/2
s(192) =< D
s(190) =< G/2+1/2
aux(144) =< -B+G+1
aux(145) =< G+2
s(188) =< aux(144)
s(188) =< aux(145)
s(193) =< s(188)
s(194) =< s(188)
s(195) =< s(192)
s(190) =< s(192)
s(193) =< s(192)

  with precondition: [I=4,M+1=0,L=C,O=F,G=H,A=J,G=P,G=Q,B+1>=0,D>=1,K>=B,A>=D] 


#### Cost of chains of lbl42_loop_cont(A,B,C,D,E,F,G,H,I,J):
* Chain [63]: 0
  with precondition: [A=3] 

* Chain [62]: 0
  with precondition: [A=4] 


#### Cost of chains of start(A,B,C,D,E,F,G,H,I):
* Chain [214]: 1
  with precondition: [A=0,D=0,B=C,F=E,H=G,B>=0,H+1>=B] 

* Chain [213]: 0
  with precondition: [A=0,D=0,C=B,F=E,H=G] 

* Chain [212]: 0
  with precondition: [A=0,D=0,C=B,F=E,H=G,C>=0] 

* Chain [211]: 1*s(266)+1
  Such that:s(266) =< -B+G+1

  with precondition: [A=0,D=0,C=B,F=E,H=G,C>=0,H>=C] 

* Chain [210]: 1
  with precondition: [A=0,D=0,C=B,F=E,H=G,H>=C] 

* Chain [209]: 1*s(267)+1
  Such that:s(267) =< -B+G

  with precondition: [A=0,D=0,C=B,F=E,H=G,H>=C+1] 

* Chain [208]: 2
  with precondition: [A=1,D=1,B=C,F=E,H=G,B>=0,H+1>=B] 

* Chain [207]: 3
  with precondition: [A=1,D=1,C=B,F=E,H=G,C+1>=0,H>=C] 

* Chain [206]: 1*s(268)+3
  Such that:s(268) =< -B+G

  with precondition: [A=1,D=1,C=B,F=E,H=G,C+1>=0,H>=C+1] 

* Chain [205]: 1
  with precondition: [A=1,D=1,C=B,F=E,H=G,C>=0] 

* Chain [204]: 1*s(269)+2
  Such that:s(269) =< -B+G+1

  with precondition: [A=1,D=1,C=B,F=E,H=G,C>=0,H>=C] 

* Chain [203]: 2*s(270)+3
  Such that:aux(157) =< -B+G
s(270) =< aux(157)

  with precondition: [A=1,D=1,C=B,F=E,H=G,H+1>=0,H>=C+1] 

* Chain [202]: 2*s(272)+3
  Such that:aux(158) =< -B+G
s(272) =< aux(158)

  with precondition: [A=1,D=1,C=B,F=E,H=G,H>=0,H>=C+2] 

* Chain [201]: 0
  with precondition: [C=B,A=D,F=E,H=G,A>=0,H>=C] 

* Chain [200]: 1*s(274)+0
  Such that:s(274) =< -B+H

  with precondition: [C=B,A=D,F=E,H=G,A>=0,H>=C+1] 

* Chain [199]: 2*s(275)+3*s(283)+5*s(284)+2*s(286)+1*s(293)+1*s(295)+1*s(297)+1*s(300)+1*s(302)+1*s(303)+2*s(304)+1*s(305)+1*s(306)+2*s(307)+1*s(308)+1*s(309)+3*s(310)+6*s(323)+10*s(324)+4*s(326)+2*s(333)+2*s(335)+2*s(337)+2*s(340)+2*s(342)+2*s(343)+4*s(344)+2*s(345)+2*s(346)+4*s(347)+2*s(348)+2*s(349)+3
  Such that:aux(159) =< A
s(277) =< A+H
s(280) =< A/2
aux(160) =< D
s(314) =< D+H
s(315) =< D/2
aux(164) =< -C+H
aux(165) =< G/2
aux(166) =< H+1
aux(167) =< H/2
s(275) =< aux(164)
s(278) =< aux(165)
s(278) =< aux(167)
s(282) =< aux(166)
s(283) =< aux(159)
s(284) =< aux(159)
s(282) =< s(277)
s(285) =< s(277)
s(286) =< s(280)
s(283) =< s(280)
s(285) =< aux(166)
s(285) =< s(282)
s(287) =< s(282)*(1/2)
s(288) =< s(282)+1
s(289) =< aux(159)
s(290) =< s(282)*(1/2)-1/2
s(291) =< s(282)*(1/2)
s(292) =< s(282)
s(278) =< s(282)*(1/2)-1/2
s(287) =< s(278)+1/2
s(288) =< s(278)*2+2
s(290) =< s(278)
s(293) =< s(284)*s(285)
s(294) =< s(283)*s(289)
s(295) =< s(283)*s(291)
s(296) =< s(283)*s(292)
s(297) =< s(286)*s(278)
s(298) =< s(286)*aux(159)
s(299) =< s(286)*s(282)
s(300) =< s(283)*s(287)
s(301) =< s(283)*s(288)
s(295) =< s(283)*s(290)
s(297) =< s(299)*(1/2)
s(302) =< s(301)
s(303) =< s(301)
s(304) =< s(294)
s(300) =< s(294)
s(302) =< s(294)
s(304) =< aux(159)
s(300) =< aux(159)
s(302) =< aux(159)
s(305) =< s(296)
s(306) =< s(296)
s(295) =< s(294)
s(305) =< s(294)
s(295) =< aux(159)
s(305) =< aux(159)
s(307) =< s(299)
s(308) =< s(299)
s(309) =< s(298)
s(297) =< s(298)
s(308) =< s(298)
s(309) =< aux(159)
s(297) =< aux(159)
s(308) =< aux(159)
s(317) =< aux(165)
s(317) =< aux(167)
s(321) =< s(317)
s(322) =< aux(166)
s(323) =< aux(160)
s(324) =< aux(160)
s(322) =< s(314)
s(325) =< s(314)
s(326) =< s(315)
s(323) =< s(315)
s(325) =< aux(166)
s(325) =< s(322)
s(327) =< s(322)*(1/2)
s(328) =< s(322)+1
s(329) =< aux(160)
s(330) =< s(322)*(1/2)-1/2
s(331) =< s(322)*(1/2)
s(332) =< s(322)
s(321) =< s(322)*(1/2)-1/2
s(327) =< s(321)+1/2
s(328) =< s(321)*2+2
s(330) =< s(321)
s(333) =< s(324)*s(325)
s(334) =< s(323)*s(329)
s(335) =< s(323)*s(331)
s(336) =< s(323)*s(332)
s(337) =< s(326)*s(321)
s(338) =< s(326)*aux(160)
s(339) =< s(326)*s(322)
s(340) =< s(323)*s(327)
s(341) =< s(323)*s(328)
s(335) =< s(323)*s(330)
s(337) =< s(339)*(1/2)
s(342) =< s(341)
s(343) =< s(341)
s(344) =< s(334)
s(340) =< s(334)
s(342) =< s(334)
s(344) =< aux(160)
s(340) =< aux(160)
s(342) =< aux(160)
s(345) =< s(336)
s(346) =< s(336)
s(335) =< s(334)
s(345) =< s(334)
s(335) =< aux(160)
s(345) =< aux(160)
s(347) =< s(339)
s(348) =< s(339)
s(349) =< s(338)
s(337) =< s(338)
s(348) =< s(338)
s(349) =< aux(160)
s(337) =< aux(160)
s(348) =< aux(160)

  with precondition: [C=B,A=D,F=E,H=G,A>=1,H+1>=0,H>=C+1,A+H>=1] 

* Chain [198]: 1*s(351)+2*s(359)+3*s(360)+5*s(361)+2*s(363)+1*s(370)+1*s(372)+1*s(374)+1*s(377)+1*s(379)+1*s(380)+2*s(381)+1*s(382)+1*s(383)+2*s(384)+1*s(385)+1*s(386)+1*s(387)+3
  Such that:s(353) =< A+G
s(356) =< A/2
s(351) =< -C+G
s(357) =< G+1
s(354) =< G/2
aux(168) =< A
s(358) =< s(357)
s(359) =< s(357)
s(360) =< aux(168)
s(361) =< aux(168)
s(358) =< s(353)
s(362) =< s(353)
s(363) =< s(356)
s(360) =< s(356)
s(362) =< s(357)
s(362) =< s(358)
s(364) =< s(358)*(1/2)
s(365) =< s(358)+1
s(366) =< aux(168)
s(367) =< s(358)*(1/2)-1/2
s(368) =< s(358)*(1/2)
s(369) =< s(358)
s(354) =< s(358)*(1/2)-1/2
s(364) =< s(354)+1/2
s(365) =< s(354)*2+2
s(367) =< s(354)
s(370) =< s(361)*s(362)
s(371) =< s(360)*s(366)
s(372) =< s(360)*s(368)
s(373) =< s(360)*s(369)
s(374) =< s(363)*s(354)
s(375) =< s(363)*aux(168)
s(376) =< s(363)*s(358)
s(377) =< s(360)*s(364)
s(378) =< s(360)*s(365)
s(372) =< s(360)*s(367)
s(374) =< s(376)*(1/2)
s(379) =< s(378)
s(380) =< s(378)
s(381) =< s(371)
s(377) =< s(371)
s(379) =< s(371)
s(381) =< aux(168)
s(377) =< aux(168)
s(379) =< aux(168)
s(382) =< s(373)
s(383) =< s(373)
s(372) =< s(371)
s(382) =< s(371)
s(372) =< aux(168)
s(382) =< aux(168)
s(384) =< s(376)
s(385) =< s(376)
s(386) =< s(375)
s(374) =< s(375)
s(385) =< s(375)
s(386) =< aux(168)
s(374) =< aux(168)
s(385) =< aux(168)

  with precondition: [C=B,A=D,F=E,H=G,A>=1,H>=0,H>=C+1] 

* Chain [197]: 0
  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=0] 

* Chain [196]: 1
  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=0,H+1>=B] 

* Chain [195]: 2*s(389)+1
  Such that:s(388) =< -B+G+1
s(389) =< s(388)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=0,H>=B] 

* Chain [194]: 1*s(390)+1*s(395)+1*s(396)+1*s(397)+1
  Such that:s(392) =< -B+H+2
s(390) =< -B/2+H/2+1/2
s(392) =< -C+G+2
s(390) =< -C/2+G/2+1/2
s(391) =< D
s(393) =< G+2
s(390) =< G/2+1/2
s(393) =< H+2
s(390) =< H/2+1/2
s(394) =< s(392)
s(394) =< s(393)
s(395) =< s(394)
s(396) =< s(394)
s(397) =< s(391)
s(390) =< s(391)
s(395) =< s(391)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=1] 

* Chain [193]: 1*s(399)+1*s(401)+1*s(402)+1*s(403)+2
  Such that:s(398) =< -C+G+1
s(399) =< -C/2+G/2+1/2
s(400) =< D
s(399) =< G/2
s(399) =< H/2
s(401) =< s(398)
s(402) =< s(398)
s(403) =< s(400)
s(399) =< s(400)
s(401) =< s(400)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=1,H+1>=B] 

* Chain [192]: 3*s(404)+1*s(406)+1*s(409)+1*s(410)+2*s(412)+2
  Such that:s(411) =< -B+G+1
aux(169) =< -C+G+1
s(406) =< -C/2+G/2+1/2
s(407) =< D
s(406) =< G/2
s(412) =< s(411)
s(404) =< aux(169)
s(409) =< aux(169)
s(410) =< s(407)
s(406) =< s(407)
s(409) =< s(407)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=1,H>=B] 

* Chain [191]: 2*s(414)+1
  Such that:s(413) =< -B+G+1
s(414) =< s(413)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=1,H>=B+1] 

* Chain [190]: 2*s(416)+1
  Such that:s(415) =< -B+G+1
s(416) =< s(415)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=1,H>=B+2] 

* Chain [189]: 1*s(417)+1*s(422)+1*s(423)+1*s(424)+1
  Such that:s(419) =< -B+H+2
s(417) =< -B/2+H/2+1/2
s(419) =< -C+H+2
s(417) =< -C/2+H/2+1/2
s(418) =< D
s(420) =< G+2
s(417) =< G/2+1/2
s(420) =< H+2
s(417) =< H/2+1/2
s(421) =< s(419)
s(421) =< s(420)
s(422) =< s(421)
s(423) =< s(421)
s(424) =< s(418)
s(417) =< s(418)
s(422) =< s(418)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=2] 

* Chain [188]: 1*s(427)+1*s(429)+1*s(430)+2*s(431)+1*s(433)+1*s(435)+1*s(436)+2
  Such that:s(432) =< -B+G+1
s(433) =< -B/2+G/2+1/2
s(425) =< -C+G+1
s(426) =< -C+G+2
s(427) =< -C/2+G/2+1/2
s(433) =< G/2
s(433) =< H/2
aux(170) =< D
s(435) =< s(432)
s(436) =< s(432)
s(431) =< aux(170)
s(433) =< aux(170)
s(435) =< aux(170)
s(429) =< s(426)
s(430) =< s(426)
s(429) =< s(425)
s(430) =< s(425)
s(427) =< aux(170)
s(429) =< aux(170)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=2,H+1>=B] 

* Chain [187]: 1*s(442)+1*s(443)+5*s(444)+1*s(445)+1*s(446)+3*s(447)+2*s(448)+1*s(451)+2
  Such that:s(438) =< -C+G+2
s(451) =< G/2
aux(172) =< -C+G+1
aux(173) =< -C/2+G/2+1/2
aux(174) =< D
s(451) =< aux(173)
s(442) =< aux(173)
s(443) =< aux(173)
s(442) =< aux(172)
s(444) =< aux(172)
s(445) =< s(438)
s(446) =< s(438)
s(445) =< aux(172)
s(446) =< aux(172)
s(447) =< aux(174)
s(442) =< aux(174)
s(445) =< aux(174)
s(448) =< aux(172)
s(443) =< aux(174)
s(448) =< aux(174)
s(451) =< aux(174)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=2,H>=B] 

* Chain [186]: 2*s(459)+4*s(460)+2*s(461)+2*s(462)+2*s(464)+2
  Such that:s(463) =< -B+G+1
s(456) =< -C+G+1
s(457) =< -C/2+G/2+1/2
s(458) =< D
s(464) =< s(463)
s(459) =< s(457)
s(459) =< s(456)
s(460) =< s(456)
s(461) =< s(456)
s(462) =< s(458)
s(459) =< s(458)
s(461) =< s(458)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=2,H>=B+1] 

* Chain [185]: 1*s(465)+3*s(468)+1*s(469)+1*s(470)+2*s(472)+2
  Such that:s(471) =< -B+G+1
s(466) =< -C+G+1
s(465) =< -C/2+G/2+1/2
s(467) =< D
s(472) =< s(471)
s(468) =< s(466)
s(465) =< s(466)
s(469) =< s(466)
s(470) =< s(467)
s(465) =< s(467)
s(469) =< s(467)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=2,H>=B+2] 

* Chain [184]: 1*s(475)+1*s(477)+1*s(478)+1*s(479)+1
  Such that:s(473) =< -C+G+1
s(474) =< -C+G+2
s(475) =< -C/2+G/2+1/2
s(476) =< D
s(477) =< s(474)
s(478) =< s(474)
s(477) =< s(473)
s(478) =< s(473)
s(479) =< s(476)
s(475) =< s(476)
s(477) =< s(476)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=3,H+1>=B] 

* Chain [183]: 1*s(484)+1*s(485)+2*s(486)+1*s(487)+1*s(488)+2*s(489)+1*s(490)+2
  Such that:s(481) =< -C+G+1
s(480) =< -C+G+2
s(482) =< -C/2+G/2+1/2
s(483) =< D
s(484) =< s(482)
s(485) =< s(482)
s(484) =< s(481)
s(486) =< s(481)
s(487) =< s(480)
s(488) =< s(480)
s(487) =< s(481)
s(488) =< s(481)
s(489) =< s(483)
s(484) =< s(483)
s(487) =< s(483)
s(490) =< s(481)
s(485) =< s(483)
s(490) =< s(483)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=3,H>=B] 

* Chain [182]: 2*s(494)+4*s(495)+2*s(496)+2*s(497)+2
  Such that:s(491) =< -C+G+1
s(492) =< -C/2+G/2+1/2
s(493) =< D
s(494) =< s(492)
s(494) =< s(491)
s(495) =< s(491)
s(496) =< s(491)
s(497) =< s(493)
s(494) =< s(493)
s(496) =< s(493)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=3,H>=B+1] 

* Chain [181]: 1*s(498)+3*s(501)+1*s(502)+1*s(503)+2
  Such that:s(499) =< -C+G+1
s(498) =< -C/2+G/2+1/2
s(500) =< D
s(501) =< s(499)
s(498) =< s(499)
s(502) =< s(499)
s(503) =< s(500)
s(498) =< s(500)
s(502) =< s(500)

  with precondition: [D=A,B=C,F=E,H=G,B>=0,D>=3,H>=B+2] 

* Chain [180]: 0
  with precondition: [D=A,C=B,F=E,H=G,0>=D+1] 

* Chain [179]: 0
  with precondition: [D=A,C=B,F=E,H=G,D>=0] 

* Chain [178]: 0
  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=0] 

* Chain [177]: 6*s(511)+10*s(512)+4*s(514)+1*s(521)+1*s(523)+1*s(525)+1*s(528)+1*s(530)+1*s(531)+4*s(532)+1*s(533)+1*s(534)+2*s(535)+1*s(536)+2*s(537)+2*s(538)+1*s(556)+1*s(558)+1*s(560)+1*s(563)+1*s(565)+1*s(566)+1*s(568)+1*s(569)+2*s(570)+1*s(571)+1
  Such that:s(544) =< G+1
s(509) =< H+1
aux(177) =< A
aux(178) =< A+H
aux(179) =< A/2
aux(180) =< D+H
aux(181) =< G/2
aux(182) =< H/2
s(505) =< aux(178)
s(505) =< aux(180)
s(506) =< aux(181)
s(540) =< aux(181)
s(506) =< aux(182)
s(540) =< aux(182)
s(510) =< s(509)
s(511) =< aux(177)
s(512) =< aux(177)
s(510) =< s(505)
s(513) =< s(505)
s(514) =< aux(179)
s(511) =< aux(179)
s(513) =< s(509)
s(513) =< s(510)
s(515) =< s(510)*(1/2)
s(516) =< s(510)+1
s(517) =< aux(177)
s(518) =< s(510)*(1/2)-1/2
s(519) =< s(510)*(1/2)
s(520) =< s(510)
s(506) =< s(510)*(1/2)-1/2
s(515) =< s(506)+1/2
s(516) =< s(506)*2+2
s(518) =< s(506)
s(521) =< s(512)*s(513)
s(522) =< s(511)*s(517)
s(523) =< s(511)*s(519)
s(524) =< s(511)*s(520)
s(525) =< s(514)*s(506)
s(526) =< s(514)*aux(177)
s(527) =< s(514)*s(510)
s(528) =< s(511)*s(515)
s(529) =< s(511)*s(516)
s(523) =< s(511)*s(518)
s(525) =< s(527)*(1/2)
s(530) =< s(529)
s(531) =< s(529)
s(532) =< s(522)
s(528) =< s(522)
s(530) =< s(522)
s(532) =< aux(177)
s(528) =< aux(177)
s(530) =< aux(177)
s(533) =< s(524)
s(534) =< s(524)
s(523) =< s(522)
s(533) =< s(522)
s(523) =< aux(177)
s(533) =< aux(177)
s(535) =< s(527)
s(536) =< s(527)
s(537) =< s(526)
s(525) =< s(526)
s(536) =< s(526)
s(537) =< aux(177)
s(525) =< aux(177)
s(536) =< aux(177)
s(545) =< s(544)
s(545) =< s(505)
s(548) =< s(505)
s(548) =< s(544)
s(548) =< s(545)
s(550) =< s(545)*(1/2)
s(551) =< s(545)+1
s(553) =< s(545)*(1/2)-1/2
s(554) =< s(545)*(1/2)
s(555) =< s(545)
s(540) =< s(545)*(1/2)-1/2
s(550) =< s(540)+1/2
s(551) =< s(540)*2+2
s(553) =< s(540)
s(556) =< s(512)*s(548)
s(558) =< s(511)*s(554)
s(559) =< s(511)*s(555)
s(560) =< s(514)*s(540)
s(562) =< s(514)*s(545)
s(563) =< s(511)*s(550)
s(564) =< s(511)*s(551)
s(558) =< s(511)*s(553)
s(560) =< s(562)*(1/2)
s(565) =< s(564)
s(566) =< s(564)
s(563) =< s(522)
s(565) =< s(522)
s(563) =< aux(177)
s(565) =< aux(177)
s(568) =< s(559)
s(569) =< s(559)
s(558) =< s(522)
s(568) =< s(522)
s(558) =< aux(177)
s(568) =< aux(177)
s(570) =< s(562)
s(571) =< s(562)
s(560) =< s(526)
s(571) =< s(526)
s(560) =< aux(177)
s(571) =< aux(177)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=0,H+1>=0,C+D>=1] 

* Chain [176]: 3*s(581)+6*s(582)+10*s(583)+4*s(585)+2*s(592)+2*s(594)+2*s(596)+2*s(599)+2*s(601)+2*s(602)+4*s(603)+2*s(604)+2*s(605)+4*s(606)+2*s(607)+2*s(608)+2*s(609)+1
  Such that:aux(185) =< A
aux(186) =< A+G
aux(187) =< A/2
aux(188) =< G+1
aux(189) =< G/2
s(576) =< aux(189)
s(580) =< aux(188)
s(581) =< aux(188)
s(582) =< aux(185)
s(583) =< aux(185)
s(580) =< aux(186)
s(584) =< aux(186)
s(585) =< aux(187)
s(582) =< aux(187)
s(584) =< aux(188)
s(584) =< s(580)
s(586) =< s(580)*(1/2)
s(587) =< s(580)+1
s(588) =< aux(185)
s(589) =< s(580)*(1/2)-1/2
s(590) =< s(580)*(1/2)
s(591) =< s(580)
s(576) =< s(580)*(1/2)-1/2
s(586) =< s(576)+1/2
s(587) =< s(576)*2+2
s(589) =< s(576)
s(592) =< s(583)*s(584)
s(593) =< s(582)*s(588)
s(594) =< s(582)*s(590)
s(595) =< s(582)*s(591)
s(596) =< s(585)*s(576)
s(597) =< s(585)*aux(185)
s(598) =< s(585)*s(580)
s(599) =< s(582)*s(586)
s(600) =< s(582)*s(587)
s(594) =< s(582)*s(589)
s(596) =< s(598)*(1/2)
s(601) =< s(600)
s(602) =< s(600)
s(603) =< s(593)
s(599) =< s(593)
s(601) =< s(593)
s(603) =< aux(185)
s(599) =< aux(185)
s(601) =< aux(185)
s(604) =< s(595)
s(605) =< s(595)
s(594) =< s(593)
s(604) =< s(593)
s(594) =< aux(185)
s(604) =< aux(185)
s(606) =< s(598)
s(607) =< s(598)
s(608) =< s(597)
s(596) =< s(597)
s(607) =< s(597)
s(608) =< aux(185)
s(596) =< aux(185)
s(607) =< aux(185)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=0,H>=0,C+D>=1] 

* Chain [175]: 9*s(657)+15*s(658)+6*s(660)+2*s(667)+2*s(669)+2*s(671)+2*s(674)+2*s(676)+2*s(677)+6*s(678)+2*s(679)+2*s(680)+4*s(681)+2*s(682)+3*s(683)+3*s(684)+1*s(702)+1*s(704)+1*s(706)+1*s(709)+1*s(711)+1*s(712)+1*s(714)+1*s(715)+2*s(716)+1*s(717)+0
  Such that:s(686) =< A+G
s(648) =< A+H
s(686) =< D+G
s(648) =< D+H
aux(198) =< A
aux(199) =< A/2
aux(200) =< G+1
aux(201) =< G/2
aux(202) =< H+1
aux(203) =< H/2
s(688) =< aux(201)
s(688) =< aux(203)
s(650) =< aux(200)
s(689) =< aux(200)
s(650) =< aux(202)
s(689) =< aux(202)
s(657) =< aux(198)
s(658) =< aux(198)
s(689) =< s(686)
s(694) =< s(686)
s(660) =< aux(199)
s(657) =< aux(199)
s(689) =< s(650)
s(694) =< s(650)
s(694) =< s(689)
s(696) =< s(689)*(1/2)
s(697) =< s(689)+1
s(663) =< aux(198)
s(699) =< s(689)*(1/2)-1/2
s(700) =< s(689)*(1/2)
s(701) =< s(689)
s(688) =< s(689)*(1/2)-1/2
s(696) =< s(688)+1/2
s(697) =< s(688)*2+2
s(699) =< s(688)
s(702) =< s(658)*s(694)
s(668) =< s(657)*s(663)
s(704) =< s(657)*s(700)
s(705) =< s(657)*s(701)
s(706) =< s(660)*s(688)
s(672) =< s(660)*aux(198)
s(708) =< s(660)*s(689)
s(709) =< s(657)*s(696)
s(710) =< s(657)*s(697)
s(704) =< s(657)*s(699)
s(706) =< s(708)*(1/2)
s(711) =< s(710)
s(712) =< s(710)
s(678) =< s(668)
s(709) =< s(668)
s(711) =< s(668)
s(678) =< aux(198)
s(709) =< aux(198)
s(711) =< aux(198)
s(714) =< s(705)
s(715) =< s(705)
s(704) =< s(668)
s(714) =< s(668)
s(704) =< aux(198)
s(714) =< aux(198)
s(716) =< s(708)
s(717) =< s(708)
s(683) =< s(672)
s(706) =< s(672)
s(717) =< s(672)
s(683) =< aux(198)
s(706) =< aux(198)
s(717) =< aux(198)
s(651) =< aux(201)
s(651) =< aux(203)
s(655) =< s(651)
s(656) =< s(650)
s(656) =< s(648)
s(659) =< s(648)
s(659) =< s(650)
s(659) =< s(656)
s(661) =< s(656)*(1/2)
s(662) =< s(656)+1
s(664) =< s(656)*(1/2)-1/2
s(665) =< s(656)*(1/2)
s(666) =< s(656)
s(655) =< s(656)*(1/2)-1/2
s(661) =< s(655)+1/2
s(662) =< s(655)*2+2
s(664) =< s(655)
s(667) =< s(658)*s(659)
s(669) =< s(657)*s(665)
s(670) =< s(657)*s(666)
s(671) =< s(660)*s(655)
s(673) =< s(660)*s(656)
s(674) =< s(657)*s(661)
s(675) =< s(657)*s(662)
s(669) =< s(657)*s(664)
s(671) =< s(673)*(1/2)
s(676) =< s(675)
s(677) =< s(675)
s(674) =< s(668)
s(676) =< s(668)
s(674) =< aux(198)
s(676) =< aux(198)
s(679) =< s(670)
s(680) =< s(670)
s(669) =< s(668)
s(679) =< s(668)
s(669) =< aux(198)
s(679) =< aux(198)
s(681) =< s(673)
s(682) =< s(673)
s(671) =< s(672)
s(682) =< s(672)
s(671) =< aux(198)
s(682) =< aux(198)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=0,C+D>=1] 

* Chain [174]: 1
  with precondition: [D=A,C=B,F=E,H=G,D>=0,H>=C] 

* Chain [173]: 1*s(720)+1
  Such that:s(720) =< -B+G

  with precondition: [D=A,C=B,F=E,H=G,D>=0,H>=C+1] 

* Chain [172]: 2*s(723)+2*s(725)+2*s(726)+2*s(727)+0
  Such that:aux(208) =< -B+H+1
aux(209) =< -B/2+H/2
aux(210) =< -C+H+1
aux(211) =< -C/2+H/2
aux(212) =< D
s(723) =< aux(209)
s(723) =< aux(211)
s(721) =< aux(208)
s(721) =< aux(210)
s(725) =< s(721)
s(726) =< s(721)
s(727) =< aux(212)
s(723) =< aux(212)
s(725) =< aux(212)

  with precondition: [D=A,C=B,F=E,H=G,D>=1] 

* Chain [171]: 3*s(743)+6*s(744)+10*s(745)+4*s(747)+2*s(754)+2*s(756)+2*s(758)+2*s(761)+2*s(763)+2*s(764)+4*s(765)+2*s(766)+2*s(767)+4*s(768)+2*s(769)+2*s(770)+2*s(771)+3
  Such that:aux(215) =< A
aux(216) =< A+G
aux(217) =< A/2
aux(218) =< G+1
aux(219) =< G/2
s(738) =< aux(219)
s(742) =< aux(218)
s(743) =< aux(218)
s(744) =< aux(215)
s(745) =< aux(215)
s(742) =< aux(216)
s(746) =< aux(216)
s(747) =< aux(217)
s(744) =< aux(217)
s(746) =< aux(218)
s(746) =< s(742)
s(748) =< s(742)*(1/2)
s(749) =< s(742)+1
s(750) =< aux(215)
s(751) =< s(742)*(1/2)-1/2
s(752) =< s(742)*(1/2)
s(753) =< s(742)
s(738) =< s(742)*(1/2)-1/2
s(748) =< s(738)+1/2
s(749) =< s(738)*2+2
s(751) =< s(738)
s(754) =< s(745)*s(746)
s(755) =< s(744)*s(750)
s(756) =< s(744)*s(752)
s(757) =< s(744)*s(753)
s(758) =< s(747)*s(738)
s(759) =< s(747)*aux(215)
s(760) =< s(747)*s(742)
s(761) =< s(744)*s(748)
s(762) =< s(744)*s(749)
s(756) =< s(744)*s(751)
s(758) =< s(760)*(1/2)
s(763) =< s(762)
s(764) =< s(762)
s(765) =< s(755)
s(761) =< s(755)
s(763) =< s(755)
s(765) =< aux(215)
s(761) =< aux(215)
s(763) =< aux(215)
s(766) =< s(757)
s(767) =< s(757)
s(756) =< s(755)
s(766) =< s(755)
s(756) =< aux(215)
s(766) =< aux(215)
s(768) =< s(760)
s(769) =< s(760)
s(770) =< s(759)
s(758) =< s(759)
s(769) =< s(759)
s(770) =< aux(215)
s(758) =< aux(215)
s(769) =< aux(215)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=1,H>=0,H>=C,C+D>=1] 

* Chain [170]: 3
  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=1,H>=C] 

* Chain [169]: 15*s(815)+25*s(816)+10*s(818)+4*s(825)+2*s(827)+2*s(829)+2*s(832)+2*s(834)+2*s(835)+10*s(836)+4*s(837)+4*s(838)+8*s(839)+4*s(840)+5*s(841)+5*s(842)+2*s(866)+2*s(868)+2*s(871)+2*s(873)+2*s(874)+1*s(899)+1*s(901)+1*s(903)+1*s(906)+1*s(908)+1*s(909)+1*s(911)+1*s(912)+2*s(913)+1*s(914)+3
  Such that:s(882) =< A+G
s(887) =< G+1
aux(228) =< A
aux(229) =< A+H
aux(230) =< A/2
aux(231) =< G/2
aux(232) =< H+1
aux(233) =< H/2
s(810) =< aux(231)
s(883) =< aux(231)
s(810) =< aux(233)
s(883) =< aux(233)
s(888) =< s(887)
s(815) =< aux(228)
s(816) =< aux(228)
s(888) =< s(882)
s(891) =< s(882)
s(818) =< aux(230)
s(815) =< aux(230)
s(891) =< s(887)
s(891) =< s(888)
s(893) =< s(888)*(1/2)
s(894) =< s(888)+1
s(821) =< aux(228)
s(896) =< s(888)*(1/2)-1/2
s(897) =< s(888)*(1/2)
s(898) =< s(888)
s(883) =< s(888)*(1/2)-1/2
s(893) =< s(883)+1/2
s(894) =< s(883)*2+2
s(896) =< s(883)
s(899) =< s(816)*s(891)
s(826) =< s(815)*s(821)
s(901) =< s(815)*s(897)
s(902) =< s(815)*s(898)
s(903) =< s(818)*s(883)
s(830) =< s(818)*aux(228)
s(905) =< s(818)*s(888)
s(906) =< s(815)*s(893)
s(907) =< s(815)*s(894)
s(901) =< s(815)*s(896)
s(903) =< s(905)*(1/2)
s(908) =< s(907)
s(909) =< s(907)
s(836) =< s(826)
s(906) =< s(826)
s(908) =< s(826)
s(836) =< aux(228)
s(906) =< aux(228)
s(908) =< aux(228)
s(911) =< s(902)
s(912) =< s(902)
s(901) =< s(826)
s(911) =< s(826)
s(901) =< aux(228)
s(911) =< aux(228)
s(913) =< s(905)
s(914) =< s(905)
s(841) =< s(830)
s(903) =< s(830)
s(914) =< s(830)
s(841) =< aux(228)
s(903) =< aux(228)
s(914) =< aux(228)
s(814) =< aux(232)
s(814) =< aux(229)
s(817) =< aux(229)
s(817) =< aux(232)
s(817) =< s(814)
s(819) =< s(814)*(1/2)
s(820) =< s(814)+1
s(822) =< s(814)*(1/2)-1/2
s(823) =< s(814)*(1/2)
s(824) =< s(814)
s(810) =< s(814)*(1/2)-1/2
s(819) =< s(810)+1/2
s(820) =< s(810)*2+2
s(822) =< s(810)
s(825) =< s(816)*s(817)
s(827) =< s(815)*s(823)
s(828) =< s(815)*s(824)
s(829) =< s(818)*s(810)
s(831) =< s(818)*s(814)
s(832) =< s(815)*s(819)
s(833) =< s(815)*s(820)
s(827) =< s(815)*s(822)
s(829) =< s(831)*(1/2)
s(834) =< s(833)
s(835) =< s(833)
s(832) =< s(826)
s(834) =< s(826)
s(832) =< aux(228)
s(834) =< aux(228)
s(837) =< s(828)
s(838) =< s(828)
s(827) =< s(826)
s(837) =< s(826)
s(827) =< aux(228)
s(837) =< aux(228)
s(839) =< s(831)
s(840) =< s(831)
s(829) =< s(830)
s(840) =< s(830)
s(829) =< aux(228)
s(840) =< aux(228)
s(848) =< aux(231)
s(848) =< aux(233)
s(852) =< s(848)
s(858) =< s(814)*(1/2)
s(859) =< s(814)+1
s(861) =< s(814)*(1/2)-1/2
s(852) =< s(814)*(1/2)-1/2
s(858) =< s(852)+1/2
s(859) =< s(852)*2+2
s(861) =< s(852)
s(866) =< s(815)*s(823)
s(868) =< s(818)*s(852)
s(871) =< s(815)*s(858)
s(872) =< s(815)*s(859)
s(866) =< s(815)*s(861)
s(868) =< s(831)*(1/2)
s(873) =< s(872)
s(874) =< s(872)
s(871) =< s(826)
s(873) =< s(826)
s(871) =< aux(228)
s(873) =< aux(228)
s(866) =< s(826)
s(866) =< aux(228)
s(868) =< s(830)
s(868) =< aux(228)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=1,H>=C,C+D>=1] 

* Chain [168]: 2*s(953)+3
  Such that:s(952) =< -B+G
s(953) =< s(952)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=1,H>=C+1] 

* Chain [167]: 1*s(954)+1*s(959)+1*s(960)+1*s(961)+1
  Such that:s(956) =< -B+H+2
s(954) =< -B/2+H/2+1/2
s(956) =< -C+H+2
s(954) =< -C/2+H/2+1/2
s(955) =< D
s(957) =< G+2
s(954) =< G/2+1/2
s(957) =< H+2
s(954) =< H/2+1/2
s(958) =< s(956)
s(958) =< s(957)
s(959) =< s(958)
s(960) =< s(958)
s(961) =< s(955)
s(954) =< s(955)
s(959) =< s(955)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1] 

* Chain [166]: 1*s(964)+2*s(973)+2*s(974)+22*s(975)+6*s(976)+4*s(978)+2*s(985)+1*s(987)+1*s(989)+1*s(992)+1*s(994)+1*s(995)+4*s(996)+2*s(997)+2*s(998)+4*s(999)+2*s(1000)+2*s(1001)+4*s(1002)+1*s(1006)+1*s(1027)+1*s(1029)+1*s(1032)+1*s(1034)+1*s(1035)+6*s(1050)+4*s(1053)+1*s(1060)+1*s(1062)+1*s(1064)+1*s(1067)+1*s(1069)+1*s(1070)+4*s(1071)+1*s(1072)+1*s(1073)+2*s(1074)+1*s(1075)+2*s(1076)+1*s(1095)+1*s(1097)+1*s(1099)+1*s(1102)+1*s(1104)+1*s(1105)+1*s(1107)+1*s(1108)+2*s(1109)+1*s(1110)+2
  Such that:s(1083) =< G+1
aux(242) =< A
aux(243) =< A+H
aux(244) =< A/2
aux(245) =< D+H
aux(246) =< G/2
aux(247) =< H+1
aux(248) =< H/2
aux(249) =< H/2+1/2
s(1044) =< aux(243)
s(1044) =< aux(245)
s(1045) =< aux(246)
s(1079) =< aux(246)
s(1045) =< aux(248)
s(1079) =< aux(248)
s(964) =< aux(249)
s(1006) =< aux(249)
s(968) =< aux(246)
s(968) =< aux(248)
s(970) =< aux(242)
s(970) =< aux(244)
s(971) =< aux(247)
s(972) =< s(968)
s(964) =< s(968)
s(973) =< aux(247)
s(974) =< aux(247)
s(975) =< aux(242)
s(964) =< aux(242)
s(973) =< aux(242)
s(976) =< aux(242)
s(971) =< aux(243)
s(977) =< aux(243)
s(978) =< aux(244)
s(976) =< aux(244)
s(978) =< s(970)
s(976) =< s(970)
s(977) =< aux(247)
s(977) =< s(971)
s(979) =< s(971)*(1/2)
s(980) =< s(971)+1
s(981) =< aux(242)
s(982) =< s(971)*(1/2)-1/2
s(983) =< s(971)*(1/2)
s(984) =< s(971)
s(972) =< s(971)*(1/2)-1/2
s(979) =< s(972)+1/2
s(980) =< s(972)*2+2
s(982) =< s(972)
s(985) =< s(975)*s(977)
s(986) =< s(976)*s(981)
s(987) =< s(976)*s(983)
s(988) =< s(976)*s(984)
s(989) =< s(978)*s(972)
s(990) =< s(978)*aux(242)
s(991) =< s(978)*s(971)
s(992) =< s(976)*s(979)
s(993) =< s(976)*s(980)
s(987) =< s(976)*s(982)
s(989) =< s(991)*(1/2)
s(994) =< s(993)
s(995) =< s(993)
s(996) =< s(986)
s(992) =< s(986)
s(994) =< s(986)
s(996) =< aux(242)
s(992) =< aux(242)
s(994) =< aux(242)
s(997) =< s(988)
s(998) =< s(988)
s(987) =< s(986)
s(997) =< s(986)
s(987) =< aux(242)
s(997) =< aux(242)
s(999) =< s(991)
s(1000) =< s(991)
s(1001) =< s(990)
s(989) =< s(990)
s(1000) =< s(990)
s(1001) =< aux(242)
s(989) =< aux(242)
s(1000) =< aux(242)
s(1005) =< aux(246)
s(1006) =< aux(246)
s(1005) =< aux(248)
s(1006) =< aux(248)
s(1005) =< s(968)
s(1006) =< s(968)
s(1006) =< aux(242)
s(1019) =< s(971)*(1/2)
s(1020) =< s(971)+1
s(1022) =< s(971)*(1/2)-1/2
s(1005) =< s(971)*(1/2)-1/2
s(1019) =< s(1005)+1/2
s(1020) =< s(1005)*2+2
s(1022) =< s(1005)
s(1027) =< s(976)*s(983)
s(1029) =< s(978)*s(1005)
s(1032) =< s(976)*s(1019)
s(1033) =< s(976)*s(1020)
s(1027) =< s(976)*s(1022)
s(1029) =< s(991)*(1/2)
s(1034) =< s(1033)
s(1035) =< s(1033)
s(1032) =< s(986)
s(1034) =< s(986)
s(1032) =< aux(242)
s(1034) =< aux(242)
s(1027) =< s(986)
s(1027) =< aux(242)
s(1029) =< s(990)
s(1029) =< aux(242)
s(1049) =< aux(247)
s(1050) =< aux(242)
s(1049) =< s(1044)
s(1052) =< s(1044)
s(1053) =< aux(244)
s(1050) =< aux(244)
s(1052) =< aux(247)
s(1052) =< s(1049)
s(1054) =< s(1049)*(1/2)
s(1055) =< s(1049)+1
s(1057) =< s(1049)*(1/2)-1/2
s(1058) =< s(1049)*(1/2)
s(1059) =< s(1049)
s(1045) =< s(1049)*(1/2)-1/2
s(1054) =< s(1045)+1/2
s(1055) =< s(1045)*2+2
s(1057) =< s(1045)
s(1060) =< s(975)*s(1052)
s(1061) =< s(1050)*s(981)
s(1062) =< s(1050)*s(1058)
s(1063) =< s(1050)*s(1059)
s(1064) =< s(1053)*s(1045)
s(1065) =< s(1053)*aux(242)
s(1066) =< s(1053)*s(1049)
s(1067) =< s(1050)*s(1054)
s(1068) =< s(1050)*s(1055)
s(1062) =< s(1050)*s(1057)
s(1064) =< s(1066)*(1/2)
s(1069) =< s(1068)
s(1070) =< s(1068)
s(1071) =< s(1061)
s(1067) =< s(1061)
s(1069) =< s(1061)
s(1071) =< aux(242)
s(1067) =< aux(242)
s(1069) =< aux(242)
s(1072) =< s(1063)
s(1073) =< s(1063)
s(1062) =< s(1061)
s(1072) =< s(1061)
s(1062) =< aux(242)
s(1072) =< aux(242)
s(1074) =< s(1066)
s(1075) =< s(1066)
s(1076) =< s(1065)
s(1064) =< s(1065)
s(1075) =< s(1065)
s(1076) =< aux(242)
s(1064) =< aux(242)
s(1075) =< aux(242)
s(1084) =< s(1083)
s(1084) =< s(1044)
s(1087) =< s(1044)
s(1087) =< s(1083)
s(1087) =< s(1084)
s(1089) =< s(1084)*(1/2)
s(1090) =< s(1084)+1
s(1092) =< s(1084)*(1/2)-1/2
s(1093) =< s(1084)*(1/2)
s(1094) =< s(1084)
s(1079) =< s(1084)*(1/2)-1/2
s(1089) =< s(1079)+1/2
s(1090) =< s(1079)*2+2
s(1092) =< s(1079)
s(1095) =< s(975)*s(1087)
s(1097) =< s(1050)*s(1093)
s(1098) =< s(1050)*s(1094)
s(1099) =< s(1053)*s(1079)
s(1101) =< s(1053)*s(1084)
s(1102) =< s(1050)*s(1089)
s(1103) =< s(1050)*s(1090)
s(1097) =< s(1050)*s(1092)
s(1099) =< s(1101)*(1/2)
s(1104) =< s(1103)
s(1105) =< s(1103)
s(1102) =< s(1061)
s(1104) =< s(1061)
s(1102) =< aux(242)
s(1104) =< aux(242)
s(1107) =< s(1098)
s(1108) =< s(1098)
s(1097) =< s(1061)
s(1107) =< s(1061)
s(1097) =< aux(242)
s(1107) =< aux(242)
s(1109) =< s(1101)
s(1110) =< s(1101)
s(1099) =< s(1065)
s(1110) =< s(1065)
s(1099) =< aux(242)
s(1110) =< aux(242)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H+1>=0,C+D>=2] 

* Chain [165]: 8*s(1121)+2*s(1123)+2*s(1124)+12*s(1125)+6*s(1126)+4*s(1128)+2*s(1135)+2*s(1137)+2*s(1139)+2*s(1142)+2*s(1144)+2*s(1145)+4*s(1146)+2*s(1147)+2*s(1148)+4*s(1149)+2*s(1150)+2*s(1151)+4*s(1152)+6*s(1201)+10*s(1202)+4*s(1204)+2*s(1211)+2*s(1213)+2*s(1215)+2*s(1218)+2*s(1220)+2*s(1221)+4*s(1222)+2*s(1223)+2*s(1224)+4*s(1225)+2*s(1226)+2*s(1227)+2
  Such that:aux(254) =< A
aux(255) =< A+G
aux(256) =< A/2
aux(257) =< D
aux(258) =< D+G
aux(259) =< D/2
aux(260) =< G+1
aux(261) =< G/2
s(1195) =< aux(261)
s(1199) =< aux(260)
s(1121) =< aux(260)
s(1201) =< aux(254)
s(1202) =< aux(254)
s(1199) =< aux(255)
s(1203) =< aux(255)
s(1204) =< aux(256)
s(1201) =< aux(256)
s(1203) =< aux(260)
s(1203) =< s(1199)
s(1205) =< s(1199)*(1/2)
s(1206) =< s(1199)+1
s(1207) =< aux(254)
s(1208) =< s(1199)*(1/2)-1/2
s(1209) =< s(1199)*(1/2)
s(1210) =< s(1199)
s(1195) =< s(1199)*(1/2)-1/2
s(1205) =< s(1195)+1/2
s(1206) =< s(1195)*2+2
s(1208) =< s(1195)
s(1211) =< s(1202)*s(1203)
s(1212) =< s(1201)*s(1207)
s(1213) =< s(1201)*s(1209)
s(1214) =< s(1201)*s(1210)
s(1215) =< s(1204)*s(1195)
s(1216) =< s(1204)*aux(254)
s(1217) =< s(1204)*s(1199)
s(1218) =< s(1201)*s(1205)
s(1219) =< s(1201)*s(1206)
s(1213) =< s(1201)*s(1208)
s(1215) =< s(1217)*(1/2)
s(1220) =< s(1219)
s(1221) =< s(1219)
s(1222) =< s(1212)
s(1218) =< s(1212)
s(1220) =< s(1212)
s(1222) =< aux(254)
s(1218) =< aux(254)
s(1220) =< aux(254)
s(1223) =< s(1214)
s(1224) =< s(1214)
s(1213) =< s(1212)
s(1223) =< s(1212)
s(1213) =< aux(254)
s(1223) =< aux(254)
s(1225) =< s(1217)
s(1226) =< s(1217)
s(1227) =< s(1216)
s(1215) =< s(1216)
s(1226) =< s(1216)
s(1227) =< aux(254)
s(1215) =< aux(254)
s(1226) =< aux(254)
s(1119) =< aux(257)
s(1119) =< aux(259)
s(1120) =< aux(260)
s(1122) =< aux(261)
s(1123) =< aux(261)
s(1124) =< aux(260)
s(1125) =< aux(257)
s(1123) =< aux(257)
s(1124) =< aux(257)
s(1126) =< aux(257)
s(1120) =< aux(258)
s(1127) =< aux(258)
s(1128) =< aux(259)
s(1126) =< aux(259)
s(1128) =< s(1119)
s(1126) =< s(1119)
s(1127) =< aux(260)
s(1127) =< s(1120)
s(1129) =< s(1120)*(1/2)
s(1130) =< s(1120)+1
s(1131) =< aux(257)
s(1132) =< s(1120)*(1/2)-1/2
s(1133) =< s(1120)*(1/2)
s(1134) =< s(1120)
s(1122) =< s(1120)*(1/2)-1/2
s(1129) =< s(1122)+1/2
s(1130) =< s(1122)*2+2
s(1132) =< s(1122)
s(1135) =< s(1125)*s(1127)
s(1136) =< s(1126)*s(1131)
s(1137) =< s(1126)*s(1133)
s(1138) =< s(1126)*s(1134)
s(1139) =< s(1128)*s(1122)
s(1140) =< s(1128)*aux(257)
s(1141) =< s(1128)*s(1120)
s(1142) =< s(1126)*s(1129)
s(1143) =< s(1126)*s(1130)
s(1137) =< s(1126)*s(1132)
s(1139) =< s(1141)*(1/2)
s(1144) =< s(1143)
s(1145) =< s(1143)
s(1146) =< s(1136)
s(1142) =< s(1136)
s(1144) =< s(1136)
s(1146) =< aux(257)
s(1142) =< aux(257)
s(1144) =< aux(257)
s(1147) =< s(1138)
s(1148) =< s(1138)
s(1137) =< s(1136)
s(1147) =< s(1136)
s(1137) =< aux(257)
s(1147) =< aux(257)
s(1149) =< s(1141)
s(1150) =< s(1141)
s(1151) =< s(1140)
s(1139) =< s(1140)
s(1150) =< s(1140)
s(1151) =< aux(257)
s(1139) =< aux(257)
s(1150) =< aux(257)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H>=0,C+D>=2] 

* Chain [164]: 2*s(1272)+3*s(1273)+5*s(1274)+2*s(1276)+1*s(1283)+1*s(1285)+1*s(1287)+1*s(1290)+1*s(1292)+1*s(1293)+2*s(1294)+1*s(1295)+1*s(1296)+2*s(1297)+1*s(1298)+1*s(1299)+1*s(1300)+1
  Such that:s(1266) =< D+G
s(1269) =< D/2
s(1270) =< G+1
s(1267) =< G/2
aux(262) =< D
s(1271) =< s(1270)
s(1272) =< s(1270)
s(1273) =< aux(262)
s(1274) =< aux(262)
s(1271) =< s(1266)
s(1275) =< s(1266)
s(1276) =< s(1269)
s(1273) =< s(1269)
s(1275) =< s(1270)
s(1275) =< s(1271)
s(1277) =< s(1271)*(1/2)
s(1278) =< s(1271)+1
s(1279) =< aux(262)
s(1280) =< s(1271)*(1/2)-1/2
s(1281) =< s(1271)*(1/2)
s(1282) =< s(1271)
s(1267) =< s(1271)*(1/2)-1/2
s(1277) =< s(1267)+1/2
s(1278) =< s(1267)*2+2
s(1280) =< s(1267)
s(1283) =< s(1274)*s(1275)
s(1284) =< s(1273)*s(1279)
s(1285) =< s(1273)*s(1281)
s(1286) =< s(1273)*s(1282)
s(1287) =< s(1276)*s(1267)
s(1288) =< s(1276)*aux(262)
s(1289) =< s(1276)*s(1271)
s(1290) =< s(1273)*s(1277)
s(1291) =< s(1273)*s(1278)
s(1285) =< s(1273)*s(1280)
s(1287) =< s(1289)*(1/2)
s(1292) =< s(1291)
s(1293) =< s(1291)
s(1294) =< s(1284)
s(1290) =< s(1284)
s(1292) =< s(1284)
s(1294) =< aux(262)
s(1290) =< aux(262)
s(1292) =< aux(262)
s(1295) =< s(1286)
s(1296) =< s(1286)
s(1285) =< s(1284)
s(1295) =< s(1284)
s(1285) =< aux(262)
s(1295) =< aux(262)
s(1297) =< s(1289)
s(1298) =< s(1289)
s(1299) =< s(1288)
s(1287) =< s(1288)
s(1298) =< s(1288)
s(1299) =< aux(262)
s(1287) =< aux(262)
s(1298) =< aux(262)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H>=1,C+D>=2] 

* Chain [163]: 2*s(1308)+3*s(1309)+5*s(1310)+2*s(1312)+1*s(1319)+1*s(1321)+1*s(1323)+1*s(1326)+1*s(1328)+1*s(1329)+2*s(1330)+1*s(1331)+1*s(1332)+2*s(1333)+1*s(1334)+1*s(1335)+1*s(1336)+1
  Such that:s(1302) =< D+G
s(1305) =< D/2
s(1306) =< G+1
s(1303) =< G/2
aux(263) =< D
s(1307) =< s(1306)
s(1308) =< s(1306)
s(1309) =< aux(263)
s(1310) =< aux(263)
s(1307) =< s(1302)
s(1311) =< s(1302)
s(1312) =< s(1305)
s(1309) =< s(1305)
s(1311) =< s(1306)
s(1311) =< s(1307)
s(1313) =< s(1307)*(1/2)
s(1314) =< s(1307)+1
s(1315) =< aux(263)
s(1316) =< s(1307)*(1/2)-1/2
s(1317) =< s(1307)*(1/2)
s(1318) =< s(1307)
s(1303) =< s(1307)*(1/2)-1/2
s(1313) =< s(1303)+1/2
s(1314) =< s(1303)*2+2
s(1316) =< s(1303)
s(1319) =< s(1310)*s(1311)
s(1320) =< s(1309)*s(1315)
s(1321) =< s(1309)*s(1317)
s(1322) =< s(1309)*s(1318)
s(1323) =< s(1312)*s(1303)
s(1324) =< s(1312)*aux(263)
s(1325) =< s(1312)*s(1307)
s(1326) =< s(1309)*s(1313)
s(1327) =< s(1309)*s(1314)
s(1321) =< s(1309)*s(1316)
s(1323) =< s(1325)*(1/2)
s(1328) =< s(1327)
s(1329) =< s(1327)
s(1330) =< s(1320)
s(1326) =< s(1320)
s(1328) =< s(1320)
s(1330) =< aux(263)
s(1326) =< aux(263)
s(1328) =< aux(263)
s(1331) =< s(1322)
s(1332) =< s(1322)
s(1321) =< s(1320)
s(1331) =< s(1320)
s(1321) =< aux(263)
s(1331) =< aux(263)
s(1333) =< s(1325)
s(1334) =< s(1325)
s(1335) =< s(1324)
s(1323) =< s(1324)
s(1334) =< s(1324)
s(1335) =< aux(263)
s(1323) =< aux(263)
s(1334) =< aux(263)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H>=2,C+D>=2] 

* Chain [162]: 1*s(1337)+1*s(1340)+1*s(1341)+1*s(1342)+1
  Such that:s(1339) =< -C+G+1
s(1337) =< -C/2+G/2+1/2
s(1338) =< D
s(1337) =< G/2
s(1337) =< H/2
s(1340) =< s(1339)
s(1341) =< s(1339)
s(1342) =< s(1338)
s(1337) =< s(1338)
s(1340) =< s(1338)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H+1>=C] 

* Chain [161]: 1*s(1343)+2*s(1346)+1*s(1347)+1*s(1349)+1
  Such that:s(1345) =< -B+G+1
s(1343) =< -B/2+G/2+1/2
s(1344) =< D
s(1343) =< G/2
s(1346) =< s(1345)
s(1347) =< s(1345)
s(1349) =< s(1344)
s(1343) =< s(1344)
s(1347) =< s(1344)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,H>=C] 

* Chain [160]: 1*s(1354)+1*s(1362)+1*s(1363)+21*s(1364)+3*s(1365)+2*s(1367)+1*s(1374)+1*s(1376)+1*s(1378)+1*s(1381)+1*s(1383)+1*s(1384)+2*s(1385)+1*s(1386)+1*s(1387)+2*s(1388)+1*s(1389)+1*s(1390)+5*s(1391)+1*s(1396)+1*s(1405)+1*s(1406)+6*s(1407)+3*s(1408)+2*s(1410)+1*s(1417)+1*s(1419)+1*s(1421)+1*s(1424)+1*s(1426)+1*s(1427)+2*s(1428)+1*s(1429)+1*s(1430)+2*s(1431)+1*s(1432)+1*s(1433)+9*s(1446)+6*s(1449)+2*s(1456)+2*s(1458)+2*s(1460)+2*s(1463)+2*s(1465)+2*s(1466)+6*s(1467)+2*s(1468)+2*s(1469)+4*s(1470)+2*s(1471)+3*s(1472)+1*s(1491)+1*s(1493)+1*s(1495)+1*s(1498)+1*s(1500)+1*s(1501)+1*s(1503)+1*s(1504)+2*s(1505)+1*s(1506)+1
  Such that:s(1475) =< A+G
aux(269) =< D
s(1475) =< D+G
s(1401) =< D/2
aux(282) =< A
aux(283) =< A+H
aux(284) =< A/2
aux(285) =< D+H
aux(286) =< G+1
aux(287) =< G+2
aux(288) =< G/2
aux(289) =< G/2+1/2
aux(290) =< H+1
aux(291) =< H+2
aux(292) =< H/2
aux(293) =< H/2+1/2
s(1351) =< aux(283)
s(1351) =< aux(285)
s(1353) =< aux(288)
s(1477) =< aux(288)
s(1354) =< aux(289)
s(1396) =< aux(289)
s(1353) =< aux(292)
s(1477) =< aux(292)
s(1354) =< aux(293)
s(1396) =< aux(293)
s(1352) =< aux(286)
s(1478) =< aux(286)
s(1352) =< aux(290)
s(1478) =< aux(290)
s(1446) =< aux(282)
s(1364) =< aux(282)
s(1478) =< s(1475)
s(1483) =< s(1475)
s(1449) =< aux(284)
s(1446) =< aux(284)
s(1478) =< s(1352)
s(1483) =< s(1352)
s(1483) =< s(1478)
s(1485) =< s(1478)*(1/2)
s(1486) =< s(1478)+1
s(1370) =< aux(282)
s(1488) =< s(1478)*(1/2)-1/2
s(1489) =< s(1478)*(1/2)
s(1490) =< s(1478)
s(1477) =< s(1478)*(1/2)-1/2
s(1485) =< s(1477)+1/2
s(1486) =< s(1477)*2+2
s(1488) =< s(1477)
s(1491) =< s(1364)*s(1483)
s(1457) =< s(1446)*s(1370)
s(1493) =< s(1446)*s(1489)
s(1494) =< s(1446)*s(1490)
s(1495) =< s(1449)*s(1477)
s(1461) =< s(1449)*aux(282)
s(1497) =< s(1449)*s(1478)
s(1498) =< s(1446)*s(1485)
s(1499) =< s(1446)*s(1486)
s(1493) =< s(1446)*s(1488)
s(1495) =< s(1497)*(1/2)
s(1500) =< s(1499)
s(1501) =< s(1499)
s(1467) =< s(1457)
s(1498) =< s(1457)
s(1500) =< s(1457)
s(1467) =< aux(282)
s(1498) =< aux(282)
s(1500) =< aux(282)
s(1503) =< s(1494)
s(1504) =< s(1494)
s(1493) =< s(1457)
s(1503) =< s(1457)
s(1493) =< aux(282)
s(1503) =< aux(282)
s(1505) =< s(1497)
s(1506) =< s(1497)
s(1472) =< s(1461)
s(1495) =< s(1461)
s(1506) =< s(1461)
s(1472) =< aux(282)
s(1495) =< aux(282)
s(1506) =< aux(282)
s(1355) =< aux(286)
s(1358) =< aux(287)
s(1355) =< aux(290)
s(1358) =< aux(291)
s(1360) =< aux(282)
s(1360) =< aux(284)
s(1362) =< s(1358)
s(1363) =< s(1358)
s(1354) =< aux(282)
s(1362) =< aux(282)
s(1365) =< aux(282)
s(1355) =< s(1351)
s(1366) =< s(1351)
s(1367) =< aux(284)
s(1365) =< aux(284)
s(1367) =< s(1360)
s(1365) =< s(1360)
s(1355) =< s(1352)
s(1366) =< s(1352)
s(1366) =< s(1355)
s(1368) =< s(1355)*(1/2)
s(1369) =< s(1355)+1
s(1371) =< s(1355)*(1/2)-1/2
s(1372) =< s(1355)*(1/2)
s(1373) =< s(1355)
s(1353) =< s(1355)*(1/2)-1/2
s(1368) =< s(1353)+1/2
s(1369) =< s(1353)*2+2
s(1371) =< s(1353)
s(1374) =< s(1364)*s(1366)
s(1375) =< s(1365)*s(1370)
s(1376) =< s(1365)*s(1372)
s(1377) =< s(1365)*s(1373)
s(1378) =< s(1367)*s(1353)
s(1379) =< s(1367)*aux(282)
s(1380) =< s(1367)*s(1355)
s(1381) =< s(1365)*s(1368)
s(1382) =< s(1365)*s(1369)
s(1376) =< s(1365)*s(1371)
s(1378) =< s(1380)*(1/2)
s(1383) =< s(1382)
s(1384) =< s(1382)
s(1385) =< s(1375)
s(1381) =< s(1375)
s(1383) =< s(1375)
s(1385) =< aux(282)
s(1381) =< aux(282)
s(1383) =< aux(282)
s(1386) =< s(1377)
s(1387) =< s(1377)
s(1376) =< s(1375)
s(1386) =< s(1375)
s(1376) =< aux(282)
s(1386) =< aux(282)
s(1388) =< s(1380)
s(1389) =< s(1380)
s(1390) =< s(1379)
s(1378) =< s(1379)
s(1389) =< s(1379)
s(1390) =< aux(282)
s(1378) =< aux(282)
s(1389) =< aux(282)
s(1398) =< aux(287)
s(1398) =< aux(291)
s(1403) =< aux(269)
s(1403) =< s(1401)
s(1398) =< s(1358)
s(1405) =< s(1398)
s(1406) =< s(1398)
s(1407) =< aux(269)
s(1396) =< aux(269)
s(1405) =< aux(269)
s(1408) =< aux(269)
s(1410) =< s(1401)
s(1408) =< s(1401)
s(1410) =< s(1403)
s(1408) =< s(1403)
s(1413) =< aux(269)
s(1417) =< s(1407)*s(1366)
s(1418) =< s(1408)*s(1413)
s(1419) =< s(1408)*s(1372)
s(1420) =< s(1408)*s(1373)
s(1421) =< s(1410)*s(1353)
s(1422) =< s(1410)*aux(269)
s(1423) =< s(1410)*s(1355)
s(1424) =< s(1408)*s(1368)
s(1425) =< s(1408)*s(1369)
s(1419) =< s(1408)*s(1371)
s(1421) =< s(1423)*(1/2)
s(1426) =< s(1425)
s(1427) =< s(1425)
s(1428) =< s(1418)
s(1424) =< s(1418)
s(1426) =< s(1418)
s(1428) =< aux(269)
s(1424) =< aux(269)
s(1426) =< aux(269)
s(1429) =< s(1420)
s(1430) =< s(1420)
s(1419) =< s(1418)
s(1429) =< s(1418)
s(1419) =< aux(269)
s(1429) =< aux(269)
s(1431) =< s(1423)
s(1432) =< s(1423)
s(1433) =< s(1422)
s(1421) =< s(1422)
s(1432) =< s(1422)
s(1433) =< aux(269)
s(1421) =< aux(269)
s(1432) =< aux(269)
s(1440) =< aux(288)
s(1440) =< aux(292)
s(1444) =< s(1440)
s(1445) =< s(1352)
s(1445) =< s(1351)
s(1448) =< s(1351)
s(1448) =< s(1352)
s(1448) =< s(1445)
s(1450) =< s(1445)*(1/2)
s(1451) =< s(1445)+1
s(1453) =< s(1445)*(1/2)-1/2
s(1454) =< s(1445)*(1/2)
s(1455) =< s(1445)
s(1444) =< s(1445)*(1/2)-1/2
s(1450) =< s(1444)+1/2
s(1451) =< s(1444)*2+2
s(1453) =< s(1444)
s(1456) =< s(1364)*s(1448)
s(1458) =< s(1446)*s(1454)
s(1459) =< s(1446)*s(1455)
s(1460) =< s(1449)*s(1444)
s(1462) =< s(1449)*s(1445)
s(1463) =< s(1446)*s(1450)
s(1464) =< s(1446)*s(1451)
s(1458) =< s(1446)*s(1453)
s(1460) =< s(1462)*(1/2)
s(1465) =< s(1464)
s(1466) =< s(1464)
s(1463) =< s(1457)
s(1465) =< s(1457)
s(1463) =< aux(282)
s(1465) =< aux(282)
s(1468) =< s(1459)
s(1469) =< s(1459)
s(1458) =< s(1457)
s(1468) =< s(1457)
s(1458) =< aux(282)
s(1468) =< aux(282)
s(1470) =< s(1462)
s(1471) =< s(1462)
s(1460) =< s(1461)
s(1471) =< s(1461)
s(1460) =< aux(282)
s(1471) =< aux(282)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=1,C+D>=2] 

* Chain [159]: 3*s(1509)+3
  Such that:aux(294) =< -B+G
s(1509) =< aux(294)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H+1>=0,H>=C+1] 

* Chain [158]: 2*s(1512)+6*s(1520)+10*s(1521)+4*s(1523)+2*s(1530)+2*s(1532)+2*s(1534)+2*s(1537)+2*s(1539)+2*s(1540)+4*s(1541)+2*s(1542)+2*s(1543)+4*s(1544)+2*s(1545)+2*s(1546)+2*s(1547)+3
  Such that:aux(298) =< A
aux(299) =< A+H
aux(300) =< A/2
aux(301) =< -C+H
aux(302) =< G/2
aux(303) =< H+1
aux(304) =< H/2
s(1512) =< aux(301)
s(1514) =< aux(302)
s(1514) =< aux(304)
s(1519) =< aux(303)
s(1520) =< aux(298)
s(1521) =< aux(298)
s(1519) =< aux(299)
s(1522) =< aux(299)
s(1523) =< aux(300)
s(1520) =< aux(300)
s(1522) =< aux(303)
s(1522) =< s(1519)
s(1524) =< s(1519)*(1/2)
s(1525) =< s(1519)+1
s(1526) =< aux(298)
s(1527) =< s(1519)*(1/2)-1/2
s(1528) =< s(1519)*(1/2)
s(1529) =< s(1519)
s(1514) =< s(1519)*(1/2)-1/2
s(1524) =< s(1514)+1/2
s(1525) =< s(1514)*2+2
s(1527) =< s(1514)
s(1530) =< s(1521)*s(1522)
s(1531) =< s(1520)*s(1526)
s(1532) =< s(1520)*s(1528)
s(1533) =< s(1520)*s(1529)
s(1534) =< s(1523)*s(1514)
s(1535) =< s(1523)*aux(298)
s(1536) =< s(1523)*s(1519)
s(1537) =< s(1520)*s(1524)
s(1538) =< s(1520)*s(1525)
s(1532) =< s(1520)*s(1527)
s(1534) =< s(1536)*(1/2)
s(1539) =< s(1538)
s(1540) =< s(1538)
s(1541) =< s(1531)
s(1537) =< s(1531)
s(1539) =< s(1531)
s(1541) =< aux(298)
s(1537) =< aux(298)
s(1539) =< aux(298)
s(1542) =< s(1533)
s(1543) =< s(1533)
s(1532) =< s(1531)
s(1542) =< s(1531)
s(1532) =< aux(298)
s(1542) =< aux(298)
s(1544) =< s(1536)
s(1545) =< s(1536)
s(1546) =< s(1535)
s(1534) =< s(1535)
s(1545) =< s(1535)
s(1546) =< aux(298)
s(1534) =< aux(298)
s(1545) =< aux(298)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H+1>=0,H>=C+1,D+H>=1] 

* Chain [157]: 1*s(1584)+1*s(1592)+3*s(1593)+5*s(1594)+2*s(1596)+1*s(1603)+1*s(1605)+1*s(1607)+1*s(1610)+1*s(1612)+1*s(1613)+2*s(1614)+1*s(1615)+1*s(1616)+2*s(1617)+1*s(1618)+1*s(1619)+1*s(1620)+3
  Such that:s(1585) =< A+G
s(1589) =< A/2
s(1584) =< -C+G
s(1590) =< G+1
s(1587) =< G/2
aux(305) =< A
s(1591) =< s(1590)
s(1592) =< s(1590)
s(1593) =< aux(305)
s(1594) =< aux(305)
s(1591) =< s(1585)
s(1595) =< s(1585)
s(1596) =< s(1589)
s(1593) =< s(1589)
s(1595) =< s(1590)
s(1595) =< s(1591)
s(1597) =< s(1591)*(1/2)
s(1598) =< s(1591)+1
s(1599) =< aux(305)
s(1600) =< s(1591)*(1/2)-1/2
s(1601) =< s(1591)*(1/2)
s(1602) =< s(1591)
s(1587) =< s(1591)*(1/2)-1/2
s(1597) =< s(1587)+1/2
s(1598) =< s(1587)*2+2
s(1600) =< s(1587)
s(1603) =< s(1594)*s(1595)
s(1604) =< s(1593)*s(1599)
s(1605) =< s(1593)*s(1601)
s(1606) =< s(1593)*s(1602)
s(1607) =< s(1596)*s(1587)
s(1608) =< s(1596)*aux(305)
s(1609) =< s(1596)*s(1591)
s(1610) =< s(1593)*s(1597)
s(1611) =< s(1593)*s(1598)
s(1605) =< s(1593)*s(1600)
s(1607) =< s(1609)*(1/2)
s(1612) =< s(1611)
s(1613) =< s(1611)
s(1614) =< s(1604)
s(1610) =< s(1604)
s(1612) =< s(1604)
s(1614) =< aux(305)
s(1610) =< aux(305)
s(1612) =< aux(305)
s(1615) =< s(1606)
s(1616) =< s(1606)
s(1605) =< s(1604)
s(1615) =< s(1604)
s(1605) =< aux(305)
s(1615) =< aux(305)
s(1617) =< s(1609)
s(1618) =< s(1609)
s(1619) =< s(1608)
s(1607) =< s(1608)
s(1618) =< s(1608)
s(1619) =< aux(305)
s(1607) =< aux(305)
s(1618) =< aux(305)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H>=0,H>=C+1] 

* Chain [156]: 3*s(1621)+3
  Such that:aux(306) =< -B+G
s(1621) =< aux(306)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H>=0,H>=C+2] 

* Chain [155]: 1*s(1626)+2*s(1628)+2*s(1629)+2*s(1630)+1*s(1633)+1
  Such that:s(1626) =< -B/2+G/2
s(1633) =< -B/2+H/2
aux(309) =< -B+G
aux(310) =< -C/2+G/2
aux(311) =< D
s(1626) =< aux(310)
s(1633) =< aux(310)
s(1628) =< aux(309)
s(1629) =< aux(309)
s(1630) =< aux(311)
s(1626) =< aux(311)
s(1628) =< aux(311)
s(1633) =< aux(311)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H>=C] 

* Chain [154]: 5*s(1639)+2*s(1642)+2*s(1644)+2*s(1646)+1
  Such that:aux(314) =< -B+H
aux(315) =< -B/2+H/2
aux(316) =< -C/2+G/2
aux(317) =< D
s(1639) =< aux(314)
s(1642) =< aux(315)
s(1642) =< aux(316)
s(1644) =< aux(314)
s(1646) =< aux(317)
s(1642) =< aux(317)
s(1644) =< aux(317)

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H>=C+1] 

* Chain [153]: 1*s(1657)+1*s(1658)+1
  Such that:s(1658) =< -B+G
s(1657) =< -B+H

  with precondition: [D=A,C=B,F=E,H=G,D>=1,H>=C+2] 

* Chain [152]: 2*s(1659)+1
  Such that:aux(318) =< -B+H
s(1659) =< aux(318)

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

* Chain [151]: 3*s(1663)+3*s(1667)+3*s(1668)+3*s(1669)+1*s(1690)+2*s(1694)+2*s(1695)+17*s(1696)+9*s(1708)+6*s(1711)+2*s(1718)+2*s(1720)+2*s(1722)+2*s(1725)+2*s(1727)+2*s(1728)+6*s(1729)+2*s(1730)+2*s(1731)+4*s(1732)+2*s(1733)+3*s(1734)+3*s(1735)+1*s(1738)+1*s(1762)+1*s(1764)+1*s(1766)+1*s(1769)+1*s(1771)+1*s(1772)+1*s(1774)+1*s(1775)+2*s(1776)+1*s(1777)+1
  Such that:s(1746) =< A+G
s(1699) =< A+H
s(1690) =< -B/2+H/2
s(1690) =< -C/2+G/2
aux(340) =< A
aux(341) =< A/2
aux(342) =< -B+G+1
aux(343) =< -B+H+1
aux(344) =< -B/2+G/2
aux(345) =< -C+G+1
aux(346) =< -C+H+1
aux(347) =< -C/2+H/2
aux(348) =< D
aux(349) =< D+G
aux(350) =< G+1
aux(351) =< G/2
aux(352) =< H+1
aux(353) =< H/2
s(1700) =< aux(341)
s(1663) =< aux(344)
s(1738) =< aux(344)
s(1663) =< aux(347)
s(1738) =< aux(347)
s(1699) =< aux(349)
s(1746) =< aux(349)
s(1748) =< aux(351)
s(1748) =< aux(353)
s(1700) =< aux(340)
s(1688) =< aux(343)
s(1688) =< aux(345)
s(1701) =< aux(350)
s(1749) =< aux(350)
s(1701) =< aux(352)
s(1749) =< aux(352)
s(1708) =< aux(340)
s(1696) =< aux(340)
s(1749) =< s(1746)
s(1754) =< s(1746)
s(1711) =< s(1700)
s(1708) =< s(1700)
s(1749) =< s(1701)
s(1754) =< s(1701)
s(1754) =< s(1749)
s(1756) =< s(1749)*(1/2)
s(1757) =< s(1749)+1
s(1714) =< aux(340)
s(1759) =< s(1749)*(1/2)-1/2
s(1760) =< s(1749)*(1/2)
s(1761) =< s(1749)
s(1748) =< s(1749)*(1/2)-1/2
s(1756) =< s(1748)+1/2
s(1757) =< s(1748)*2+2
s(1759) =< s(1748)
s(1762) =< s(1696)*s(1754)
s(1719) =< s(1708)*s(1714)
s(1764) =< s(1708)*s(1760)
s(1765) =< s(1708)*s(1761)
s(1766) =< s(1711)*s(1748)
s(1723) =< s(1711)*aux(340)
s(1768) =< s(1711)*s(1749)
s(1769) =< s(1708)*s(1756)
s(1770) =< s(1708)*s(1757)
s(1764) =< s(1708)*s(1759)
s(1766) =< s(1768)*(1/2)
s(1771) =< s(1770)
s(1772) =< s(1770)
s(1729) =< s(1719)
s(1769) =< s(1719)
s(1771) =< s(1719)
s(1729) =< aux(340)
s(1769) =< aux(340)
s(1771) =< aux(340)
s(1774) =< s(1765)
s(1775) =< s(1765)
s(1764) =< s(1719)
s(1774) =< s(1719)
s(1764) =< aux(340)
s(1774) =< aux(340)
s(1776) =< s(1768)
s(1777) =< s(1768)
s(1734) =< s(1723)
s(1766) =< s(1723)
s(1777) =< s(1723)
s(1734) =< aux(340)
s(1766) =< aux(340)
s(1777) =< aux(340)
s(1694) =< s(1688)
s(1695) =< s(1688)
s(1738) =< aux(340)
s(1694) =< aux(340)
s(1702) =< aux(351)
s(1702) =< aux(353)
s(1706) =< s(1702)
s(1707) =< s(1701)
s(1707) =< s(1699)
s(1710) =< s(1699)
s(1710) =< s(1701)
s(1710) =< s(1707)
s(1712) =< s(1707)*(1/2)
s(1713) =< s(1707)+1
s(1715) =< s(1707)*(1/2)-1/2
s(1716) =< s(1707)*(1/2)
s(1717) =< s(1707)
s(1706) =< s(1707)*(1/2)-1/2
s(1712) =< s(1706)+1/2
s(1713) =< s(1706)*2+2
s(1715) =< s(1706)
s(1718) =< s(1696)*s(1710)
s(1720) =< s(1708)*s(1716)
s(1721) =< s(1708)*s(1717)
s(1722) =< s(1711)*s(1706)
s(1724) =< s(1711)*s(1707)
s(1725) =< s(1708)*s(1712)
s(1726) =< s(1708)*s(1713)
s(1720) =< s(1708)*s(1715)
s(1722) =< s(1724)*(1/2)
s(1727) =< s(1726)
s(1728) =< s(1726)
s(1725) =< s(1719)
s(1727) =< s(1719)
s(1725) =< aux(340)
s(1727) =< aux(340)
s(1730) =< s(1721)
s(1731) =< s(1721)
s(1720) =< s(1719)
s(1730) =< s(1719)
s(1720) =< aux(340)
s(1730) =< aux(340)
s(1732) =< s(1724)
s(1733) =< s(1724)
s(1722) =< s(1723)
s(1733) =< s(1723)
s(1722) =< aux(340)
s(1733) =< aux(340)
s(1690) =< aux(340)
s(1661) =< aux(342)
s(1661) =< aux(346)
s(1667) =< s(1661)
s(1668) =< s(1661)
s(1669) =< aux(348)
s(1663) =< aux(348)
s(1667) =< aux(348)

  with precondition: [D=A,C=B,F=E,H=G,D>=2] 

* Chain [150]: 5*s(1788)+2*s(1790)+2*s(1791)+12*s(1792)+6*s(1793)+4*s(1795)+2*s(1802)+2*s(1804)+2*s(1806)+2*s(1809)+2*s(1811)+2*s(1812)+4*s(1813)+2*s(1814)+2*s(1815)+4*s(1816)+2*s(1817)+2*s(1818)+2*s(1819)+3
  Such that:aux(356) =< A
aux(357) =< A+G
aux(358) =< A/2
aux(359) =< G+1
aux(360) =< G/2
s(1786) =< aux(356)
s(1786) =< aux(358)
s(1787) =< aux(359)
s(1788) =< aux(359)
s(1789) =< aux(360)
s(1790) =< aux(360)
s(1791) =< aux(359)
s(1792) =< aux(356)
s(1790) =< aux(356)
s(1791) =< aux(356)
s(1793) =< aux(356)
s(1787) =< aux(357)
s(1794) =< aux(357)
s(1795) =< aux(358)
s(1793) =< aux(358)
s(1795) =< s(1786)
s(1793) =< s(1786)
s(1794) =< aux(359)
s(1794) =< s(1787)
s(1796) =< s(1787)*(1/2)
s(1797) =< s(1787)+1
s(1798) =< aux(356)
s(1799) =< s(1787)*(1/2)-1/2
s(1800) =< s(1787)*(1/2)
s(1801) =< s(1787)
s(1789) =< s(1787)*(1/2)-1/2
s(1796) =< s(1789)+1/2
s(1797) =< s(1789)*2+2
s(1799) =< s(1789)
s(1802) =< s(1792)*s(1794)
s(1803) =< s(1793)*s(1798)
s(1804) =< s(1793)*s(1800)
s(1805) =< s(1793)*s(1801)
s(1806) =< s(1795)*s(1789)
s(1807) =< s(1795)*aux(356)
s(1808) =< s(1795)*s(1787)
s(1809) =< s(1793)*s(1796)
s(1810) =< s(1793)*s(1797)
s(1804) =< s(1793)*s(1799)
s(1806) =< s(1808)*(1/2)
s(1811) =< s(1810)
s(1812) =< s(1810)
s(1813) =< s(1803)
s(1809) =< s(1803)
s(1811) =< s(1803)
s(1813) =< aux(356)
s(1809) =< aux(356)
s(1811) =< aux(356)
s(1814) =< s(1805)
s(1815) =< s(1805)
s(1804) =< s(1803)
s(1814) =< s(1803)
s(1804) =< aux(356)
s(1814) =< aux(356)
s(1816) =< s(1808)
s(1817) =< s(1808)
s(1818) =< s(1807)
s(1806) =< s(1807)
s(1817) =< s(1807)
s(1818) =< aux(356)
s(1806) =< aux(356)
s(1817) =< aux(356)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=0,H>=C,C+D>=2] 

* Chain [149]: 2*s(1867)+3*s(1868)+5*s(1869)+2*s(1871)+1*s(1878)+1*s(1880)+1*s(1882)+1*s(1885)+1*s(1887)+1*s(1888)+2*s(1889)+1*s(1890)+1*s(1891)+2*s(1892)+1*s(1893)+1*s(1894)+1*s(1895)+3
  Such that:s(1861) =< A+G
s(1864) =< A/2
s(1865) =< G+1
s(1862) =< G/2
aux(361) =< A
s(1866) =< s(1865)
s(1867) =< s(1865)
s(1868) =< aux(361)
s(1869) =< aux(361)
s(1866) =< s(1861)
s(1870) =< s(1861)
s(1871) =< s(1864)
s(1868) =< s(1864)
s(1870) =< s(1865)
s(1870) =< s(1866)
s(1872) =< s(1866)*(1/2)
s(1873) =< s(1866)+1
s(1874) =< aux(361)
s(1875) =< s(1866)*(1/2)-1/2
s(1876) =< s(1866)*(1/2)
s(1877) =< s(1866)
s(1862) =< s(1866)*(1/2)-1/2
s(1872) =< s(1862)+1/2
s(1873) =< s(1862)*2+2
s(1875) =< s(1862)
s(1878) =< s(1869)*s(1870)
s(1879) =< s(1868)*s(1874)
s(1880) =< s(1868)*s(1876)
s(1881) =< s(1868)*s(1877)
s(1882) =< s(1871)*s(1862)
s(1883) =< s(1871)*aux(361)
s(1884) =< s(1871)*s(1866)
s(1885) =< s(1868)*s(1872)
s(1886) =< s(1868)*s(1873)
s(1880) =< s(1868)*s(1875)
s(1882) =< s(1884)*(1/2)
s(1887) =< s(1886)
s(1888) =< s(1886)
s(1889) =< s(1879)
s(1885) =< s(1879)
s(1887) =< s(1879)
s(1889) =< aux(361)
s(1885) =< aux(361)
s(1887) =< aux(361)
s(1890) =< s(1881)
s(1891) =< s(1881)
s(1880) =< s(1879)
s(1890) =< s(1879)
s(1880) =< aux(361)
s(1890) =< aux(361)
s(1892) =< s(1884)
s(1893) =< s(1884)
s(1894) =< s(1883)
s(1882) =< s(1883)
s(1893) =< s(1883)
s(1894) =< aux(361)
s(1882) =< aux(361)
s(1893) =< aux(361)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=1,H>=C,C+D>=2] 

* Chain [148]: 2*s(1903)+3*s(1904)+5*s(1905)+2*s(1907)+1*s(1914)+1*s(1916)+1*s(1918)+1*s(1921)+1*s(1923)+1*s(1924)+2*s(1925)+1*s(1926)+1*s(1927)+2*s(1928)+1*s(1929)+1*s(1930)+1*s(1931)+3
  Such that:s(1897) =< A+G
s(1900) =< A/2
s(1901) =< G+1
s(1898) =< G/2
aux(362) =< A
s(1902) =< s(1901)
s(1903) =< s(1901)
s(1904) =< aux(362)
s(1905) =< aux(362)
s(1902) =< s(1897)
s(1906) =< s(1897)
s(1907) =< s(1900)
s(1904) =< s(1900)
s(1906) =< s(1901)
s(1906) =< s(1902)
s(1908) =< s(1902)*(1/2)
s(1909) =< s(1902)+1
s(1910) =< aux(362)
s(1911) =< s(1902)*(1/2)-1/2
s(1912) =< s(1902)*(1/2)
s(1913) =< s(1902)
s(1898) =< s(1902)*(1/2)-1/2
s(1908) =< s(1898)+1/2
s(1909) =< s(1898)*2+2
s(1911) =< s(1898)
s(1914) =< s(1905)*s(1906)
s(1915) =< s(1904)*s(1910)
s(1916) =< s(1904)*s(1912)
s(1917) =< s(1904)*s(1913)
s(1918) =< s(1907)*s(1898)
s(1919) =< s(1907)*aux(362)
s(1920) =< s(1907)*s(1902)
s(1921) =< s(1904)*s(1908)
s(1922) =< s(1904)*s(1909)
s(1916) =< s(1904)*s(1911)
s(1918) =< s(1920)*(1/2)
s(1923) =< s(1922)
s(1924) =< s(1922)
s(1925) =< s(1915)
s(1921) =< s(1915)
s(1923) =< s(1915)
s(1925) =< aux(362)
s(1921) =< aux(362)
s(1923) =< aux(362)
s(1926) =< s(1917)
s(1927) =< s(1917)
s(1916) =< s(1915)
s(1926) =< s(1915)
s(1916) =< aux(362)
s(1926) =< aux(362)
s(1928) =< s(1920)
s(1929) =< s(1920)
s(1930) =< s(1919)
s(1918) =< s(1919)
s(1929) =< s(1919)
s(1930) =< aux(362)
s(1918) =< aux(362)
s(1929) =< aux(362)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=2,H>=C,C+D>=2] 

* Chain [147]: 2*s(1932)+2*s(1937)+2*s(1938)+4*s(1939)+2*s(1941)+2*s(1943)+2*s(1944)+3
  Such that:aux(363) =< -B+G
aux(364) =< -B/2+G/2
aux(365) =< -C+G+1
aux(366) =< -C/2+G/2
aux(367) =< D
aux(368) =< G+2
aux(369) =< G/2
aux(370) =< H/2
s(1941) =< aux(364)
s(1932) =< aux(366)
s(1941) =< aux(369)
s(1941) =< aux(370)
s(1943) =< aux(363)
s(1944) =< aux(363)
s(1939) =< aux(367)
s(1941) =< aux(367)
s(1943) =< aux(367)
s(1936) =< aux(365)
s(1936) =< aux(368)
s(1937) =< s(1936)
s(1938) =< s(1936)
s(1932) =< aux(367)
s(1937) =< aux(367)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=C] 

* Chain [146]: 1*s(1962)+2*s(1971)+2*s(1972)+12*s(1973)+6*s(1974)+4*s(1976)+2*s(1983)+1*s(1985)+1*s(1987)+1*s(1990)+1*s(1992)+1*s(1993)+4*s(1994)+2*s(1995)+2*s(1996)+4*s(1997)+2*s(1998)+2*s(1999)+4*s(2000)+2*s(2005)+2*s(2013)+2*s(2014)+12*s(2015)+6*s(2016)+4*s(2018)+2*s(2025)+2*s(2027)+2*s(2029)+2*s(2032)+2*s(2034)+2*s(2035)+4*s(2036)+2*s(2037)+2*s(2038)+4*s(2039)+2*s(2040)+2*s(2041)+1*s(2046)+1*s(2067)+1*s(2069)+1*s(2072)+1*s(2074)+1*s(2075)+3
  Such that:aux(383) =< A
aux(384) =< A+H
aux(385) =< A/2
aux(386) =< D
aux(387) =< D+H
aux(388) =< D/2
aux(389) =< G/2
aux(390) =< H+1
aux(391) =< H+2
aux(392) =< H/2
aux(393) =< H/2+1/2
s(2004) =< aux(389)
s(2004) =< aux(392)
s(1962) =< aux(393)
s(2005) =< aux(393)
s(2046) =< aux(393)
s(2006) =< aux(390)
s(2011) =< aux(383)
s(2011) =< aux(385)
s(2013) =< aux(391)
s(2014) =< aux(391)
s(2015) =< aux(383)
s(2005) =< aux(383)
s(2013) =< aux(383)
s(2016) =< aux(383)
s(2006) =< aux(384)
s(2017) =< aux(384)
s(2018) =< aux(385)
s(2016) =< aux(385)
s(2018) =< s(2011)
s(2016) =< s(2011)
s(2017) =< aux(390)
s(2017) =< s(2006)
s(2019) =< s(2006)*(1/2)
s(2020) =< s(2006)+1
s(2021) =< aux(383)
s(2022) =< s(2006)*(1/2)-1/2
s(2023) =< s(2006)*(1/2)
s(2024) =< s(2006)
s(2004) =< s(2006)*(1/2)-1/2
s(2019) =< s(2004)+1/2
s(2020) =< s(2004)*2+2
s(2022) =< s(2004)
s(2025) =< s(2015)*s(2017)
s(2026) =< s(2016)*s(2021)
s(2027) =< s(2016)*s(2023)
s(2028) =< s(2016)*s(2024)
s(2029) =< s(2018)*s(2004)
s(2030) =< s(2018)*aux(383)
s(2031) =< s(2018)*s(2006)
s(2032) =< s(2016)*s(2019)
s(2033) =< s(2016)*s(2020)
s(2027) =< s(2016)*s(2022)
s(2029) =< s(2031)*(1/2)
s(2034) =< s(2033)
s(2035) =< s(2033)
s(2036) =< s(2026)
s(2032) =< s(2026)
s(2034) =< s(2026)
s(2036) =< aux(383)
s(2032) =< aux(383)
s(2034) =< aux(383)
s(2037) =< s(2028)
s(2038) =< s(2028)
s(2027) =< s(2026)
s(2037) =< s(2026)
s(2027) =< aux(383)
s(2037) =< aux(383)
s(2039) =< s(2031)
s(2040) =< s(2031)
s(2041) =< s(2030)
s(2029) =< s(2030)
s(2040) =< s(2030)
s(2041) =< aux(383)
s(2029) =< aux(383)
s(2040) =< aux(383)
s(1966) =< aux(389)
s(1966) =< aux(392)
s(1968) =< aux(386)
s(1968) =< aux(388)
s(1969) =< aux(390)
s(1970) =< s(1966)
s(1962) =< s(1966)
s(1971) =< aux(390)
s(1972) =< aux(390)
s(1973) =< aux(386)
s(1962) =< aux(386)
s(1971) =< aux(386)
s(1974) =< aux(386)
s(1969) =< aux(387)
s(1975) =< aux(387)
s(1976) =< aux(388)
s(1974) =< aux(388)
s(1976) =< s(1968)
s(1974) =< s(1968)
s(1975) =< aux(390)
s(1975) =< s(1969)
s(1977) =< s(1969)*(1/2)
s(1978) =< s(1969)+1
s(1979) =< aux(386)
s(1980) =< s(1969)*(1/2)-1/2
s(1981) =< s(1969)*(1/2)
s(1982) =< s(1969)
s(1970) =< s(1969)*(1/2)-1/2
s(1977) =< s(1970)+1/2
s(1978) =< s(1970)*2+2
s(1980) =< s(1970)
s(1983) =< s(1973)*s(1975)
s(1984) =< s(1974)*s(1979)
s(1985) =< s(1974)*s(1981)
s(1986) =< s(1974)*s(1982)
s(1987) =< s(1976)*s(1970)
s(1988) =< s(1976)*aux(386)
s(1989) =< s(1976)*s(1969)
s(1990) =< s(1974)*s(1977)
s(1991) =< s(1974)*s(1978)
s(1985) =< s(1974)*s(1980)
s(1987) =< s(1989)*(1/2)
s(1992) =< s(1991)
s(1993) =< s(1991)
s(1994) =< s(1984)
s(1990) =< s(1984)
s(1992) =< s(1984)
s(1994) =< aux(386)
s(1990) =< aux(386)
s(1992) =< aux(386)
s(1995) =< s(1986)
s(1996) =< s(1986)
s(1985) =< s(1984)
s(1995) =< s(1984)
s(1985) =< aux(386)
s(1995) =< aux(386)
s(1997) =< s(1989)
s(1998) =< s(1989)
s(1999) =< s(1988)
s(1987) =< s(1988)
s(1998) =< s(1988)
s(1999) =< aux(386)
s(1987) =< aux(386)
s(1998) =< aux(386)
s(2045) =< aux(389)
s(2046) =< aux(389)
s(2045) =< aux(392)
s(2046) =< aux(392)
s(2045) =< s(1966)
s(2046) =< s(1966)
s(2046) =< aux(386)
s(2059) =< s(1969)*(1/2)
s(2060) =< s(1969)+1
s(2062) =< s(1969)*(1/2)-1/2
s(2045) =< s(1969)*(1/2)-1/2
s(2059) =< s(2045)+1/2
s(2060) =< s(2045)*2+2
s(2062) =< s(2045)
s(2067) =< s(1974)*s(1981)
s(2069) =< s(1976)*s(2045)
s(2072) =< s(1974)*s(2059)
s(2073) =< s(1974)*s(2060)
s(2067) =< s(1974)*s(2062)
s(2069) =< s(1989)*(1/2)
s(2074) =< s(2073)
s(2075) =< s(2073)
s(2072) =< s(1984)
s(2074) =< s(1984)
s(2072) =< aux(386)
s(2074) =< aux(386)
s(2067) =< s(1984)
s(2067) =< aux(386)
s(2069) =< s(1988)
s(2069) =< aux(386)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=C,C+D>=2] 

* Chain [145]: 3*s(2126)+1*s(2128)+1*s(2131)+2*s(2132)+1*s(2133)+2*s(2136)+1*s(2137)+3
  Such that:s(2135) =< -B+G
s(2133) =< -B/2+G/2
aux(394) =< -C+G
s(2128) =< -C/2+G/2
aux(395) =< D
aux(396) =< G/2
s(2128) =< aux(396)
s(2133) =< aux(396)
s(2136) =< s(2135)
s(2137) =< s(2135)
s(2132) =< aux(395)
s(2133) =< aux(395)
s(2137) =< aux(395)
s(2126) =< aux(394)
s(2131) =< aux(394)
s(2128) =< aux(395)
s(2131) =< aux(395)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=C+1] 

* Chain [144]: 2*s(2141)+3
  Such that:s(2140) =< -B+G
s(2141) =< s(2140)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=C+2] 

* Chain [143]: 2*s(2143)+3
  Such that:s(2142) =< -B+G
s(2143) =< s(2142)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=2,H>=C+3] 

* Chain [142]: 1*s(2144)+1*s(2149)+1*s(2150)+1*s(2151)+1
  Such that:s(2146) =< -B+H+2
s(2144) =< -B/2+H/2+1/2
s(2146) =< -C+H+2
s(2144) =< -C/2+H/2+1/2
s(2145) =< D
s(2147) =< G+2
s(2144) =< G/2+1/2
s(2147) =< H+2
s(2144) =< H/2+1/2
s(2148) =< s(2146)
s(2148) =< s(2147)
s(2149) =< s(2148)
s(2150) =< s(2148)
s(2151) =< s(2145)
s(2144) =< s(2145)
s(2149) =< s(2145)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2] 

* Chain [141]: 1*s(2156)+1*s(2162)+1*s(2163)+12*s(2164)+6*s(2165)+4*s(2167)+2*s(2174)+1*s(2176)+1*s(2178)+1*s(2181)+1*s(2183)+1*s(2184)+4*s(2185)+2*s(2186)+2*s(2187)+4*s(2188)+2*s(2189)+2*s(2190)+3*s(2191)+1*s(2194)+1*s(2203)+2*s(2204)+6*s(2205)+3*s(2206)+2*s(2208)+1*s(2215)+1*s(2217)+1*s(2219)+1*s(2222)+1*s(2224)+1*s(2225)+2*s(2226)+1*s(2227)+1*s(2228)+2*s(2229)+1*s(2230)+1*s(2231)+1*s(2236)+1*s(2243)+1*s(2257)+1*s(2259)+1*s(2262)+1*s(2264)+1*s(2265)+2
  Such that:aux(398) =< D
s(2193) =< D+H
s(2196) =< D/2
s(2154) =< H+2
aux(404) =< A
aux(405) =< A+H
aux(406) =< A/2
aux(407) =< G/2
aux(408) =< H+1
aux(409) =< H/2
aux(410) =< H/2+1/2
s(2155) =< aux(407)
s(2155) =< aux(409)
s(2156) =< aux(410)
s(2194) =< aux(410)
s(2236) =< aux(410)
s(2160) =< aux(404)
s(2160) =< aux(406)
s(2161) =< aux(408)
s(2162) =< s(2154)
s(2163) =< s(2154)
s(2162) =< aux(408)
s(2163) =< aux(408)
s(2164) =< aux(404)
s(2156) =< aux(404)
s(2162) =< aux(404)
s(2165) =< aux(404)
s(2161) =< aux(405)
s(2166) =< aux(405)
s(2167) =< aux(406)
s(2165) =< aux(406)
s(2167) =< s(2160)
s(2165) =< s(2160)
s(2166) =< aux(408)
s(2166) =< s(2161)
s(2168) =< s(2161)*(1/2)
s(2169) =< s(2161)+1
s(2170) =< aux(404)
s(2171) =< s(2161)*(1/2)-1/2
s(2172) =< s(2161)*(1/2)
s(2173) =< s(2161)
s(2155) =< s(2161)*(1/2)-1/2
s(2168) =< s(2155)+1/2
s(2169) =< s(2155)*2+2
s(2171) =< s(2155)
s(2174) =< s(2164)*s(2166)
s(2175) =< s(2165)*s(2170)
s(2176) =< s(2165)*s(2172)
s(2177) =< s(2165)*s(2173)
s(2178) =< s(2167)*s(2155)
s(2179) =< s(2167)*aux(404)
s(2180) =< s(2167)*s(2161)
s(2181) =< s(2165)*s(2168)
s(2182) =< s(2165)*s(2169)
s(2176) =< s(2165)*s(2171)
s(2178) =< s(2180)*(1/2)
s(2183) =< s(2182)
s(2184) =< s(2182)
s(2185) =< s(2175)
s(2181) =< s(2175)
s(2183) =< s(2175)
s(2185) =< aux(404)
s(2181) =< aux(404)
s(2183) =< aux(404)
s(2186) =< s(2177)
s(2187) =< s(2177)
s(2176) =< s(2175)
s(2186) =< s(2175)
s(2176) =< aux(404)
s(2186) =< aux(404)
s(2188) =< s(2180)
s(2189) =< s(2180)
s(2190) =< s(2179)
s(2178) =< s(2179)
s(2189) =< s(2179)
s(2190) =< aux(404)
s(2178) =< aux(404)
s(2189) =< aux(404)
s(2235) =< aux(407)
s(2236) =< aux(407)
s(2198) =< aux(407)
s(2235) =< aux(409)
s(2236) =< aux(409)
s(2198) =< aux(409)
s(2235) =< s(2198)
s(2236) =< s(2198)
s(2243) =< aux(408)
s(2204) =< aux(408)
s(2236) =< aux(404)
s(2243) =< aux(404)
s(2249) =< s(2161)*(1/2)
s(2250) =< s(2161)+1
s(2252) =< s(2161)*(1/2)-1/2
s(2235) =< s(2161)*(1/2)-1/2
s(2249) =< s(2235)+1/2
s(2250) =< s(2235)*2+2
s(2252) =< s(2235)
s(2257) =< s(2165)*s(2172)
s(2259) =< s(2167)*s(2235)
s(2262) =< s(2165)*s(2249)
s(2263) =< s(2165)*s(2250)
s(2257) =< s(2165)*s(2252)
s(2259) =< s(2180)*(1/2)
s(2264) =< s(2263)
s(2265) =< s(2263)
s(2262) =< s(2175)
s(2264) =< s(2175)
s(2262) =< aux(404)
s(2264) =< aux(404)
s(2257) =< s(2175)
s(2257) =< aux(404)
s(2259) =< s(2179)
s(2259) =< aux(404)
s(2200) =< aux(398)
s(2200) =< s(2196)
s(2201) =< aux(408)
s(2202) =< s(2198)
s(2194) =< s(2198)
s(2203) =< aux(408)
s(2205) =< aux(398)
s(2194) =< aux(398)
s(2203) =< aux(398)
s(2206) =< aux(398)
s(2201) =< s(2193)
s(2207) =< s(2193)
s(2208) =< s(2196)
s(2206) =< s(2196)
s(2208) =< s(2200)
s(2206) =< s(2200)
s(2207) =< aux(408)
s(2207) =< s(2201)
s(2209) =< s(2201)*(1/2)
s(2210) =< s(2201)+1
s(2211) =< aux(398)
s(2212) =< s(2201)*(1/2)-1/2
s(2213) =< s(2201)*(1/2)
s(2214) =< s(2201)
s(2202) =< s(2201)*(1/2)-1/2
s(2209) =< s(2202)+1/2
s(2210) =< s(2202)*2+2
s(2212) =< s(2202)
s(2215) =< s(2205)*s(2207)
s(2216) =< s(2206)*s(2211)
s(2217) =< s(2206)*s(2213)
s(2218) =< s(2206)*s(2214)
s(2219) =< s(2208)*s(2202)
s(2220) =< s(2208)*aux(398)
s(2221) =< s(2208)*s(2201)
s(2222) =< s(2206)*s(2209)
s(2223) =< s(2206)*s(2210)
s(2217) =< s(2206)*s(2212)
s(2219) =< s(2221)*(1/2)
s(2224) =< s(2223)
s(2225) =< s(2223)
s(2226) =< s(2216)
s(2222) =< s(2216)
s(2224) =< s(2216)
s(2226) =< aux(398)
s(2222) =< aux(398)
s(2224) =< aux(398)
s(2227) =< s(2218)
s(2228) =< s(2218)
s(2217) =< s(2216)
s(2227) =< s(2216)
s(2217) =< aux(398)
s(2227) =< aux(398)
s(2229) =< s(2221)
s(2230) =< s(2221)
s(2231) =< s(2220)
s(2219) =< s(2220)
s(2230) =< s(2220)
s(2231) =< aux(398)
s(2219) =< aux(398)
s(2230) =< aux(398)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H+1>=0,C+D>=3] 

* Chain [140]: 1*s(2283)+1*s(2284)+7*s(2285)+1*s(2286)+1*s(2287)+19*s(2288)+3*s(2289)+9*s(2290)+6*s(2292)+3*s(2299)+3*s(2301)+3*s(2303)+3*s(2306)+3*s(2308)+3*s(2309)+6*s(2310)+3*s(2311)+3*s(2312)+6*s(2313)+3*s(2314)+3*s(2315)+3*s(2316)+2*s(2327)+2
  Such that:s(2275) =< G+2
s(2277) =< G/2+1/2
aux(414) =< D
aux(415) =< D+G
aux(416) =< D/2
aux(417) =< G+1
aux(418) =< G/2
s(2276) =< aux(418)
s(2281) =< aux(414)
s(2281) =< aux(416)
s(2282) =< aux(417)
s(2283) =< s(2277)
s(2284) =< s(2277)
s(2283) =< aux(417)
s(2285) =< aux(417)
s(2286) =< s(2275)
s(2287) =< s(2275)
s(2286) =< aux(417)
s(2287) =< aux(417)
s(2288) =< aux(414)
s(2283) =< aux(414)
s(2286) =< aux(414)
s(2289) =< aux(417)
s(2284) =< aux(414)
s(2289) =< aux(414)
s(2290) =< aux(414)
s(2282) =< aux(415)
s(2291) =< aux(415)
s(2292) =< aux(416)
s(2290) =< aux(416)
s(2292) =< s(2281)
s(2290) =< s(2281)
s(2291) =< aux(417)
s(2291) =< s(2282)
s(2293) =< s(2282)*(1/2)
s(2294) =< s(2282)+1
s(2295) =< aux(414)
s(2296) =< s(2282)*(1/2)-1/2
s(2297) =< s(2282)*(1/2)
s(2298) =< s(2282)
s(2276) =< s(2282)*(1/2)-1/2
s(2293) =< s(2276)+1/2
s(2294) =< s(2276)*2+2
s(2296) =< s(2276)
s(2299) =< s(2288)*s(2291)
s(2300) =< s(2290)*s(2295)
s(2301) =< s(2290)*s(2297)
s(2302) =< s(2290)*s(2298)
s(2303) =< s(2292)*s(2276)
s(2304) =< s(2292)*aux(414)
s(2305) =< s(2292)*s(2282)
s(2306) =< s(2290)*s(2293)
s(2307) =< s(2290)*s(2294)
s(2301) =< s(2290)*s(2296)
s(2303) =< s(2305)*(1/2)
s(2308) =< s(2307)
s(2309) =< s(2307)
s(2310) =< s(2300)
s(2306) =< s(2300)
s(2308) =< s(2300)
s(2310) =< aux(414)
s(2306) =< aux(414)
s(2308) =< aux(414)
s(2311) =< s(2302)
s(2312) =< s(2302)
s(2301) =< s(2300)
s(2311) =< s(2300)
s(2301) =< aux(414)
s(2311) =< aux(414)
s(2313) =< s(2305)
s(2314) =< s(2305)
s(2315) =< s(2304)
s(2303) =< s(2304)
s(2314) =< s(2304)
s(2315) =< aux(414)
s(2303) =< aux(414)
s(2314) =< aux(414)
s(2327) =< aux(418)
s(2327) =< aux(414)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H>=0,C+D>=3] 

* Chain [139]: 2*s(2406)+6*s(2407)+2*s(2408)+12*s(2409)+3*s(2410)+2*s(2412)+2*s(2419)+1*s(2421)+1*s(2423)+1*s(2426)+1*s(2428)+1*s(2429)+2*s(2430)+1*s(2431)+1*s(2432)+2*s(2433)+1*s(2434)+1*s(2435)+2*s(2436)+3*s(2445)+2*s(2448)+1*s(2457)+1*s(2459)+1*s(2462)+1*s(2464)+1*s(2465)+2*s(2466)+1*s(2467)+1*s(2468)+2*s(2469)+1*s(2470)+1*s(2471)+2
  Such that:s(2400) =< G/2+1/2
aux(421) =< D
aux(422) =< D+G
aux(423) =< D/2
aux(424) =< G+1
aux(425) =< G/2
s(2399) =< aux(425)
s(2404) =< aux(421)
s(2404) =< aux(423)
s(2405) =< aux(424)
s(2406) =< s(2400)
s(2406) =< aux(424)
s(2407) =< aux(424)
s(2408) =< aux(424)
s(2409) =< aux(421)
s(2406) =< aux(421)
s(2408) =< aux(421)
s(2410) =< aux(421)
s(2405) =< aux(422)
s(2411) =< aux(422)
s(2412) =< aux(423)
s(2410) =< aux(423)
s(2412) =< s(2404)
s(2410) =< s(2404)
s(2411) =< aux(424)
s(2411) =< s(2405)
s(2413) =< s(2405)*(1/2)
s(2414) =< s(2405)+1
s(2415) =< aux(421)
s(2416) =< s(2405)*(1/2)-1/2
s(2417) =< s(2405)*(1/2)
s(2418) =< s(2405)
s(2399) =< s(2405)*(1/2)-1/2
s(2413) =< s(2399)+1/2
s(2414) =< s(2399)*2+2
s(2416) =< s(2399)
s(2419) =< s(2409)*s(2411)
s(2420) =< s(2410)*s(2415)
s(2421) =< s(2410)*s(2417)
s(2422) =< s(2410)*s(2418)
s(2423) =< s(2412)*s(2399)
s(2424) =< s(2412)*aux(421)
s(2425) =< s(2412)*s(2405)
s(2426) =< s(2410)*s(2413)
s(2427) =< s(2410)*s(2414)
s(2421) =< s(2410)*s(2416)
s(2423) =< s(2425)*(1/2)
s(2428) =< s(2427)
s(2429) =< s(2427)
s(2430) =< s(2420)
s(2426) =< s(2420)
s(2428) =< s(2420)
s(2430) =< aux(421)
s(2426) =< aux(421)
s(2428) =< aux(421)
s(2431) =< s(2422)
s(2432) =< s(2422)
s(2421) =< s(2420)
s(2431) =< s(2420)
s(2421) =< aux(421)
s(2431) =< aux(421)
s(2433) =< s(2425)
s(2434) =< s(2425)
s(2435) =< s(2424)
s(2423) =< s(2424)
s(2434) =< s(2424)
s(2435) =< aux(421)
s(2423) =< aux(421)
s(2434) =< aux(421)
s(2445) =< aux(421)
s(2448) =< aux(423)
s(2445) =< aux(423)
s(2456) =< s(2445)*s(2415)
s(2457) =< s(2445)*s(2417)
s(2458) =< s(2445)*s(2418)
s(2459) =< s(2448)*s(2399)
s(2460) =< s(2448)*aux(421)
s(2461) =< s(2448)*s(2405)
s(2462) =< s(2445)*s(2413)
s(2463) =< s(2445)*s(2414)
s(2457) =< s(2445)*s(2416)
s(2459) =< s(2461)*(1/2)
s(2464) =< s(2463)
s(2465) =< s(2463)
s(2466) =< s(2456)
s(2462) =< s(2456)
s(2464) =< s(2456)
s(2466) =< aux(421)
s(2462) =< aux(421)
s(2464) =< aux(421)
s(2467) =< s(2458)
s(2468) =< s(2458)
s(2457) =< s(2456)
s(2467) =< s(2456)
s(2457) =< aux(421)
s(2467) =< aux(421)
s(2469) =< s(2461)
s(2470) =< s(2461)
s(2471) =< s(2460)
s(2459) =< s(2460)
s(2470) =< s(2460)
s(2471) =< aux(421)
s(2459) =< aux(421)
s(2470) =< aux(421)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H>=1,C+D>=3] 

* Chain [138]: 1*s(2476)+5*s(2482)+1*s(2483)+11*s(2484)+3*s(2485)+2*s(2487)+2*s(2494)+1*s(2496)+1*s(2498)+1*s(2501)+1*s(2503)+1*s(2504)+2*s(2505)+1*s(2506)+1*s(2507)+2*s(2508)+1*s(2509)+1*s(2510)+2*s(2511)+3*s(2520)+2*s(2523)+1*s(2532)+1*s(2534)+1*s(2537)+1*s(2539)+1*s(2540)+2*s(2541)+1*s(2542)+1*s(2543)+2*s(2544)+1*s(2545)+1*s(2546)+2
  Such that:s(2476) =< G/2+1/2
aux(428) =< D
aux(429) =< D+G
aux(430) =< D/2
aux(431) =< G+1
aux(432) =< G/2
s(2475) =< aux(432)
s(2480) =< aux(428)
s(2480) =< aux(430)
s(2481) =< aux(431)
s(2482) =< aux(431)
s(2476) =< aux(431)
s(2483) =< aux(431)
s(2484) =< aux(428)
s(2476) =< aux(428)
s(2483) =< aux(428)
s(2485) =< aux(428)
s(2481) =< aux(429)
s(2486) =< aux(429)
s(2487) =< aux(430)
s(2485) =< aux(430)
s(2487) =< s(2480)
s(2485) =< s(2480)
s(2486) =< aux(431)
s(2486) =< s(2481)
s(2488) =< s(2481)*(1/2)
s(2489) =< s(2481)+1
s(2490) =< aux(428)
s(2491) =< s(2481)*(1/2)-1/2
s(2492) =< s(2481)*(1/2)
s(2493) =< s(2481)
s(2475) =< s(2481)*(1/2)-1/2
s(2488) =< s(2475)+1/2
s(2489) =< s(2475)*2+2
s(2491) =< s(2475)
s(2494) =< s(2484)*s(2486)
s(2495) =< s(2485)*s(2490)
s(2496) =< s(2485)*s(2492)
s(2497) =< s(2485)*s(2493)
s(2498) =< s(2487)*s(2475)
s(2499) =< s(2487)*aux(428)
s(2500) =< s(2487)*s(2481)
s(2501) =< s(2485)*s(2488)
s(2502) =< s(2485)*s(2489)
s(2496) =< s(2485)*s(2491)
s(2498) =< s(2500)*(1/2)
s(2503) =< s(2502)
s(2504) =< s(2502)
s(2505) =< s(2495)
s(2501) =< s(2495)
s(2503) =< s(2495)
s(2505) =< aux(428)
s(2501) =< aux(428)
s(2503) =< aux(428)
s(2506) =< s(2497)
s(2507) =< s(2497)
s(2496) =< s(2495)
s(2506) =< s(2495)
s(2496) =< aux(428)
s(2506) =< aux(428)
s(2508) =< s(2500)
s(2509) =< s(2500)
s(2510) =< s(2499)
s(2498) =< s(2499)
s(2509) =< s(2499)
s(2510) =< aux(428)
s(2498) =< aux(428)
s(2509) =< aux(428)
s(2520) =< aux(428)
s(2523) =< aux(430)
s(2520) =< aux(430)
s(2531) =< s(2520)*s(2490)
s(2532) =< s(2520)*s(2492)
s(2533) =< s(2520)*s(2493)
s(2534) =< s(2523)*s(2475)
s(2535) =< s(2523)*aux(428)
s(2536) =< s(2523)*s(2481)
s(2537) =< s(2520)*s(2488)
s(2538) =< s(2520)*s(2489)
s(2532) =< s(2520)*s(2491)
s(2534) =< s(2536)*(1/2)
s(2539) =< s(2538)
s(2540) =< s(2538)
s(2541) =< s(2531)
s(2537) =< s(2531)
s(2539) =< s(2531)
s(2541) =< aux(428)
s(2537) =< aux(428)
s(2539) =< aux(428)
s(2542) =< s(2533)
s(2543) =< s(2533)
s(2532) =< s(2531)
s(2542) =< s(2531)
s(2532) =< aux(428)
s(2542) =< aux(428)
s(2544) =< s(2536)
s(2545) =< s(2536)
s(2546) =< s(2535)
s(2534) =< s(2535)
s(2545) =< s(2535)
s(2546) =< aux(428)
s(2534) =< aux(428)
s(2545) =< aux(428)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H>=2,C+D>=3] 

* Chain [137]: 1*s(2548)+1*s(2551)+1*s(2552)+1*s(2553)+2
  Such that:s(2550) =< -B+G+1
s(2548) =< -B/2+G/2+1/2
s(2549) =< D
s(2548) =< G/2
s(2548) =< H/2
s(2551) =< s(2550)
s(2552) =< s(2550)
s(2553) =< s(2549)
s(2548) =< s(2549)
s(2551) =< s(2549)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H+1>=C] 

* Chain [136]: 1*s(2554)+2*s(2557)+1*s(2558)+1*s(2560)+2
  Such that:s(2556) =< -B+G+1
s(2554) =< -B/2+G/2+1/2
s(2555) =< D
s(2554) =< G/2
s(2557) =< s(2556)
s(2558) =< s(2556)
s(2560) =< s(2555)
s(2554) =< s(2555)
s(2558) =< s(2555)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,H>=C] 

* Chain [135]: 1*s(2565)+1*s(2573)+1*s(2574)+6*s(2575)+3*s(2576)+2*s(2578)+1*s(2585)+1*s(2587)+1*s(2589)+1*s(2592)+1*s(2594)+1*s(2595)+2*s(2596)+1*s(2597)+1*s(2598)+2*s(2599)+1*s(2600)+1*s(2601)+2*s(2602)+1*s(2607)+1*s(2616)+1*s(2617)+6*s(2618)+3*s(2619)+2*s(2621)+1*s(2628)+1*s(2630)+1*s(2632)+1*s(2635)+1*s(2637)+1*s(2638)+2*s(2639)+1*s(2640)+1*s(2641)+2*s(2642)+1*s(2643)+1*s(2644)+1
  Such that:aux(433) =< A
s(2568) =< A/2
aux(438) =< D
s(2612) =< D/2
aux(443) =< A+H
aux(444) =< D+H
aux(445) =< G+1
aux(446) =< G+2
aux(447) =< G/2
aux(448) =< G/2+1/2
aux(449) =< H+1
aux(450) =< H+2
aux(451) =< H/2
aux(452) =< H/2+1/2
s(2562) =< aux(443)
s(2562) =< aux(444)
s(2564) =< aux(447)
s(2565) =< aux(448)
s(2607) =< aux(448)
s(2564) =< aux(451)
s(2565) =< aux(452)
s(2607) =< aux(452)
s(2563) =< aux(445)
s(2566) =< aux(445)
s(2569) =< aux(446)
s(2563) =< aux(449)
s(2566) =< aux(449)
s(2569) =< aux(450)
s(2571) =< aux(433)
s(2571) =< s(2568)
s(2573) =< s(2569)
s(2574) =< s(2569)
s(2575) =< aux(433)
s(2565) =< aux(433)
s(2573) =< aux(433)
s(2576) =< aux(433)
s(2566) =< s(2562)
s(2577) =< s(2562)
s(2578) =< s(2568)
s(2576) =< s(2568)
s(2578) =< s(2571)
s(2576) =< s(2571)
s(2566) =< s(2563)
s(2577) =< s(2563)
s(2577) =< s(2566)
s(2579) =< s(2566)*(1/2)
s(2580) =< s(2566)+1
s(2581) =< aux(433)
s(2582) =< s(2566)*(1/2)-1/2
s(2583) =< s(2566)*(1/2)
s(2584) =< s(2566)
s(2564) =< s(2566)*(1/2)-1/2
s(2579) =< s(2564)+1/2
s(2580) =< s(2564)*2+2
s(2582) =< s(2564)
s(2585) =< s(2575)*s(2577)
s(2586) =< s(2576)*s(2581)
s(2587) =< s(2576)*s(2583)
s(2588) =< s(2576)*s(2584)
s(2589) =< s(2578)*s(2564)
s(2590) =< s(2578)*aux(433)
s(2591) =< s(2578)*s(2566)
s(2592) =< s(2576)*s(2579)
s(2593) =< s(2576)*s(2580)
s(2587) =< s(2576)*s(2582)
s(2589) =< s(2591)*(1/2)
s(2594) =< s(2593)
s(2595) =< s(2593)
s(2596) =< s(2586)
s(2592) =< s(2586)
s(2594) =< s(2586)
s(2596) =< aux(433)
s(2592) =< aux(433)
s(2594) =< aux(433)
s(2597) =< s(2588)
s(2598) =< s(2588)
s(2587) =< s(2586)
s(2597) =< s(2586)
s(2587) =< aux(433)
s(2597) =< aux(433)
s(2599) =< s(2591)
s(2600) =< s(2591)
s(2601) =< s(2590)
s(2589) =< s(2590)
s(2600) =< s(2590)
s(2601) =< aux(433)
s(2589) =< aux(433)
s(2600) =< aux(433)
s(2609) =< aux(446)
s(2609) =< aux(450)
s(2614) =< aux(438)
s(2614) =< s(2612)
s(2609) =< s(2569)
s(2616) =< s(2609)
s(2617) =< s(2609)
s(2618) =< aux(438)
s(2607) =< aux(438)
s(2616) =< aux(438)
s(2619) =< aux(438)
s(2621) =< s(2612)
s(2619) =< s(2612)
s(2621) =< s(2614)
s(2619) =< s(2614)
s(2624) =< aux(438)
s(2628) =< s(2618)*s(2577)
s(2629) =< s(2619)*s(2624)
s(2630) =< s(2619)*s(2583)
s(2631) =< s(2619)*s(2584)
s(2632) =< s(2621)*s(2564)
s(2633) =< s(2621)*aux(438)
s(2634) =< s(2621)*s(2566)
s(2635) =< s(2619)*s(2579)
s(2636) =< s(2619)*s(2580)
s(2630) =< s(2619)*s(2582)
s(2632) =< s(2634)*(1/2)
s(2637) =< s(2636)
s(2638) =< s(2636)
s(2639) =< s(2629)
s(2635) =< s(2629)
s(2637) =< s(2629)
s(2639) =< aux(438)
s(2635) =< aux(438)
s(2637) =< aux(438)
s(2640) =< s(2631)
s(2641) =< s(2631)
s(2630) =< s(2629)
s(2640) =< s(2629)
s(2630) =< aux(438)
s(2640) =< aux(438)
s(2642) =< s(2634)
s(2643) =< s(2634)
s(2644) =< s(2633)
s(2632) =< s(2633)
s(2643) =< s(2633)
s(2644) =< aux(438)
s(2632) =< aux(438)
s(2643) =< aux(438)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=2,C+D>=3] 

* Chain [134]: 2*s(2648)+2*s(2652)+2*s(2653)+12*s(2654)+6*s(2662)+4*s(2665)+2*s(2672)+2*s(2674)+2*s(2676)+2*s(2679)+2*s(2681)+2*s(2682)+4*s(2683)+2*s(2684)+2*s(2685)+4*s(2686)+2*s(2687)+2*s(2688)+2*s(2689)+2
  Such that:aux(459) =< A+H
aux(460) =< -B+G+1
aux(461) =< -B/2+G/2
aux(462) =< -C+H+1
aux(463) =< -C/2+G/2
aux(464) =< D
aux(465) =< D+G
aux(466) =< D/2
aux(467) =< G/2
aux(468) =< H+1
aux(469) =< H/2
s(2656) =< aux(459)
s(2648) =< aux(461)
s(2648) =< aux(463)
s(2656) =< aux(465)
s(2659) =< aux(466)
s(2657) =< aux(467)
s(2657) =< aux(469)
s(2646) =< aux(460)
s(2646) =< aux(462)
s(2659) =< aux(464)
s(2661) =< aux(468)
s(2662) =< aux(464)
s(2654) =< aux(464)
s(2661) =< s(2656)
s(2664) =< s(2656)
s(2665) =< s(2659)
s(2662) =< s(2659)
s(2664) =< aux(468)
s(2664) =< s(2661)
s(2666) =< s(2661)*(1/2)
s(2667) =< s(2661)+1
s(2668) =< aux(464)
s(2669) =< s(2661)*(1/2)-1/2
s(2670) =< s(2661)*(1/2)
s(2671) =< s(2661)
s(2657) =< s(2661)*(1/2)-1/2
s(2666) =< s(2657)+1/2
s(2667) =< s(2657)*2+2
s(2669) =< s(2657)
s(2672) =< s(2654)*s(2664)
s(2673) =< s(2662)*s(2668)
s(2674) =< s(2662)*s(2670)
s(2675) =< s(2662)*s(2671)
s(2676) =< s(2665)*s(2657)
s(2677) =< s(2665)*aux(464)
s(2678) =< s(2665)*s(2661)
s(2679) =< s(2662)*s(2666)
s(2680) =< s(2662)*s(2667)
s(2674) =< s(2662)*s(2669)
s(2676) =< s(2678)*(1/2)
s(2681) =< s(2680)
s(2682) =< s(2680)
s(2683) =< s(2673)
s(2679) =< s(2673)
s(2681) =< s(2673)
s(2683) =< aux(464)
s(2679) =< aux(464)
s(2681) =< aux(464)
s(2684) =< s(2675)
s(2685) =< s(2675)
s(2674) =< s(2673)
s(2684) =< s(2673)
s(2674) =< aux(464)
s(2684) =< aux(464)
s(2686) =< s(2678)
s(2687) =< s(2678)
s(2688) =< s(2677)
s(2676) =< s(2677)
s(2687) =< s(2677)
s(2688) =< aux(464)
s(2676) =< aux(464)
s(2687) =< aux(464)
s(2652) =< s(2646)
s(2653) =< s(2646)
s(2648) =< aux(464)
s(2652) =< aux(464)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H+1>=0] 

* Chain [133]: 2*s(2736)+2*s(2740)+2*s(2741)+2*s(2742)+2
  Such that:aux(474) =< A
aux(475) =< -B/2+G/2
aux(476) =< -C+G+1
aux(477) =< -C/2+G/2+1/2
aux(478) =< -C/2+H/2
s(2736) =< aux(475)
s(2736) =< aux(477)
s(2736) =< aux(478)
s(2740) =< aux(476)
s(2741) =< aux(476)
s(2742) =< aux(474)
s(2736) =< aux(474)
s(2740) =< aux(474)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H+1>=0,H+1>=C] 

* Chain [132]: 2*s(2754)+2*s(2758)+2*s(2759)+2*s(2760)+2*s(2763)+2*s(2767)+2*s(2768)+12*s(2769)+6*s(2777)+4*s(2780)+2*s(2787)+2*s(2789)+2*s(2791)+2*s(2794)+2*s(2796)+2*s(2797)+4*s(2798)+2*s(2799)+2*s(2800)+4*s(2801)+2*s(2802)+2*s(2803)+2*s(2804)+3
  Such that:aux(487) =< A
aux(488) =< A+H
aux(489) =< -B/2+G/2
aux(490) =< -B/2+H/2
aux(491) =< -C+G
aux(492) =< -C+H
aux(493) =< -C/2+G/2
aux(494) =< -C/2+H/2
aux(495) =< D
aux(496) =< D+H
aux(497) =< D/2
aux(498) =< G/2
aux(499) =< H+1
aux(500) =< H/2
s(2771) =< aux(488)
s(2754) =< aux(489)
s(2763) =< aux(490)
s(2754) =< aux(493)
s(2754) =< aux(494)
s(2763) =< aux(494)
s(2771) =< aux(496)
s(2774) =< aux(497)
s(2772) =< aux(498)
s(2772) =< aux(500)
s(2774) =< aux(495)
s(2776) =< aux(499)
s(2777) =< aux(495)
s(2769) =< aux(495)
s(2776) =< s(2771)
s(2779) =< s(2771)
s(2780) =< s(2774)
s(2777) =< s(2774)
s(2779) =< aux(499)
s(2779) =< s(2776)
s(2781) =< s(2776)*(1/2)
s(2782) =< s(2776)+1
s(2783) =< aux(495)
s(2784) =< s(2776)*(1/2)-1/2
s(2785) =< s(2776)*(1/2)
s(2786) =< s(2776)
s(2772) =< s(2776)*(1/2)-1/2
s(2781) =< s(2772)+1/2
s(2782) =< s(2772)*2+2
s(2784) =< s(2772)
s(2787) =< s(2769)*s(2779)
s(2788) =< s(2777)*s(2783)
s(2789) =< s(2777)*s(2785)
s(2790) =< s(2777)*s(2786)
s(2791) =< s(2780)*s(2772)
s(2792) =< s(2780)*aux(495)
s(2793) =< s(2780)*s(2776)
s(2794) =< s(2777)*s(2781)
s(2795) =< s(2777)*s(2782)
s(2789) =< s(2777)*s(2784)
s(2791) =< s(2793)*(1/2)
s(2796) =< s(2795)
s(2797) =< s(2795)
s(2798) =< s(2788)
s(2794) =< s(2788)
s(2796) =< s(2788)
s(2798) =< aux(495)
s(2794) =< aux(495)
s(2796) =< aux(495)
s(2799) =< s(2790)
s(2800) =< s(2790)
s(2789) =< s(2788)
s(2799) =< s(2788)
s(2789) =< aux(495)
s(2799) =< aux(495)
s(2801) =< s(2793)
s(2802) =< s(2793)
s(2803) =< s(2792)
s(2791) =< s(2792)
s(2802) =< s(2792)
s(2803) =< aux(495)
s(2791) =< aux(495)
s(2802) =< aux(495)
s(2767) =< aux(492)
s(2768) =< aux(492)
s(2763) =< aux(495)
s(2767) =< aux(495)
s(2758) =< aux(491)
s(2759) =< aux(491)
s(2760) =< aux(487)
s(2754) =< aux(487)
s(2758) =< aux(487)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H+1>=0,H>=C] 

* Chain [131]: 2*s(2858)+2*s(2859)+2*s(2864)+2*s(2865)+16*s(2866)+4*s(2867)+2*s(2869)+2*s(2871)+4*s(2890)+2*s(2893)+2*s(2897)+2*s(2899)+4*s(2900)+2*s(2903)+2*s(2907)+6*s(2917)+4*s(2920)+2*s(2927)+2*s(2929)+2*s(2931)+2*s(2934)+2*s(2936)+2*s(2937)+4*s(2938)+2*s(2939)+2*s(2940)+4*s(2941)+2*s(2942)+2*s(2943)+2*s(2944)+3
  Such that:aux(515) =< A
aux(516) =< A+G
aux(517) =< -B+G
aux(518) =< -B+G+1
aux(519) =< -B/2+G/2
aux(520) =< -B/2+H/2
aux(521) =< -C+G
aux(522) =< -C+H
aux(523) =< -C/2+G/2
aux(524) =< -C/2+H/2
aux(525) =< D
aux(526) =< D+H
aux(527) =< D/2
aux(528) =< G+2
aux(529) =< G/2
aux(530) =< H+1
aux(531) =< H/2
s(2911) =< aux(516)
s(2859) =< aux(519)
s(2893) =< aux(519)
s(2903) =< aux(520)
s(2869) =< aux(523)
s(2903) =< aux(523)
s(2893) =< aux(524)
s(2911) =< aux(526)
s(2914) =< aux(527)
s(2869) =< aux(529)
s(2912) =< aux(529)
s(2869) =< aux(531)
s(2912) =< aux(531)
s(2900) =< aux(522)
s(2914) =< aux(525)
s(2916) =< aux(530)
s(2917) =< aux(525)
s(2866) =< aux(525)
s(2916) =< s(2911)
s(2919) =< s(2911)
s(2920) =< s(2914)
s(2917) =< s(2914)
s(2919) =< aux(530)
s(2919) =< s(2916)
s(2921) =< s(2916)*(1/2)
s(2922) =< s(2916)+1
s(2923) =< aux(525)
s(2924) =< s(2916)*(1/2)-1/2
s(2925) =< s(2916)*(1/2)
s(2926) =< s(2916)
s(2912) =< s(2916)*(1/2)-1/2
s(2921) =< s(2912)+1/2
s(2922) =< s(2912)*2+2
s(2924) =< s(2912)
s(2927) =< s(2866)*s(2919)
s(2928) =< s(2917)*s(2923)
s(2929) =< s(2917)*s(2925)
s(2930) =< s(2917)*s(2926)
s(2931) =< s(2920)*s(2912)
s(2932) =< s(2920)*aux(525)
s(2933) =< s(2920)*s(2916)
s(2934) =< s(2917)*s(2921)
s(2935) =< s(2917)*s(2922)
s(2929) =< s(2917)*s(2924)
s(2931) =< s(2933)*(1/2)
s(2936) =< s(2935)
s(2937) =< s(2935)
s(2938) =< s(2928)
s(2934) =< s(2928)
s(2936) =< s(2928)
s(2938) =< aux(525)
s(2934) =< aux(525)
s(2936) =< aux(525)
s(2939) =< s(2930)
s(2940) =< s(2930)
s(2929) =< s(2928)
s(2939) =< s(2928)
s(2929) =< aux(525)
s(2939) =< aux(525)
s(2941) =< s(2933)
s(2942) =< s(2933)
s(2943) =< s(2932)
s(2931) =< s(2932)
s(2942) =< s(2932)
s(2943) =< aux(525)
s(2931) =< aux(525)
s(2942) =< aux(525)
s(2907) =< aux(522)
s(2903) =< aux(525)
s(2907) =< aux(525)
s(2858) =< aux(517)
s(2859) =< aux(517)
s(2861) =< aux(517)
s(2858) =< aux(518)
s(2861) =< aux(518)
s(2863) =< s(2861)
s(2863) =< aux(528)
s(2864) =< s(2863)
s(2865) =< s(2863)
s(2859) =< aux(525)
s(2864) =< aux(525)
s(2890) =< aux(517)
s(2893) =< aux(517)
s(2897) =< aux(517)
s(2899) =< aux(515)
s(2893) =< aux(515)
s(2897) =< aux(515)
s(2867) =< aux(521)
s(2869) =< aux(521)
s(2871) =< aux(521)
s(2869) =< aux(525)
s(2871) =< aux(525)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H+1>=0,H>=C+1] 

* Chain [130]: 4*s(3000)+1*s(3003)+2*s(3012)+2*s(3013)+12*s(3014)+6*s(3015)+4*s(3017)+2*s(3024)+1*s(3026)+1*s(3028)+1*s(3031)+1*s(3033)+1*s(3034)+4*s(3035)+2*s(3036)+2*s(3037)+4*s(3038)+2*s(3039)+2*s(3040)+4*s(3041)+2*s(3047)+2*s(3055)+2*s(3056)+12*s(3057)+6*s(3058)+4*s(3060)+2*s(3067)+2*s(3069)+2*s(3071)+2*s(3074)+2*s(3076)+2*s(3077)+4*s(3078)+2*s(3079)+2*s(3080)+4*s(3081)+2*s(3082)+2*s(3083)+1*s(3089)+1*s(3110)+1*s(3112)+1*s(3115)+1*s(3117)+1*s(3118)+3
  Such that:aux(544) =< A
aux(545) =< A+H
aux(546) =< A/2
aux(547) =< -C+H
aux(548) =< D
aux(549) =< D+H
aux(550) =< D/2
aux(551) =< G/2
aux(552) =< H+1
aux(553) =< H+2
aux(554) =< H/2
aux(555) =< H/2+1/2
s(3000) =< aux(547)
s(3046) =< aux(551)
s(3046) =< aux(554)
s(3003) =< aux(555)
s(3047) =< aux(555)
s(3089) =< aux(555)
s(3048) =< aux(552)
s(3053) =< aux(544)
s(3053) =< aux(546)
s(3055) =< aux(553)
s(3056) =< aux(553)
s(3057) =< aux(544)
s(3047) =< aux(544)
s(3055) =< aux(544)
s(3058) =< aux(544)
s(3048) =< aux(545)
s(3059) =< aux(545)
s(3060) =< aux(546)
s(3058) =< aux(546)
s(3060) =< s(3053)
s(3058) =< s(3053)
s(3059) =< aux(552)
s(3059) =< s(3048)
s(3061) =< s(3048)*(1/2)
s(3062) =< s(3048)+1
s(3063) =< aux(544)
s(3064) =< s(3048)*(1/2)-1/2
s(3065) =< s(3048)*(1/2)
s(3066) =< s(3048)
s(3046) =< s(3048)*(1/2)-1/2
s(3061) =< s(3046)+1/2
s(3062) =< s(3046)*2+2
s(3064) =< s(3046)
s(3067) =< s(3057)*s(3059)
s(3068) =< s(3058)*s(3063)
s(3069) =< s(3058)*s(3065)
s(3070) =< s(3058)*s(3066)
s(3071) =< s(3060)*s(3046)
s(3072) =< s(3060)*aux(544)
s(3073) =< s(3060)*s(3048)
s(3074) =< s(3058)*s(3061)
s(3075) =< s(3058)*s(3062)
s(3069) =< s(3058)*s(3064)
s(3071) =< s(3073)*(1/2)
s(3076) =< s(3075)
s(3077) =< s(3075)
s(3078) =< s(3068)
s(3074) =< s(3068)
s(3076) =< s(3068)
s(3078) =< aux(544)
s(3074) =< aux(544)
s(3076) =< aux(544)
s(3079) =< s(3070)
s(3080) =< s(3070)
s(3069) =< s(3068)
s(3079) =< s(3068)
s(3069) =< aux(544)
s(3079) =< aux(544)
s(3081) =< s(3073)
s(3082) =< s(3073)
s(3083) =< s(3072)
s(3071) =< s(3072)
s(3082) =< s(3072)
s(3083) =< aux(544)
s(3071) =< aux(544)
s(3082) =< aux(544)
s(3007) =< aux(551)
s(3007) =< aux(554)
s(3009) =< aux(548)
s(3009) =< aux(550)
s(3010) =< aux(552)
s(3011) =< s(3007)
s(3003) =< s(3007)
s(3012) =< aux(552)
s(3013) =< aux(552)
s(3014) =< aux(548)
s(3003) =< aux(548)
s(3012) =< aux(548)
s(3015) =< aux(548)
s(3010) =< aux(549)
s(3016) =< aux(549)
s(3017) =< aux(550)
s(3015) =< aux(550)
s(3017) =< s(3009)
s(3015) =< s(3009)
s(3016) =< aux(552)
s(3016) =< s(3010)
s(3018) =< s(3010)*(1/2)
s(3019) =< s(3010)+1
s(3020) =< aux(548)
s(3021) =< s(3010)*(1/2)-1/2
s(3022) =< s(3010)*(1/2)
s(3023) =< s(3010)
s(3011) =< s(3010)*(1/2)-1/2
s(3018) =< s(3011)+1/2
s(3019) =< s(3011)*2+2
s(3021) =< s(3011)
s(3024) =< s(3014)*s(3016)
s(3025) =< s(3015)*s(3020)
s(3026) =< s(3015)*s(3022)
s(3027) =< s(3015)*s(3023)
s(3028) =< s(3017)*s(3011)
s(3029) =< s(3017)*aux(548)
s(3030) =< s(3017)*s(3010)
s(3031) =< s(3015)*s(3018)
s(3032) =< s(3015)*s(3019)
s(3026) =< s(3015)*s(3021)
s(3028) =< s(3030)*(1/2)
s(3033) =< s(3032)
s(3034) =< s(3032)
s(3035) =< s(3025)
s(3031) =< s(3025)
s(3033) =< s(3025)
s(3035) =< aux(548)
s(3031) =< aux(548)
s(3033) =< aux(548)
s(3036) =< s(3027)
s(3037) =< s(3027)
s(3026) =< s(3025)
s(3036) =< s(3025)
s(3026) =< aux(548)
s(3036) =< aux(548)
s(3038) =< s(3030)
s(3039) =< s(3030)
s(3040) =< s(3029)
s(3028) =< s(3029)
s(3039) =< s(3029)
s(3040) =< aux(548)
s(3028) =< aux(548)
s(3039) =< aux(548)
s(3088) =< aux(551)
s(3089) =< aux(551)
s(3088) =< aux(554)
s(3089) =< aux(554)
s(3088) =< s(3007)
s(3089) =< s(3007)
s(3089) =< aux(548)
s(3102) =< s(3010)*(1/2)
s(3103) =< s(3010)+1
s(3105) =< s(3010)*(1/2)-1/2
s(3088) =< s(3010)*(1/2)-1/2
s(3102) =< s(3088)+1/2
s(3103) =< s(3088)*2+2
s(3105) =< s(3088)
s(3110) =< s(3015)*s(3022)
s(3112) =< s(3017)*s(3088)
s(3115) =< s(3015)*s(3102)
s(3116) =< s(3015)*s(3103)
s(3110) =< s(3015)*s(3105)
s(3112) =< s(3030)*(1/2)
s(3117) =< s(3116)
s(3118) =< s(3116)
s(3115) =< s(3025)
s(3117) =< s(3025)
s(3115) =< aux(548)
s(3117) =< aux(548)
s(3110) =< s(3025)
s(3110) =< aux(548)
s(3112) =< s(3029)
s(3112) =< aux(548)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H+1>=0,H>=C+1,D+H>=2] 

* Chain [129]: 1*s(3172)+1*s(3176)+2*s(3177)+11*s(3178)+3*s(3186)+6*s(3187)+4*s(3190)+2*s(3197)+2*s(3199)+2*s(3201)+2*s(3204)+2*s(3206)+2*s(3207)+4*s(3208)+2*s(3209)+2*s(3210)+4*s(3211)+2*s(3212)+2*s(3213)+2*s(3214)+1*s(3217)+1*s(3221)+1*s(3223)+2
  Such that:aux(563) =< -B+H+1
aux(564) =< -B/2+G/2
aux(565) =< -C+H+1
aux(566) =< -C/2+H/2
aux(567) =< D
aux(568) =< D+G
aux(569) =< D/2
aux(570) =< G+1
aux(571) =< G/2
s(3172) =< aux(564)
s(3217) =< aux(564)
s(3172) =< aux(566)
s(3217) =< aux(566)
s(3183) =< aux(569)
s(3181) =< aux(571)
s(3170) =< aux(563)
s(3170) =< aux(565)
s(3183) =< aux(567)
s(3185) =< aux(570)
s(3186) =< aux(570)
s(3187) =< aux(567)
s(3178) =< aux(567)
s(3185) =< aux(568)
s(3189) =< aux(568)
s(3190) =< s(3183)
s(3187) =< s(3183)
s(3189) =< aux(570)
s(3189) =< s(3185)
s(3191) =< s(3185)*(1/2)
s(3192) =< s(3185)+1
s(3193) =< aux(567)
s(3194) =< s(3185)*(1/2)-1/2
s(3195) =< s(3185)*(1/2)
s(3196) =< s(3185)
s(3181) =< s(3185)*(1/2)-1/2
s(3191) =< s(3181)+1/2
s(3192) =< s(3181)*2+2
s(3194) =< s(3181)
s(3197) =< s(3178)*s(3189)
s(3198) =< s(3187)*s(3193)
s(3199) =< s(3187)*s(3195)
s(3200) =< s(3187)*s(3196)
s(3201) =< s(3190)*s(3181)
s(3202) =< s(3190)*aux(567)
s(3203) =< s(3190)*s(3185)
s(3204) =< s(3187)*s(3191)
s(3205) =< s(3187)*s(3192)
s(3199) =< s(3187)*s(3194)
s(3201) =< s(3203)*(1/2)
s(3206) =< s(3205)
s(3207) =< s(3205)
s(3208) =< s(3198)
s(3204) =< s(3198)
s(3206) =< s(3198)
s(3208) =< aux(567)
s(3204) =< aux(567)
s(3206) =< aux(567)
s(3209) =< s(3200)
s(3210) =< s(3200)
s(3199) =< s(3198)
s(3209) =< s(3198)
s(3199) =< aux(567)
s(3209) =< aux(567)
s(3211) =< s(3203)
s(3212) =< s(3203)
s(3213) =< s(3202)
s(3201) =< s(3202)
s(3212) =< s(3202)
s(3213) =< aux(567)
s(3201) =< aux(567)
s(3212) =< aux(567)
s(3176) =< s(3170)
s(3177) =< s(3170)
s(3172) =< aux(567)
s(3176) =< aux(567)
s(3219) =< aux(567)
s(3219) =< aux(568)
s(3221) =< s(3170)
s(3223) =< aux(567)
s(3217) =< aux(567)
s(3221) =< aux(567)
s(3223) =< s(3219)
s(3217) =< s(3219)
s(3221) =< s(3219)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=0] 

* Chain [128]: 2*s(3262)+2*s(3266)+2*s(3267)+2*s(3268)+3*s(3276)+6*s(3277)+12*s(3278)+4*s(3280)+2*s(3287)+2*s(3289)+2*s(3291)+2*s(3294)+2*s(3296)+2*s(3297)+4*s(3298)+2*s(3299)+2*s(3300)+4*s(3301)+2*s(3302)+2*s(3303)+2*s(3304)+2*s(3352)+2*s(3356)+2*s(3357)+3*s(3359)+3
  Such that:aux(582) =< A
aux(583) =< A+G
aux(584) =< A/2
aux(585) =< -B+G
aux(586) =< -B+G+1
aux(587) =< -B/2+G/2
aux(588) =< -B/2+H/2
aux(589) =< -C+G
aux(590) =< -C/2+H/2
aux(591) =< G+1
aux(592) =< G/2
s(3273) =< aux(584)
s(3355) =< aux(585)
s(3352) =< aux(587)
s(3262) =< aux(588)
s(3262) =< aux(590)
s(3271) =< aux(592)
s(3264) =< aux(582)
s(3273) =< aux(582)
s(3264) =< aux(583)
s(3275) =< aux(591)
s(3276) =< aux(591)
s(3277) =< aux(582)
s(3278) =< aux(582)
s(3275) =< aux(583)
s(3279) =< aux(583)
s(3280) =< s(3273)
s(3277) =< s(3273)
s(3279) =< aux(591)
s(3279) =< s(3275)
s(3281) =< s(3275)*(1/2)
s(3282) =< s(3275)+1
s(3283) =< aux(582)
s(3284) =< s(3275)*(1/2)-1/2
s(3285) =< s(3275)*(1/2)
s(3286) =< s(3275)
s(3271) =< s(3275)*(1/2)-1/2
s(3281) =< s(3271)+1/2
s(3282) =< s(3271)*2+2
s(3284) =< s(3271)
s(3287) =< s(3278)*s(3279)
s(3288) =< s(3277)*s(3283)
s(3289) =< s(3277)*s(3285)
s(3290) =< s(3277)*s(3286)
s(3291) =< s(3280)*s(3271)
s(3292) =< s(3280)*aux(582)
s(3293) =< s(3280)*s(3275)
s(3294) =< s(3277)*s(3281)
s(3295) =< s(3277)*s(3282)
s(3289) =< s(3277)*s(3284)
s(3291) =< s(3293)*(1/2)
s(3296) =< s(3295)
s(3297) =< s(3295)
s(3298) =< s(3288)
s(3294) =< s(3288)
s(3296) =< s(3288)
s(3298) =< aux(582)
s(3294) =< aux(582)
s(3296) =< aux(582)
s(3299) =< s(3290)
s(3300) =< s(3290)
s(3289) =< s(3288)
s(3299) =< s(3288)
s(3289) =< aux(582)
s(3299) =< aux(582)
s(3301) =< s(3293)
s(3302) =< s(3293)
s(3303) =< s(3292)
s(3291) =< s(3292)
s(3302) =< s(3292)
s(3303) =< aux(582)
s(3291) =< aux(582)
s(3302) =< aux(582)
s(3266) =< aux(589)
s(3267) =< aux(589)
s(3268) =< aux(582)
s(3262) =< aux(582)
s(3266) =< aux(582)
s(3268) =< s(3264)
s(3262) =< s(3264)
s(3266) =< s(3264)
s(3352) =< aux(586)
s(3355) =< aux(586)
s(3359) =< aux(586)
s(3356) =< aux(586)
s(3357) =< aux(586)
s(3356) =< s(3355)
s(3357) =< s(3355)
s(3352) =< aux(582)
s(3356) =< aux(582)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=0,H>=C] 

* Chain [127]: 2*s(3373)+4*s(3377)+9*s(3378)+26*s(3379)+2*s(3392)+8*s(3401)+2*s(3403)+2*s(3404)+6*s(3406)+4*s(3408)+4*s(3415)+2*s(3417)+2*s(3419)+2*s(3422)+2*s(3424)+2*s(3425)+4*s(3426)+2*s(3427)+2*s(3428)+4*s(3429)+2*s(3430)+2*s(3431)+4*s(3432)+2*s(3477)+6*s(3492)+4*s(3495)+2*s(3504)+2*s(3506)+2*s(3509)+2*s(3511)+2*s(3512)+4*s(3513)+2*s(3514)+2*s(3515)+4*s(3516)+2*s(3517)+2*s(3518)+3
  Such that:aux(603) =< A
aux(604) =< A+G
aux(605) =< A/2
aux(606) =< -B+G
aux(607) =< -B/2+G/2
aux(608) =< -C+G
aux(609) =< -C/2+H/2
aux(610) =< G+1
aux(611) =< G/2
s(3399) =< aux(605)
s(3373) =< aux(607)
s(3477) =< aux(607)
s(3392) =< aux(608)
s(3477) =< aux(609)
s(3402) =< aux(611)
s(3399) =< aux(603)
s(3400) =< aux(610)
s(3401) =< aux(610)
s(3403) =< aux(611)
s(3404) =< aux(610)
s(3379) =< aux(603)
s(3403) =< aux(603)
s(3404) =< aux(603)
s(3406) =< aux(603)
s(3400) =< aux(604)
s(3407) =< aux(604)
s(3408) =< aux(605)
s(3406) =< aux(605)
s(3408) =< s(3399)
s(3406) =< s(3399)
s(3407) =< aux(610)
s(3407) =< s(3400)
s(3409) =< s(3400)*(1/2)
s(3410) =< s(3400)+1
s(3411) =< aux(603)
s(3412) =< s(3400)*(1/2)-1/2
s(3413) =< s(3400)*(1/2)
s(3414) =< s(3400)
s(3402) =< s(3400)*(1/2)-1/2
s(3409) =< s(3402)+1/2
s(3410) =< s(3402)*2+2
s(3412) =< s(3402)
s(3415) =< s(3379)*s(3407)
s(3416) =< s(3406)*s(3411)
s(3417) =< s(3406)*s(3413)
s(3418) =< s(3406)*s(3414)
s(3419) =< s(3408)*s(3402)
s(3420) =< s(3408)*aux(603)
s(3421) =< s(3408)*s(3400)
s(3422) =< s(3406)*s(3409)
s(3423) =< s(3406)*s(3410)
s(3417) =< s(3406)*s(3412)
s(3419) =< s(3421)*(1/2)
s(3424) =< s(3423)
s(3425) =< s(3423)
s(3426) =< s(3416)
s(3422) =< s(3416)
s(3424) =< s(3416)
s(3426) =< aux(603)
s(3422) =< aux(603)
s(3424) =< aux(603)
s(3427) =< s(3418)
s(3428) =< s(3418)
s(3417) =< s(3416)
s(3427) =< s(3416)
s(3417) =< aux(603)
s(3427) =< aux(603)
s(3429) =< s(3421)
s(3430) =< s(3421)
s(3431) =< s(3420)
s(3419) =< s(3420)
s(3430) =< s(3420)
s(3431) =< aux(603)
s(3419) =< aux(603)
s(3430) =< aux(603)
s(3378) =< aux(606)
s(3492) =< aux(603)
s(3495) =< s(3399)
s(3492) =< s(3399)
s(3503) =< s(3492)*s(3411)
s(3504) =< s(3492)*s(3413)
s(3505) =< s(3492)*s(3414)
s(3506) =< s(3495)*s(3402)
s(3507) =< s(3495)*aux(603)
s(3508) =< s(3495)*s(3400)
s(3509) =< s(3492)*s(3409)
s(3510) =< s(3492)*s(3410)
s(3504) =< s(3492)*s(3412)
s(3506) =< s(3508)*(1/2)
s(3511) =< s(3510)
s(3512) =< s(3510)
s(3513) =< s(3503)
s(3509) =< s(3503)
s(3511) =< s(3503)
s(3513) =< aux(603)
s(3509) =< aux(603)
s(3511) =< aux(603)
s(3514) =< s(3505)
s(3515) =< s(3505)
s(3504) =< s(3503)
s(3514) =< s(3503)
s(3504) =< aux(603)
s(3514) =< aux(603)
s(3516) =< s(3508)
s(3517) =< s(3508)
s(3518) =< s(3507)
s(3506) =< s(3507)
s(3517) =< s(3507)
s(3518) =< aux(603)
s(3506) =< aux(603)
s(3517) =< aux(603)
s(3377) =< aux(606)
s(3477) =< aux(603)
s(3377) =< aux(603)
s(3373) =< aux(606)
s(3373) =< aux(603)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=0,H>=C+1] 

* Chain [126]: 11*s(3566)+1*s(3569)+1*s(3572)+2*s(3573)+3*s(3574)+1*s(3575)+1*s(3579)+4*s(3585)+2*s(3591)+3
  Such that:aux(613) =< -C+G
aux(618) =< A
aux(619) =< -B+G
aux(620) =< D
aux(621) =< G/2
s(3569) =< aux(621)
s(3575) =< aux(621)
s(3566) =< aux(619)
s(3585) =< aux(619)
s(3591) =< aux(618)
s(3585) =< aux(618)
s(3569) =< aux(619)
s(3572) =< aux(619)
s(3573) =< aux(620)
s(3569) =< aux(620)
s(3572) =< aux(620)
s(3574) =< aux(613)
s(3575) =< aux(613)
s(3579) =< aux(613)
s(3575) =< aux(620)
s(3579) =< aux(620)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=0,H>=C+2] 

* Chain [125]: 1*s(3605)+2*s(3613)+3*s(3614)+5*s(3615)+2*s(3617)+1*s(3624)+1*s(3626)+1*s(3628)+1*s(3631)+1*s(3633)+1*s(3634)+2*s(3635)+1*s(3636)+1*s(3637)+2*s(3638)+1*s(3639)+1*s(3640)+1*s(3641)+3
  Such that:s(3607) =< A+G
s(3610) =< A/2
s(3605) =< -C+G
s(3611) =< G+1
s(3608) =< G/2
aux(622) =< A
s(3612) =< s(3611)
s(3613) =< s(3611)
s(3614) =< aux(622)
s(3615) =< aux(622)
s(3612) =< s(3607)
s(3616) =< s(3607)
s(3617) =< s(3610)
s(3614) =< s(3610)
s(3616) =< s(3611)
s(3616) =< s(3612)
s(3618) =< s(3612)*(1/2)
s(3619) =< s(3612)+1
s(3620) =< aux(622)
s(3621) =< s(3612)*(1/2)-1/2
s(3622) =< s(3612)*(1/2)
s(3623) =< s(3612)
s(3608) =< s(3612)*(1/2)-1/2
s(3618) =< s(3608)+1/2
s(3619) =< s(3608)*2+2
s(3621) =< s(3608)
s(3624) =< s(3615)*s(3616)
s(3625) =< s(3614)*s(3620)
s(3626) =< s(3614)*s(3622)
s(3627) =< s(3614)*s(3623)
s(3628) =< s(3617)*s(3608)
s(3629) =< s(3617)*aux(622)
s(3630) =< s(3617)*s(3612)
s(3631) =< s(3614)*s(3618)
s(3632) =< s(3614)*s(3619)
s(3626) =< s(3614)*s(3621)
s(3628) =< s(3630)*(1/2)
s(3633) =< s(3632)
s(3634) =< s(3632)
s(3635) =< s(3625)
s(3631) =< s(3625)
s(3633) =< s(3625)
s(3635) =< aux(622)
s(3631) =< aux(622)
s(3633) =< aux(622)
s(3636) =< s(3627)
s(3637) =< s(3627)
s(3626) =< s(3625)
s(3636) =< s(3625)
s(3626) =< aux(622)
s(3636) =< aux(622)
s(3638) =< s(3630)
s(3639) =< s(3630)
s(3640) =< s(3629)
s(3628) =< s(3629)
s(3639) =< s(3629)
s(3640) =< aux(622)
s(3628) =< aux(622)
s(3639) =< aux(622)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=1,H>=C+1] 

* Chain [124]: 3*s(3642)+3
  Such that:aux(623) =< -B+G
s(3642) =< aux(623)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=1,H>=C+3] 

* Chain [123]: 1*s(3645)+2*s(3653)+3*s(3654)+5*s(3655)+2*s(3657)+1*s(3664)+1*s(3666)+1*s(3668)+1*s(3671)+1*s(3673)+1*s(3674)+2*s(3675)+1*s(3676)+1*s(3677)+2*s(3678)+1*s(3679)+1*s(3680)+1*s(3681)+3
  Such that:s(3647) =< A+G
s(3650) =< A/2
s(3645) =< -C+G
s(3651) =< G+1
s(3648) =< G/2
aux(624) =< A
s(3652) =< s(3651)
s(3653) =< s(3651)
s(3654) =< aux(624)
s(3655) =< aux(624)
s(3652) =< s(3647)
s(3656) =< s(3647)
s(3657) =< s(3650)
s(3654) =< s(3650)
s(3656) =< s(3651)
s(3656) =< s(3652)
s(3658) =< s(3652)*(1/2)
s(3659) =< s(3652)+1
s(3660) =< aux(624)
s(3661) =< s(3652)*(1/2)-1/2
s(3662) =< s(3652)*(1/2)
s(3663) =< s(3652)
s(3648) =< s(3652)*(1/2)-1/2
s(3658) =< s(3648)+1/2
s(3659) =< s(3648)*2+2
s(3661) =< s(3648)
s(3664) =< s(3655)*s(3656)
s(3665) =< s(3654)*s(3660)
s(3666) =< s(3654)*s(3662)
s(3667) =< s(3654)*s(3663)
s(3668) =< s(3657)*s(3648)
s(3669) =< s(3657)*aux(624)
s(3670) =< s(3657)*s(3652)
s(3671) =< s(3654)*s(3658)
s(3672) =< s(3654)*s(3659)
s(3666) =< s(3654)*s(3661)
s(3668) =< s(3670)*(1/2)
s(3673) =< s(3672)
s(3674) =< s(3672)
s(3675) =< s(3665)
s(3671) =< s(3665)
s(3673) =< s(3665)
s(3675) =< aux(624)
s(3671) =< aux(624)
s(3673) =< aux(624)
s(3676) =< s(3667)
s(3677) =< s(3667)
s(3666) =< s(3665)
s(3676) =< s(3665)
s(3666) =< aux(624)
s(3676) =< aux(624)
s(3678) =< s(3670)
s(3679) =< s(3670)
s(3680) =< s(3669)
s(3668) =< s(3669)
s(3679) =< s(3669)
s(3680) =< aux(624)
s(3668) =< aux(624)
s(3679) =< aux(624)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=2,H>=C+1] 

* Chain [122]: 3*s(3682)+3
  Such that:aux(625) =< -B+G
s(3682) =< aux(625)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=2,H>=C+4] 

* Chain [121]: 4*s(3687)+3*s(3691)+3*s(3692)+20*s(3693)+1*s(3714)+1*s(3718)+1*s(3719)+9*s(3732)+6*s(3735)+2*s(3742)+2*s(3744)+2*s(3746)+2*s(3749)+2*s(3751)+2*s(3752)+6*s(3753)+2*s(3754)+2*s(3755)+4*s(3756)+2*s(3757)+3*s(3758)+3*s(3759)+1*s(3766)+1*s(3767)+1*s(3786)+1*s(3788)+1*s(3790)+1*s(3793)+1*s(3795)+1*s(3796)+1*s(3798)+1*s(3799)+2*s(3800)+1*s(3801)+1*s(3804)+1*s(3809)+1*s(3810)+1*s(3811)+2
  Such that:s(3807) =< -B+G
s(3808) =< -B+G+1
aux(633) =< -B+H
aux(639) =< -C+H
s(3714) =< -C/2+H/2
aux(642) =< D
s(3723) =< D+G
s(3770) =< D+H
aux(643) =< A
aux(644) =< A+G
aux(645) =< A/2
aux(646) =< -B/2+G/2
aux(647) =< -C+G
aux(648) =< -C/2+G/2
aux(649) =< G+1
aux(650) =< G/2
aux(651) =< H+1
aux(652) =< H/2
s(3723) =< aux(644)
s(3770) =< aux(644)
s(3724) =< aux(645)
s(3687) =< aux(646)
s(3714) =< aux(646)
s(3804) =< aux(646)
s(3687) =< aux(648)
s(3772) =< aux(650)
s(3772) =< aux(652)
s(3724) =< aux(643)
s(3725) =< aux(649)
s(3726) =< aux(650)
s(3725) =< aux(651)
s(3726) =< aux(652)
s(3730) =< s(3726)
s(3731) =< s(3725)
s(3732) =< aux(643)
s(3693) =< aux(643)
s(3731) =< s(3723)
s(3734) =< s(3723)
s(3735) =< s(3724)
s(3732) =< s(3724)
s(3734) =< s(3725)
s(3734) =< s(3731)
s(3736) =< s(3731)*(1/2)
s(3737) =< s(3731)+1
s(3738) =< aux(643)
s(3739) =< s(3731)*(1/2)-1/2
s(3740) =< s(3731)*(1/2)
s(3741) =< s(3731)
s(3730) =< s(3731)*(1/2)-1/2
s(3736) =< s(3730)+1/2
s(3737) =< s(3730)*2+2
s(3739) =< s(3730)
s(3742) =< s(3693)*s(3734)
s(3743) =< s(3732)*s(3738)
s(3744) =< s(3732)*s(3740)
s(3745) =< s(3732)*s(3741)
s(3746) =< s(3735)*s(3730)
s(3747) =< s(3735)*aux(643)
s(3748) =< s(3735)*s(3731)
s(3749) =< s(3732)*s(3736)
s(3750) =< s(3732)*s(3737)
s(3744) =< s(3732)*s(3739)
s(3746) =< s(3748)*(1/2)
s(3751) =< s(3750)
s(3752) =< s(3750)
s(3753) =< s(3743)
s(3749) =< s(3743)
s(3751) =< s(3743)
s(3753) =< aux(643)
s(3749) =< aux(643)
s(3751) =< aux(643)
s(3754) =< s(3745)
s(3755) =< s(3745)
s(3744) =< s(3743)
s(3754) =< s(3743)
s(3744) =< aux(643)
s(3754) =< aux(643)
s(3756) =< s(3748)
s(3757) =< s(3748)
s(3758) =< s(3747)
s(3746) =< s(3747)
s(3757) =< s(3747)
s(3758) =< aux(643)
s(3746) =< aux(643)
s(3757) =< aux(643)
s(3718) =< aux(633)
s(3719) =< aux(633)
s(3714) =< aux(643)
s(3718) =< aux(643)
s(3773) =< aux(649)
s(3773) =< aux(651)
s(3773) =< s(3770)
s(3778) =< s(3770)
s(3773) =< s(3725)
s(3778) =< s(3725)
s(3778) =< s(3773)
s(3780) =< s(3773)*(1/2)
s(3781) =< s(3773)+1
s(3783) =< s(3773)*(1/2)-1/2
s(3784) =< s(3773)*(1/2)
s(3785) =< s(3773)
s(3772) =< s(3773)*(1/2)-1/2
s(3780) =< s(3772)+1/2
s(3781) =< s(3772)*2+2
s(3783) =< s(3772)
s(3786) =< s(3693)*s(3778)
s(3788) =< s(3732)*s(3784)
s(3789) =< s(3732)*s(3785)
s(3790) =< s(3735)*s(3772)
s(3792) =< s(3735)*s(3773)
s(3793) =< s(3732)*s(3780)
s(3794) =< s(3732)*s(3781)
s(3788) =< s(3732)*s(3783)
s(3790) =< s(3792)*(1/2)
s(3795) =< s(3794)
s(3796) =< s(3794)
s(3793) =< s(3743)
s(3795) =< s(3743)
s(3793) =< aux(643)
s(3795) =< aux(643)
s(3798) =< s(3789)
s(3799) =< s(3789)
s(3788) =< s(3743)
s(3798) =< s(3743)
s(3788) =< aux(643)
s(3798) =< aux(643)
s(3800) =< s(3792)
s(3801) =< s(3792)
s(3790) =< s(3747)
s(3801) =< s(3747)
s(3790) =< aux(643)
s(3801) =< aux(643)
s(3766) =< aux(639)
s(3767) =< aux(639)
s(3687) =< aux(643)
s(3766) =< aux(643)
s(3809) =< s(3808)
s(3810) =< s(3808)
s(3809) =< s(3807)
s(3810) =< s(3807)
s(3811) =< aux(642)
s(3804) =< aux(642)
s(3809) =< aux(642)
s(3691) =< aux(647)
s(3692) =< aux(647)
s(3691) =< aux(643)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=C] 

* Chain [120]: 1*s(3812)+1*s(3817)+9*s(3818)+2*s(3819)+5*s(3823)+4*s(3827)+20*s(3829)+9*s(3871)+6*s(3874)+2*s(3881)+2*s(3883)+2*s(3885)+2*s(3888)+2*s(3890)+2*s(3891)+6*s(3892)+2*s(3893)+2*s(3894)+4*s(3895)+2*s(3896)+3*s(3897)+3*s(3898)+2*s(3899)+1*s(3906)+1*s(3926)+1*s(3928)+1*s(3930)+1*s(3933)+1*s(3935)+1*s(3936)+1*s(3938)+1*s(3939)+2*s(3940)+1*s(3941)+1*s(3944)+1*s(3949)+1*s(3950)+1*s(3951)+2
  Such that:s(3947) =< -B+H
s(3948) =< -B+H+1
s(3944) =< -B/2+H/2
aux(668) =< -C+G
s(3910) =< D+G
s(3862) =< D+H
aux(672) =< A
aux(673) =< A+G
aux(674) =< A/2
aux(675) =< -B+G
aux(676) =< -B/2+G/2
aux(677) =< -C/2+G/2
aux(678) =< D
aux(679) =< G+1
aux(680) =< G/2
aux(681) =< H+1
aux(682) =< H/2
s(3862) =< aux(673)
s(3910) =< aux(673)
s(3863) =< aux(674)
s(3812) =< aux(676)
s(3823) =< aux(676)
s(3823) =< aux(677)
s(3912) =< aux(680)
s(3912) =< aux(682)
s(3863) =< aux(672)
s(3818) =< aux(675)
s(3864) =< aux(679)
s(3865) =< aux(680)
s(3864) =< aux(681)
s(3865) =< aux(682)
s(3869) =< s(3865)
s(3870) =< s(3864)
s(3871) =< aux(672)
s(3829) =< aux(672)
s(3870) =< s(3862)
s(3873) =< s(3862)
s(3874) =< s(3863)
s(3871) =< s(3863)
s(3873) =< s(3864)
s(3873) =< s(3870)
s(3875) =< s(3870)*(1/2)
s(3876) =< s(3870)+1
s(3877) =< aux(672)
s(3878) =< s(3870)*(1/2)-1/2
s(3879) =< s(3870)*(1/2)
s(3880) =< s(3870)
s(3869) =< s(3870)*(1/2)-1/2
s(3875) =< s(3869)+1/2
s(3876) =< s(3869)*2+2
s(3878) =< s(3869)
s(3881) =< s(3829)*s(3873)
s(3882) =< s(3871)*s(3877)
s(3883) =< s(3871)*s(3879)
s(3884) =< s(3871)*s(3880)
s(3885) =< s(3874)*s(3869)
s(3886) =< s(3874)*aux(672)
s(3887) =< s(3874)*s(3870)
s(3888) =< s(3871)*s(3875)
s(3889) =< s(3871)*s(3876)
s(3883) =< s(3871)*s(3878)
s(3885) =< s(3887)*(1/2)
s(3890) =< s(3889)
s(3891) =< s(3889)
s(3892) =< s(3882)
s(3888) =< s(3882)
s(3890) =< s(3882)
s(3892) =< aux(672)
s(3888) =< aux(672)
s(3890) =< aux(672)
s(3893) =< s(3884)
s(3894) =< s(3884)
s(3883) =< s(3882)
s(3893) =< s(3882)
s(3883) =< aux(672)
s(3893) =< aux(672)
s(3895) =< s(3887)
s(3896) =< s(3887)
s(3897) =< s(3886)
s(3885) =< s(3886)
s(3896) =< s(3886)
s(3897) =< aux(672)
s(3885) =< aux(672)
s(3896) =< aux(672)
s(3827) =< aux(675)
s(3823) =< aux(672)
s(3827) =< aux(672)
s(3899) =< aux(668)
s(3913) =< aux(679)
s(3913) =< aux(681)
s(3913) =< s(3910)
s(3918) =< s(3910)
s(3913) =< s(3864)
s(3918) =< s(3864)
s(3918) =< s(3913)
s(3920) =< s(3913)*(1/2)
s(3921) =< s(3913)+1
s(3923) =< s(3913)*(1/2)-1/2
s(3924) =< s(3913)*(1/2)
s(3925) =< s(3913)
s(3912) =< s(3913)*(1/2)-1/2
s(3920) =< s(3912)+1/2
s(3921) =< s(3912)*2+2
s(3923) =< s(3912)
s(3926) =< s(3829)*s(3918)
s(3928) =< s(3871)*s(3924)
s(3929) =< s(3871)*s(3925)
s(3930) =< s(3874)*s(3912)
s(3932) =< s(3874)*s(3913)
s(3933) =< s(3871)*s(3920)
s(3934) =< s(3871)*s(3921)
s(3928) =< s(3871)*s(3923)
s(3930) =< s(3932)*(1/2)
s(3935) =< s(3934)
s(3936) =< s(3934)
s(3933) =< s(3882)
s(3935) =< s(3882)
s(3933) =< aux(672)
s(3935) =< aux(672)
s(3938) =< s(3929)
s(3939) =< s(3929)
s(3928) =< s(3882)
s(3938) =< s(3882)
s(3928) =< aux(672)
s(3938) =< aux(672)
s(3940) =< s(3932)
s(3941) =< s(3932)
s(3930) =< s(3886)
s(3941) =< s(3886)
s(3930) =< aux(672)
s(3941) =< aux(672)
s(3906) =< aux(668)
s(3906) =< aux(672)
s(3944) =< s(3947)
s(3949) =< s(3947)
s(3950) =< s(3948)
s(3951) =< s(3948)
s(3950) =< s(3947)
s(3951) =< s(3947)
s(3819) =< aux(678)
s(3944) =< aux(678)
s(3950) =< aux(678)
s(3817) =< aux(675)
s(3812) =< aux(678)
s(3817) =< aux(678)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=C+1] 

* Chain [119]: 2*s(3953)+4*s(3958)+2*s(3959)+2*s(3961)+1
  Such that:aux(687) =< -B+H
aux(688) =< -B/2+H/2
aux(689) =< D
s(3953) =< aux(688)
s(3953) =< aux(687)
s(3958) =< aux(687)
s(3959) =< aux(687)
s(3961) =< aux(689)
s(3953) =< aux(689)
s(3959) =< aux(689)

  with precondition: [D=A,C=B,F=E,H=G,D>=2,H>=C+2] 

* Chain [118]: 3*s(3971)+1*s(3972)+1*s(3978)+1*s(3980)+1
  Such that:s(3972) =< -B/2+H/2
aux(690) =< -B+H
aux(691) =< D
s(3971) =< aux(690)
s(3972) =< aux(690)
s(3978) =< aux(690)
s(3980) =< aux(691)
s(3972) =< aux(691)
s(3978) =< aux(691)

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

* Chain [117]: 2*s(3983)+2*s(3987)+2*s(3988)+11*s(3989)+2*s(3990)+1*s(3995)+1*s(3996)+1*s(4000)+1*s(4004)+2*s(4005)+7*s(4006)+1*s(4011)+1*s(4019)+1*s(4020)+3*s(4022)+2*s(4024)+1*s(4031)+1*s(4033)+1*s(4035)+1*s(4038)+1*s(4040)+1*s(4041)+2*s(4042)+1*s(4043)+1*s(4044)+2*s(4045)+1*s(4046)+1*s(4047)+2*s(4048)+1*s(4063)+1*s(4064)+1*s(4068)+1*s(4072)+1*s(4079)+1*s(4088)+1*s(4089)+3*s(4091)+2*s(4093)+1*s(4100)+1*s(4102)+1*s(4104)+1*s(4107)+1*s(4109)+1*s(4110)+2*s(4111)+1*s(4112)+1*s(4113)+2*s(4114)+1*s(4115)+1*s(4116)+1
  Such that:aux(696) =< A
s(4076) =< A+G
s(4008) =< A+H
s(4014) =< A/2
s(3992) =< -B+G+2
s(4060) =< -B+H+2
s(4068) =< -B/2+H/2
s(4084) =< D/2
aux(714) =< -B+G+1
aux(715) =< -B+H+1
aux(716) =< -B/2+G/2
aux(717) =< -B/2+G/2+1/2
aux(718) =< -C+H+1
aux(719) =< -C/2+H/2
aux(720) =< D
aux(721) =< D+G
aux(722) =< G+1
aux(723) =< G+2
aux(724) =< G/2
aux(725) =< G/2+1/2
aux(726) =< H+1
aux(727) =< H+2
aux(728) =< H/2
aux(729) =< H/2+1/2
s(3983) =< aux(716)
s(4000) =< aux(716)
s(3990) =< aux(717)
s(3983) =< aux(719)
s(4000) =< aux(719)
s(4068) =< aux(719)
s(4008) =< aux(721)
s(4076) =< aux(721)
s(3993) =< aux(723)
s(4010) =< aux(724)
s(4078) =< aux(724)
s(3990) =< aux(725)
s(4011) =< aux(725)
s(4079) =< aux(725)
s(3993) =< aux(727)
s(4010) =< aux(728)
s(4078) =< aux(728)
s(3990) =< aux(729)
s(4011) =< aux(729)
s(4079) =< aux(729)
s(3998) =< aux(715)
s(3998) =< aux(718)
s(4084) =< aux(720)
s(4009) =< aux(722)
s(4080) =< aux(722)
s(4081) =< aux(723)
s(4009) =< aux(726)
s(4080) =< aux(726)
s(4081) =< aux(727)
s(4086) =< aux(720)
s(4086) =< s(4084)
s(4081) =< s(3993)
s(4088) =< s(4081)
s(4089) =< s(4081)
s(3989) =< aux(720)
s(4079) =< aux(720)
s(4088) =< aux(720)
s(4091) =< aux(720)
s(4080) =< s(4076)
s(4092) =< s(4076)
s(4093) =< s(4084)
s(4091) =< s(4084)
s(4093) =< s(4086)
s(4091) =< s(4086)
s(4080) =< s(4009)
s(4092) =< s(4009)
s(4092) =< s(4080)
s(4094) =< s(4080)*(1/2)
s(4095) =< s(4080)+1
s(4096) =< aux(720)
s(4097) =< s(4080)*(1/2)-1/2
s(4098) =< s(4080)*(1/2)
s(4099) =< s(4080)
s(4078) =< s(4080)*(1/2)-1/2
s(4094) =< s(4078)+1/2
s(4095) =< s(4078)*2+2
s(4097) =< s(4078)
s(4100) =< s(3989)*s(4092)
s(4101) =< s(4091)*s(4096)
s(4102) =< s(4091)*s(4098)
s(4103) =< s(4091)*s(4099)
s(4104) =< s(4093)*s(4078)
s(4105) =< s(4093)*aux(720)
s(4106) =< s(4093)*s(4080)
s(4107) =< s(4091)*s(4094)
s(4108) =< s(4091)*s(4095)
s(4102) =< s(4091)*s(4097)
s(4104) =< s(4106)*(1/2)
s(4109) =< s(4108)
s(4110) =< s(4108)
s(4111) =< s(4101)
s(4107) =< s(4101)
s(4109) =< s(4101)
s(4111) =< aux(720)
s(4107) =< aux(720)
s(4109) =< aux(720)
s(4112) =< s(4103)
s(4113) =< s(4103)
s(4102) =< s(4101)
s(4112) =< s(4101)
s(4102) =< aux(720)
s(4112) =< aux(720)
s(4114) =< s(4106)
s(4115) =< s(4106)
s(4116) =< s(4105)
s(4104) =< s(4105)
s(4115) =< s(4105)
s(4116) =< aux(720)
s(4104) =< aux(720)
s(4115) =< aux(720)
s(4072) =< s(3998)
s(4005) =< s(3998)
s(4068) =< aux(720)
s(4072) =< aux(720)
s(4014) =< aux(696)
s(4012) =< aux(722)
s(4012) =< aux(726)
s(4017) =< aux(696)
s(4017) =< s(4014)
s(4019) =< s(3993)
s(4020) =< s(3993)
s(4006) =< aux(696)
s(4011) =< aux(696)
s(4019) =< aux(696)
s(4022) =< aux(696)
s(4012) =< s(4008)
s(4023) =< s(4008)
s(4024) =< s(4014)
s(4022) =< s(4014)
s(4024) =< s(4017)
s(4022) =< s(4017)
s(4012) =< s(4009)
s(4023) =< s(4009)
s(4023) =< s(4012)
s(4025) =< s(4012)*(1/2)
s(4026) =< s(4012)+1
s(4027) =< aux(696)
s(4028) =< s(4012)*(1/2)-1/2
s(4029) =< s(4012)*(1/2)
s(4030) =< s(4012)
s(4010) =< s(4012)*(1/2)-1/2
s(4025) =< s(4010)+1/2
s(4026) =< s(4010)*2+2
s(4028) =< s(4010)
s(4031) =< s(4006)*s(4023)
s(4032) =< s(4022)*s(4027)
s(4033) =< s(4022)*s(4029)
s(4034) =< s(4022)*s(4030)
s(4035) =< s(4024)*s(4010)
s(4036) =< s(4024)*aux(696)
s(4037) =< s(4024)*s(4012)
s(4038) =< s(4022)*s(4025)
s(4039) =< s(4022)*s(4026)
s(4033) =< s(4022)*s(4028)
s(4035) =< s(4037)*(1/2)
s(4040) =< s(4039)
s(4041) =< s(4039)
s(4042) =< s(4032)
s(4038) =< s(4032)
s(4040) =< s(4032)
s(4042) =< aux(696)
s(4038) =< aux(696)
s(4040) =< aux(696)
s(4043) =< s(4034)
s(4044) =< s(4034)
s(4033) =< s(4032)
s(4043) =< s(4032)
s(4033) =< aux(696)
s(4043) =< aux(696)
s(4045) =< s(4037)
s(4046) =< s(4037)
s(4047) =< s(4036)
s(4035) =< s(4036)
s(4046) =< s(4036)
s(4047) =< aux(696)
s(4035) =< aux(696)
s(4046) =< aux(696)
s(4004) =< s(3998)
s(4000) =< aux(696)
s(4004) =< aux(696)
s(3981) =< aux(714)
s(3981) =< aux(718)
s(3992) =< aux(723)
s(3994) =< s(3992)
s(3994) =< s(3993)
s(3995) =< s(3994)
s(3996) =< s(3994)
s(3990) =< aux(720)
s(3995) =< aux(720)
s(3987) =< s(3981)
s(3988) =< s(3981)
s(3983) =< aux(720)
s(3987) =< aux(720)
s(4060) =< aux(727)
s(4062) =< s(4060)
s(4062) =< s(3993)
s(4063) =< s(4062)
s(4064) =< s(4062)
s(4063) =< aux(720)

  with precondition: [D=A,C=B,F=E,H=G,D>=3] 

* Chain [116]: 1*s(4128)+1*s(4129)+2*s(4130)+1*s(4131)+1*s(4132)+7*s(4133)+1*s(4134)+3*s(4135)+2*s(4137)+1*s(4144)+1*s(4146)+1*s(4148)+1*s(4151)+1*s(4153)+1*s(4154)+2*s(4155)+1*s(4156)+1*s(4157)+2*s(4158)+1*s(4159)+1*s(4160)+1*s(4161)+3
  Such that:s(4119) =< A+G
s(4124) =< A/2
s(4125) =< G+1
s(4120) =< G+2
s(4121) =< G/2
s(4122) =< G/2+1/2
aux(730) =< A
s(4126) =< aux(730)
s(4126) =< s(4124)
s(4127) =< s(4125)
s(4128) =< s(4122)
s(4129) =< s(4122)
s(4128) =< s(4125)
s(4130) =< s(4125)
s(4131) =< s(4120)
s(4132) =< s(4120)
s(4131) =< s(4125)
s(4132) =< s(4125)
s(4133) =< aux(730)
s(4128) =< aux(730)
s(4131) =< aux(730)
s(4134) =< s(4125)
s(4129) =< aux(730)
s(4134) =< aux(730)
s(4135) =< aux(730)
s(4127) =< s(4119)
s(4136) =< s(4119)
s(4137) =< s(4124)
s(4135) =< s(4124)
s(4137) =< s(4126)
s(4135) =< s(4126)
s(4136) =< s(4125)
s(4136) =< s(4127)
s(4138) =< s(4127)*(1/2)
s(4139) =< s(4127)+1
s(4140) =< aux(730)
s(4141) =< s(4127)*(1/2)-1/2
s(4142) =< s(4127)*(1/2)
s(4143) =< s(4127)
s(4121) =< s(4127)*(1/2)-1/2
s(4138) =< s(4121)+1/2
s(4139) =< s(4121)*2+2
s(4141) =< s(4121)
s(4144) =< s(4133)*s(4136)
s(4145) =< s(4135)*s(4140)
s(4146) =< s(4135)*s(4142)
s(4147) =< s(4135)*s(4143)
s(4148) =< s(4137)*s(4121)
s(4149) =< s(4137)*aux(730)
s(4150) =< s(4137)*s(4127)
s(4151) =< s(4135)*s(4138)
s(4152) =< s(4135)*s(4139)
s(4146) =< s(4135)*s(4141)
s(4148) =< s(4150)*(1/2)
s(4153) =< s(4152)
s(4154) =< s(4152)
s(4155) =< s(4145)
s(4151) =< s(4145)
s(4153) =< s(4145)
s(4155) =< aux(730)
s(4151) =< aux(730)
s(4153) =< aux(730)
s(4156) =< s(4147)
s(4157) =< s(4147)
s(4146) =< s(4145)
s(4156) =< s(4145)
s(4146) =< aux(730)
s(4156) =< aux(730)
s(4158) =< s(4150)
s(4159) =< s(4150)
s(4160) =< s(4149)
s(4148) =< s(4149)
s(4159) =< s(4149)
s(4160) =< aux(730)
s(4148) =< aux(730)
s(4159) =< aux(730)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=0,H>=C,C+D>=3] 

* Chain [115]: 2*s(4171)+4*s(4172)+2*s(4173)+7*s(4174)+3*s(4175)+2*s(4177)+1*s(4184)+1*s(4186)+1*s(4188)+1*s(4191)+1*s(4193)+1*s(4194)+2*s(4195)+1*s(4196)+1*s(4197)+2*s(4198)+1*s(4199)+1*s(4200)+1*s(4201)+3
  Such that:s(4163) =< A+G
s(4167) =< A/2
s(4168) =< G+1
s(4164) =< G/2
s(4165) =< G/2+1/2
aux(731) =< A
s(4169) =< aux(731)
s(4169) =< s(4167)
s(4170) =< s(4168)
s(4171) =< s(4165)
s(4171) =< s(4168)
s(4172) =< s(4168)
s(4173) =< s(4168)
s(4174) =< aux(731)
s(4171) =< aux(731)
s(4173) =< aux(731)
s(4175) =< aux(731)
s(4170) =< s(4163)
s(4176) =< s(4163)
s(4177) =< s(4167)
s(4175) =< s(4167)
s(4177) =< s(4169)
s(4175) =< s(4169)
s(4176) =< s(4168)
s(4176) =< s(4170)
s(4178) =< s(4170)*(1/2)
s(4179) =< s(4170)+1
s(4180) =< aux(731)
s(4181) =< s(4170)*(1/2)-1/2
s(4182) =< s(4170)*(1/2)
s(4183) =< s(4170)
s(4164) =< s(4170)*(1/2)-1/2
s(4178) =< s(4164)+1/2
s(4179) =< s(4164)*2+2
s(4181) =< s(4164)
s(4184) =< s(4174)*s(4176)
s(4185) =< s(4175)*s(4180)
s(4186) =< s(4175)*s(4182)
s(4187) =< s(4175)*s(4183)
s(4188) =< s(4177)*s(4164)
s(4189) =< s(4177)*aux(731)
s(4190) =< s(4177)*s(4170)
s(4191) =< s(4175)*s(4178)
s(4192) =< s(4175)*s(4179)
s(4186) =< s(4175)*s(4181)
s(4188) =< s(4190)*(1/2)
s(4193) =< s(4192)
s(4194) =< s(4192)
s(4195) =< s(4185)
s(4191) =< s(4185)
s(4193) =< s(4185)
s(4195) =< aux(731)
s(4191) =< aux(731)
s(4193) =< aux(731)
s(4196) =< s(4187)
s(4197) =< s(4187)
s(4186) =< s(4185)
s(4196) =< s(4185)
s(4186) =< aux(731)
s(4196) =< aux(731)
s(4198) =< s(4190)
s(4199) =< s(4190)
s(4200) =< s(4189)
s(4188) =< s(4189)
s(4199) =< s(4189)
s(4200) =< aux(731)
s(4188) =< aux(731)
s(4199) =< aux(731)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=1,H>=C,C+D>=3] 

* Chain [114]: 1*s(4205)+3*s(4211)+1*s(4212)+6*s(4213)+3*s(4214)+2*s(4216)+1*s(4223)+1*s(4225)+1*s(4227)+1*s(4230)+1*s(4232)+1*s(4233)+2*s(4234)+1*s(4235)+1*s(4236)+2*s(4237)+1*s(4238)+1*s(4239)+1*s(4240)+3
  Such that:s(4203) =< A+G
s(4207) =< A/2
s(4208) =< G+1
s(4204) =< G/2
s(4205) =< G/2+1/2
aux(732) =< A
s(4209) =< aux(732)
s(4209) =< s(4207)
s(4210) =< s(4208)
s(4211) =< s(4208)
s(4205) =< s(4208)
s(4212) =< s(4208)
s(4213) =< aux(732)
s(4205) =< aux(732)
s(4212) =< aux(732)
s(4214) =< aux(732)
s(4210) =< s(4203)
s(4215) =< s(4203)
s(4216) =< s(4207)
s(4214) =< s(4207)
s(4216) =< s(4209)
s(4214) =< s(4209)
s(4215) =< s(4208)
s(4215) =< s(4210)
s(4217) =< s(4210)*(1/2)
s(4218) =< s(4210)+1
s(4219) =< aux(732)
s(4220) =< s(4210)*(1/2)-1/2
s(4221) =< s(4210)*(1/2)
s(4222) =< s(4210)
s(4204) =< s(4210)*(1/2)-1/2
s(4217) =< s(4204)+1/2
s(4218) =< s(4204)*2+2
s(4220) =< s(4204)
s(4223) =< s(4213)*s(4215)
s(4224) =< s(4214)*s(4219)
s(4225) =< s(4214)*s(4221)
s(4226) =< s(4214)*s(4222)
s(4227) =< s(4216)*s(4204)
s(4228) =< s(4216)*aux(732)
s(4229) =< s(4216)*s(4210)
s(4230) =< s(4214)*s(4217)
s(4231) =< s(4214)*s(4218)
s(4225) =< s(4214)*s(4220)
s(4227) =< s(4229)*(1/2)
s(4232) =< s(4231)
s(4233) =< s(4231)
s(4234) =< s(4224)
s(4230) =< s(4224)
s(4232) =< s(4224)
s(4234) =< aux(732)
s(4230) =< aux(732)
s(4232) =< aux(732)
s(4235) =< s(4226)
s(4236) =< s(4226)
s(4225) =< s(4224)
s(4235) =< s(4224)
s(4225) =< aux(732)
s(4235) =< aux(732)
s(4237) =< s(4229)
s(4238) =< s(4229)
s(4239) =< s(4228)
s(4227) =< s(4228)
s(4238) =< s(4228)
s(4239) =< aux(732)
s(4227) =< aux(732)
s(4238) =< aux(732)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=2,H>=C,C+D>=3] 

* Chain [113]: 1*s(4243)+1*s(4245)+1*s(4246)+1*s(4247)+2
  Such that:s(4241) =< -C+G
s(4242) =< -C+G+1
s(4243) =< -C/2+G/2
s(4244) =< D
s(4245) =< s(4242)
s(4246) =< s(4242)
s(4245) =< s(4241)
s(4246) =< s(4241)
s(4247) =< s(4244)
s(4243) =< s(4244)
s(4245) =< s(4244)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=C] 

* Chain [112]: 1*s(4252)+1*s(4258)+1*s(4259)+6*s(4260)+3*s(4261)+2*s(4263)+1*s(4270)+1*s(4272)+1*s(4274)+1*s(4277)+1*s(4279)+1*s(4280)+2*s(4281)+1*s(4282)+1*s(4283)+2*s(4284)+1*s(4285)+1*s(4286)+1*s(4287)+2
  Such that:s(4249) =< A+H
s(4254) =< A/2
s(4251) =< G/2
s(4255) =< H+1
s(4250) =< H+2
s(4251) =< H/2
s(4252) =< H/2+1/2
aux(733) =< A
s(4256) =< aux(733)
s(4256) =< s(4254)
s(4257) =< s(4255)
s(4258) =< s(4250)
s(4259) =< s(4250)
s(4258) =< s(4255)
s(4259) =< s(4255)
s(4260) =< aux(733)
s(4252) =< aux(733)
s(4258) =< aux(733)
s(4261) =< aux(733)
s(4257) =< s(4249)
s(4262) =< s(4249)
s(4263) =< s(4254)
s(4261) =< s(4254)
s(4263) =< s(4256)
s(4261) =< s(4256)
s(4262) =< s(4255)
s(4262) =< s(4257)
s(4264) =< s(4257)*(1/2)
s(4265) =< s(4257)+1
s(4266) =< aux(733)
s(4267) =< s(4257)*(1/2)-1/2
s(4268) =< s(4257)*(1/2)
s(4269) =< s(4257)
s(4251) =< s(4257)*(1/2)-1/2
s(4264) =< s(4251)+1/2
s(4265) =< s(4251)*2+2
s(4267) =< s(4251)
s(4270) =< s(4260)*s(4262)
s(4271) =< s(4261)*s(4266)
s(4272) =< s(4261)*s(4268)
s(4273) =< s(4261)*s(4269)
s(4274) =< s(4263)*s(4251)
s(4275) =< s(4263)*aux(733)
s(4276) =< s(4263)*s(4257)
s(4277) =< s(4261)*s(4264)
s(4278) =< s(4261)*s(4265)
s(4272) =< s(4261)*s(4267)
s(4274) =< s(4276)*(1/2)
s(4279) =< s(4278)
s(4280) =< s(4278)
s(4281) =< s(4271)
s(4277) =< s(4271)
s(4279) =< s(4271)
s(4281) =< aux(733)
s(4277) =< aux(733)
s(4279) =< aux(733)
s(4282) =< s(4273)
s(4283) =< s(4273)
s(4272) =< s(4271)
s(4282) =< s(4271)
s(4272) =< aux(733)
s(4282) =< aux(733)
s(4284) =< s(4276)
s(4285) =< s(4276)
s(4286) =< s(4275)
s(4274) =< s(4275)
s(4285) =< s(4275)
s(4286) =< aux(733)
s(4274) =< aux(733)
s(4285) =< aux(733)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=C,C+D>=3] 

* Chain [111]: 1*s(4292)+1*s(4293)+2*s(4294)+1*s(4295)+1*s(4296)+2*s(4297)+1*s(4298)+3
  Such that:s(4289) =< -C+G
s(4288) =< -C+G+1
s(4290) =< -C/2+G/2
s(4291) =< D
s(4292) =< s(4290)
s(4293) =< s(4290)
s(4292) =< s(4289)
s(4294) =< s(4289)
s(4295) =< s(4288)
s(4296) =< s(4288)
s(4295) =< s(4289)
s(4296) =< s(4289)
s(4297) =< s(4291)
s(4292) =< s(4291)
s(4295) =< s(4291)
s(4298) =< s(4289)
s(4293) =< s(4291)
s(4298) =< s(4291)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=C+1] 

* Chain [110]: 2*s(4302)+4*s(4303)+2*s(4304)+2*s(4305)+3
  Such that:s(4299) =< -C+G
s(4300) =< -C/2+G/2
s(4301) =< D
s(4302) =< s(4300)
s(4302) =< s(4299)
s(4303) =< s(4299)
s(4304) =< s(4299)
s(4305) =< s(4301)
s(4302) =< s(4301)
s(4304) =< s(4301)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=C+2] 

* Chain [109]: 1*s(4306)+3*s(4309)+1*s(4310)+1*s(4311)+3
  Such that:s(4307) =< -C+G
s(4306) =< -C/2+G/2
s(4308) =< D
s(4309) =< s(4307)
s(4306) =< s(4307)
s(4310) =< s(4307)
s(4311) =< s(4308)
s(4306) =< s(4308)
s(4310) =< s(4308)

  with precondition: [D=A,C=B,F=E,H=G,C+1>=0,D>=3,H>=C+3] 

* Chain [108]: 1*s(4316)+1*s(4322)+1*s(4323)+6*s(4324)+3*s(4325)+2*s(4327)+1*s(4334)+1*s(4336)+1*s(4338)+1*s(4341)+1*s(4343)+1*s(4344)+2*s(4345)+1*s(4346)+1*s(4347)+2*s(4348)+1*s(4349)+1*s(4350)+1*s(4351)+1
  Such that:s(4313) =< D+H
s(4318) =< D/2
s(4315) =< G/2
s(4319) =< H+1
s(4314) =< H+2
s(4315) =< H/2
s(4316) =< H/2+1/2
aux(734) =< D
s(4320) =< aux(734)
s(4320) =< s(4318)
s(4321) =< s(4319)
s(4322) =< s(4314)
s(4323) =< s(4314)
s(4322) =< s(4319)
s(4323) =< s(4319)
s(4324) =< aux(734)
s(4316) =< aux(734)
s(4322) =< aux(734)
s(4325) =< aux(734)
s(4321) =< s(4313)
s(4326) =< s(4313)
s(4327) =< s(4318)
s(4325) =< s(4318)
s(4327) =< s(4320)
s(4325) =< s(4320)
s(4326) =< s(4319)
s(4326) =< s(4321)
s(4328) =< s(4321)*(1/2)
s(4329) =< s(4321)+1
s(4330) =< aux(734)
s(4331) =< s(4321)*(1/2)-1/2
s(4332) =< s(4321)*(1/2)
s(4333) =< s(4321)
s(4315) =< s(4321)*(1/2)-1/2
s(4328) =< s(4315)+1/2
s(4329) =< s(4315)*2+2
s(4331) =< s(4315)
s(4334) =< s(4324)*s(4326)
s(4335) =< s(4325)*s(4330)
s(4336) =< s(4325)*s(4332)
s(4337) =< s(4325)*s(4333)
s(4338) =< s(4327)*s(4315)
s(4339) =< s(4327)*aux(734)
s(4340) =< s(4327)*s(4321)
s(4341) =< s(4325)*s(4328)
s(4342) =< s(4325)*s(4329)
s(4336) =< s(4325)*s(4331)
s(4338) =< s(4340)*(1/2)
s(4343) =< s(4342)
s(4344) =< s(4342)
s(4345) =< s(4335)
s(4341) =< s(4335)
s(4343) =< s(4335)
s(4345) =< aux(734)
s(4341) =< aux(734)
s(4343) =< aux(734)
s(4346) =< s(4337)
s(4347) =< s(4337)
s(4336) =< s(4335)
s(4346) =< s(4335)
s(4336) =< aux(734)
s(4346) =< aux(734)
s(4348) =< s(4340)
s(4349) =< s(4340)
s(4350) =< s(4339)
s(4338) =< s(4339)
s(4349) =< s(4339)
s(4350) =< aux(734)
s(4338) =< aux(734)
s(4349) =< aux(734)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=3,H+1>=0,C+D>=4] 

* Chain [107]: 1*s(4362)+1*s(4363)+2*s(4364)+1*s(4365)+1*s(4366)+7*s(4367)+1*s(4368)+3*s(4369)+2*s(4371)+1*s(4378)+1*s(4380)+1*s(4382)+1*s(4385)+1*s(4387)+1*s(4388)+2*s(4389)+1*s(4390)+1*s(4391)+2*s(4392)+1*s(4393)+1*s(4394)+1*s(4395)+2
  Such that:s(4353) =< D+G
s(4358) =< D/2
s(4359) =< G+1
s(4354) =< G+2
s(4355) =< G/2
s(4356) =< G/2+1/2
aux(735) =< D
s(4360) =< aux(735)
s(4360) =< s(4358)
s(4361) =< s(4359)
s(4362) =< s(4356)
s(4363) =< s(4356)
s(4362) =< s(4359)
s(4364) =< s(4359)
s(4365) =< s(4354)
s(4366) =< s(4354)
s(4365) =< s(4359)
s(4366) =< s(4359)
s(4367) =< aux(735)
s(4362) =< aux(735)
s(4365) =< aux(735)
s(4368) =< s(4359)
s(4363) =< aux(735)
s(4368) =< aux(735)
s(4369) =< aux(735)
s(4361) =< s(4353)
s(4370) =< s(4353)
s(4371) =< s(4358)
s(4369) =< s(4358)
s(4371) =< s(4360)
s(4369) =< s(4360)
s(4370) =< s(4359)
s(4370) =< s(4361)
s(4372) =< s(4361)*(1/2)
s(4373) =< s(4361)+1
s(4374) =< aux(735)
s(4375) =< s(4361)*(1/2)-1/2
s(4376) =< s(4361)*(1/2)
s(4377) =< s(4361)
s(4355) =< s(4361)*(1/2)-1/2
s(4372) =< s(4355)+1/2
s(4373) =< s(4355)*2+2
s(4375) =< s(4355)
s(4378) =< s(4367)*s(4370)
s(4379) =< s(4369)*s(4374)
s(4380) =< s(4369)*s(4376)
s(4381) =< s(4369)*s(4377)
s(4382) =< s(4371)*s(4355)
s(4383) =< s(4371)*aux(735)
s(4384) =< s(4371)*s(4361)
s(4385) =< s(4369)*s(4372)
s(4386) =< s(4369)*s(4373)
s(4380) =< s(4369)*s(4375)
s(4382) =< s(4384)*(1/2)
s(4387) =< s(4386)
s(4388) =< s(4386)
s(4389) =< s(4379)
s(4385) =< s(4379)
s(4387) =< s(4379)
s(4389) =< aux(735)
s(4385) =< aux(735)
s(4387) =< aux(735)
s(4390) =< s(4381)
s(4391) =< s(4381)
s(4380) =< s(4379)
s(4390) =< s(4379)
s(4380) =< aux(735)
s(4390) =< aux(735)
s(4392) =< s(4384)
s(4393) =< s(4384)
s(4394) =< s(4383)
s(4382) =< s(4383)
s(4393) =< s(4383)
s(4394) =< aux(735)
s(4382) =< aux(735)
s(4393) =< aux(735)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=3,H>=0,C+D>=4] 

* Chain [106]: 2*s(4405)+4*s(4406)+2*s(4407)+7*s(4408)+3*s(4409)+2*s(4411)+1*s(4418)+1*s(4420)+1*s(4422)+1*s(4425)+1*s(4427)+1*s(4428)+2*s(4429)+1*s(4430)+1*s(4431)+2*s(4432)+1*s(4433)+1*s(4434)+1*s(4435)+2
  Such that:s(4397) =< D+G
s(4401) =< D/2
s(4402) =< G+1
s(4398) =< G/2
s(4399) =< G/2+1/2
aux(736) =< D
s(4403) =< aux(736)
s(4403) =< s(4401)
s(4404) =< s(4402)
s(4405) =< s(4399)
s(4405) =< s(4402)
s(4406) =< s(4402)
s(4407) =< s(4402)
s(4408) =< aux(736)
s(4405) =< aux(736)
s(4407) =< aux(736)
s(4409) =< aux(736)
s(4404) =< s(4397)
s(4410) =< s(4397)
s(4411) =< s(4401)
s(4409) =< s(4401)
s(4411) =< s(4403)
s(4409) =< s(4403)
s(4410) =< s(4402)
s(4410) =< s(4404)
s(4412) =< s(4404)*(1/2)
s(4413) =< s(4404)+1
s(4414) =< aux(736)
s(4415) =< s(4404)*(1/2)-1/2
s(4416) =< s(4404)*(1/2)
s(4417) =< s(4404)
s(4398) =< s(4404)*(1/2)-1/2
s(4412) =< s(4398)+1/2
s(4413) =< s(4398)*2+2
s(4415) =< s(4398)
s(4418) =< s(4408)*s(4410)
s(4419) =< s(4409)*s(4414)
s(4420) =< s(4409)*s(4416)
s(4421) =< s(4409)*s(4417)
s(4422) =< s(4411)*s(4398)
s(4423) =< s(4411)*aux(736)
s(4424) =< s(4411)*s(4404)
s(4425) =< s(4409)*s(4412)
s(4426) =< s(4409)*s(4413)
s(4420) =< s(4409)*s(4415)
s(4422) =< s(4424)*(1/2)
s(4427) =< s(4426)
s(4428) =< s(4426)
s(4429) =< s(4419)
s(4425) =< s(4419)
s(4427) =< s(4419)
s(4429) =< aux(736)
s(4425) =< aux(736)
s(4427) =< aux(736)
s(4430) =< s(4421)
s(4431) =< s(4421)
s(4420) =< s(4419)
s(4430) =< s(4419)
s(4420) =< aux(736)
s(4430) =< aux(736)
s(4432) =< s(4424)
s(4433) =< s(4424)
s(4434) =< s(4423)
s(4422) =< s(4423)
s(4433) =< s(4423)
s(4434) =< aux(736)
s(4422) =< aux(736)
s(4433) =< aux(736)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=3,H>=1,C+D>=4] 

* Chain [105]: 1*s(4439)+3*s(4445)+1*s(4446)+6*s(4447)+3*s(4448)+2*s(4450)+1*s(4457)+1*s(4459)+1*s(4461)+1*s(4464)+1*s(4466)+1*s(4467)+2*s(4468)+1*s(4469)+1*s(4470)+2*s(4471)+1*s(4472)+1*s(4473)+1*s(4474)+2
  Such that:s(4437) =< D+G
s(4441) =< D/2
s(4442) =< G+1
s(4438) =< G/2
s(4439) =< G/2+1/2
aux(737) =< D
s(4443) =< aux(737)
s(4443) =< s(4441)
s(4444) =< s(4442)
s(4445) =< s(4442)
s(4439) =< s(4442)
s(4446) =< s(4442)
s(4447) =< aux(737)
s(4439) =< aux(737)
s(4446) =< aux(737)
s(4448) =< aux(737)
s(4444) =< s(4437)
s(4449) =< s(4437)
s(4450) =< s(4441)
s(4448) =< s(4441)
s(4450) =< s(4443)
s(4448) =< s(4443)
s(4449) =< s(4442)
s(4449) =< s(4444)
s(4451) =< s(4444)*(1/2)
s(4452) =< s(4444)+1
s(4453) =< aux(737)
s(4454) =< s(4444)*(1/2)-1/2
s(4455) =< s(4444)*(1/2)
s(4456) =< s(4444)
s(4438) =< s(4444)*(1/2)-1/2
s(4451) =< s(4438)+1/2
s(4452) =< s(4438)*2+2
s(4454) =< s(4438)
s(4457) =< s(4447)*s(4449)
s(4458) =< s(4448)*s(4453)
s(4459) =< s(4448)*s(4455)
s(4460) =< s(4448)*s(4456)
s(4461) =< s(4450)*s(4438)
s(4462) =< s(4450)*aux(737)
s(4463) =< s(4450)*s(4444)
s(4464) =< s(4448)*s(4451)
s(4465) =< s(4448)*s(4452)
s(4459) =< s(4448)*s(4454)
s(4461) =< s(4463)*(1/2)
s(4466) =< s(4465)
s(4467) =< s(4465)
s(4468) =< s(4458)
s(4464) =< s(4458)
s(4466) =< s(4458)
s(4468) =< aux(737)
s(4464) =< aux(737)
s(4466) =< aux(737)
s(4469) =< s(4460)
s(4470) =< s(4460)
s(4459) =< s(4458)
s(4469) =< s(4458)
s(4459) =< aux(737)
s(4469) =< aux(737)
s(4471) =< s(4463)
s(4472) =< s(4463)
s(4473) =< s(4462)
s(4461) =< s(4462)
s(4472) =< s(4462)
s(4473) =< aux(737)
s(4461) =< aux(737)
s(4472) =< aux(737)

  with precondition: [D=A,C=B,F=E,H=G,C>=0,D>=3,H>=2,C+D>=4] 

* Chain [104]: 2*s(4477)+2*s(4481)+2*s(4482)+14*s(4483)+1*s(4486)+2*s(4495)+2*s(4496)+6*s(4498)+4*s(4500)+2*s(4507)+1*s(4509)+1*s(4511)+1*s(4514)+1*s(4516)+1*s(4517)+4*s(4518)+2*s(4519)+2*s(4520)+4*s(4521)+2*s(4522)+2*s(4523)+2*s(4524)+1*s(4537)+1*s(4558)+1*s(4560)+1*s(4563)+1*s(4565)+1*s(4566)+2
  Such that:aux(748) =< -B+H+1
aux(749) =< -B/2+G/2
aux(750) =< -C+H+1
aux(751) =< -C/2+H/2
aux(752) =< D
aux(753) =< D+H
aux(754) =< D/2
aux(755) =< G/2
aux(756) =< H+1
aux(757) =< H/2
aux(758) =< H/2+1/2
s(4477) =< aux(749)
s(4477) =< aux(751)
s(4488) =< aux(754)
s(4486) =< aux(758)
s(4537) =< aux(758)
s(4475) =< aux(748)
s(4475) =< aux(750)
s(4488) =< aux(752)
s(4490) =< aux(755)
s(4490) =< aux(757)
s(4492) =< aux(752)
s(4492) =< s(4488)
s(4493) =< aux(756)
s(4494) =< s(4490)
s(4486) =< s(4490)
s(4495) =< aux(756)
s(4496) =< aux(756)
s(4483) =< aux(752)
s(4486) =< aux(752)
s(4495) =< aux(752)
s(4498) =< aux(752)
s(4493) =< aux(753)
s(4499) =< aux(753)
s(4500) =< s(4488)
s(4498) =< s(4488)
s(4500) =< s(4492)
s(4498) =< s(4492)
s(4499) =< aux(756)
s(4499) =< s(4493)
s(4501) =< s(4493)*(1/2)
s(4502) =< s(4493)+1
s(4503) =< aux(752)
s(4504) =< s(4493)*(1/2)-1/2
s(4505) =< s(4493)*(1/2)
s(4506) =< s(4493)
s(4494) =< s(4493)*(1/2)-1/2
s(4501) =< s(4494)+1/2
s(4502) =< s(4494)*2+2
s(4504) =< s(4494)
s(4507) =< s(4483)*s(4499)
s(4508) =< s(4498)*s(4503)
s(4509) =< s(4498)*s(4505)
s(4510) =< s(4498)*s(4506)
s(4511) =< s(4500)*s(4494)
s(4512) =< s(4500)*aux(752)
s(4513) =< s(4500)*s(4493)
s(4514) =< s(4498)*s(4501)
s(4515) =< s(4498)*s(4502)
s(4509) =< s(4498)*s(4504)
s(4511) =< s(4513)*(1/2)
s(4516) =< s(4515)
s(4517) =< s(4515)
s(4518) =< s(4508)
s(4514) =< s(4508)
s(4516) =< s(4508)
s(4518) =< aux(752)
s(4514) =< aux(752)
s(4516) =< aux(752)
s(4519) =< s(4510)
s(4520) =< s(4510)
s(4509) =< s(4508)
s(4519) =< s(4508)
s(4509) =< aux(752)
s(4519) =< aux(752)
s(4521) =< s(4513)
s(4522) =< s(4513)
s(4523) =< s(4512)
s(4511) =< s(4512)
s(4522) =< s(4512)
s(4523) =< aux(752)
s(4511) =< aux(752)
s(4522) =< aux(752)
s(4481) =< s(4475)
s(4482) =< s(4475)
s(4477) =< aux(752)
s(4481) =< aux(752)
s(4536) =< aux(755)
s(4537) =< aux(755)
s(4536) =< aux(757)
s(4537) =< aux(757)
s(4536) =< s(4490)
s(4537) =< s(4490)
s(4537) =< aux(752)
s(4550) =< s(4493)*(1/2)
s(4551) =< s(4493)+1
s(4553) =< s(4493)*(1/2)-1/2
s(4536) =< s(4493)*(1/2)-1/2
s(4550) =< s(4536)+1/2
s(4551) =< s(4536)*2+2
s(4553) =< s(4536)
s(4558) =< s(4498)*s(4505)
s(4560) =< s(4500)*s(4536)
s(4563) =< s(4498)*s(4550)
s(4564) =< s(4498)*s(4551)
s(4558) =< s(4498)*s(4553)
s(4560) =< s(4513)*(1/2)
s(4565) =< s(4564)
s(4566) =< s(4564)
s(4563) =< s(4508)
s(4565) =< s(4508)
s(4563) =< aux(752)
s(4565) =< aux(752)
s(4558) =< s(4508)
s(4558) =< aux(752)
s(4560) =< s(4512)
s(4560) =< aux(752)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H+1>=0] 

* Chain [103]: 2*s(4576)+4*s(4580)+4*s(4581)+4*s(4582)+2*s(4584)+2
  Such that:aux(765) =< A
aux(766) =< -B/2+H/2
aux(767) =< -C+G+1
aux(768) =< -C/2+G/2+1/2
aux(769) =< -C/2+H/2
aux(770) =< G/2
aux(771) =< H/2
s(4576) =< aux(766)
s(4576) =< aux(769)
s(4584) =< aux(770)
s(4584) =< aux(771)
s(4576) =< aux(767)
s(4584) =< aux(767)
s(4576) =< aux(768)
s(4584) =< aux(768)
s(4580) =< aux(767)
s(4581) =< aux(767)
s(4582) =< aux(765)
s(4584) =< aux(765)
s(4580) =< aux(765)
s(4576) =< aux(765)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H+1>=0,H+1>=C] 

* Chain [102]: 2*s(4606)+2*s(4610)+2*s(4611)+14*s(4612)+1*s(4615)+2*s(4624)+2*s(4625)+6*s(4627)+4*s(4629)+2*s(4636)+1*s(4638)+1*s(4640)+1*s(4643)+1*s(4645)+1*s(4646)+4*s(4647)+2*s(4648)+2*s(4649)+4*s(4650)+2*s(4651)+2*s(4652)+2*s(4653)+2*s(4656)+4*s(4660)+4*s(4661)+4*s(4662)+2*s(4664)+1*s(4696)+1*s(4717)+1*s(4719)+1*s(4722)+1*s(4724)+1*s(4725)+3
  Such that:aux(786) =< A
aux(787) =< -B/2+G/2
aux(788) =< -B/2+H/2
aux(789) =< -C+G
aux(790) =< -C+H
aux(791) =< -C/2+G/2
aux(792) =< -C/2+H/2
aux(793) =< D
aux(794) =< D+H
aux(795) =< D/2
aux(796) =< G/2
aux(797) =< H+1
aux(798) =< H/2
aux(799) =< H/2+1/2
s(4606) =< aux(787)
s(4656) =< aux(788)
s(4606) =< aux(792)
s(4656) =< aux(792)
s(4617) =< aux(795)
s(4664) =< aux(796)
s(4664) =< aux(798)
s(4615) =< aux(799)
s(4696) =< aux(799)
s(4617) =< aux(793)
s(4619) =< aux(796)
s(4619) =< aux(798)
s(4621) =< aux(793)
s(4621) =< s(4617)
s(4622) =< aux(797)
s(4623) =< s(4619)
s(4615) =< s(4619)
s(4624) =< aux(797)
s(4625) =< aux(797)
s(4612) =< aux(793)
s(4615) =< aux(793)
s(4624) =< aux(793)
s(4627) =< aux(793)
s(4622) =< aux(794)
s(4628) =< aux(794)
s(4629) =< s(4617)
s(4627) =< s(4617)
s(4629) =< s(4621)
s(4627) =< s(4621)
s(4628) =< aux(797)
s(4628) =< s(4622)
s(4630) =< s(4622)*(1/2)
s(4631) =< s(4622)+1
s(4632) =< aux(793)
s(4633) =< s(4622)*(1/2)-1/2
s(4634) =< s(4622)*(1/2)
s(4635) =< s(4622)
s(4623) =< s(4622)*(1/2)-1/2
s(4630) =< s(4623)+1/2
s(4631) =< s(4623)*2+2
s(4633) =< s(4623)
s(4636) =< s(4612)*s(4628)
s(4637) =< s(4627)*s(4632)
s(4638) =< s(4627)*s(4634)
s(4639) =< s(4627)*s(4635)
s(4640) =< s(4629)*s(4623)
s(4641) =< s(4629)*aux(793)
s(4642) =< s(4629)*s(4622)
s(4643) =< s(4627)*s(4630)
s(4644) =< s(4627)*s(4631)
s(4638) =< s(4627)*s(4633)
s(4640) =< s(4642)*(1/2)
s(4645) =< s(4644)
s(4646) =< s(4644)
s(4647) =< s(4637)
s(4643) =< s(4637)
s(4645) =< s(4637)
s(4647) =< aux(793)
s(4643) =< aux(793)
s(4645) =< aux(793)
s(4648) =< s(4639)
s(4649) =< s(4639)
s(4638) =< s(4637)
s(4648) =< s(4637)
s(4638) =< aux(793)
s(4648) =< aux(793)
s(4650) =< s(4642)
s(4651) =< s(4642)
s(4652) =< s(4641)
s(4640) =< s(4641)
s(4651) =< s(4641)
s(4652) =< aux(793)
s(4640) =< aux(793)
s(4651) =< aux(793)
s(4610) =< aux(790)
s(4611) =< aux(790)
s(4606) =< aux(793)
s(4610) =< aux(793)
s(4695) =< aux(796)
s(4696) =< aux(796)
s(4695) =< aux(798)
s(4696) =< aux(798)
s(4695) =< s(4619)
s(4696) =< s(4619)
s(4696) =< aux(793)
s(4709) =< s(4622)*(1/2)
s(4710) =< s(4622)+1
s(4712) =< s(4622)*(1/2)-1/2
s(4695) =< s(4622)*(1/2)-1/2
s(4709) =< s(4695)+1/2
s(4710) =< s(4695)*2+2
s(4712) =< s(4695)
s(4717) =< s(4627)*s(4634)
s(4719) =< s(4629)*s(4695)
s(4722) =< s(4627)*s(4709)
s(4723) =< s(4627)*s(4710)
s(4717) =< s(4627)*s(4712)
s(4719) =< s(4642)*(1/2)
s(4724) =< s(4723)
s(4725) =< s(4723)
s(4722) =< s(4637)
s(4724) =< s(4637)
s(4722) =< aux(793)
s(4724) =< aux(793)
s(4717) =< s(4637)
s(4717) =< aux(793)
s(4719) =< s(4641)
s(4719) =< aux(793)
s(4656) =< aux(789)
s(4664) =< aux(789)
s(4656) =< aux(791)
s(4664) =< aux(791)
s(4660) =< aux(789)
s(4661) =< aux(789)
s(4662) =< aux(786)
s(4664) =< aux(786)
s(4660) =< aux(786)
s(4656) =< aux(786)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H+1>=0,H>=C] 

* Chain [101]: 1*s(4733)+1*s(4736)+1*s(4738)+1*s(4739)+15*s(4740)+4*s(4741)+2*s(4744)+2*s(4748)+1*s(4753)+2*s(4762)+2*s(4763)+6*s(4765)+4*s(4767)+2*s(4774)+1*s(4776)+1*s(4778)+1*s(4781)+1*s(4783)+1*s(4784)+4*s(4785)+2*s(4786)+2*s(4787)+4*s(4788)+2*s(4789)+2*s(4790)+2*s(4791)+6*s(4792)+2*s(4795)+4*s(4799)+4*s(4801)+2*s(4803)+1*s(4837)+1*s(4858)+1*s(4860)+1*s(4863)+1*s(4865)+1*s(4866)+3
  Such that:aux(801) =< -B+G+1
aux(814) =< A
aux(815) =< -B+G
aux(816) =< -B/2+G/2
aux(817) =< -B/2+H/2
aux(818) =< -C+H
aux(819) =< -C/2+G/2
aux(820) =< -C/2+H/2
aux(821) =< D
aux(822) =< D+H
aux(823) =< D/2
aux(824) =< G/2
aux(825) =< H+1
aux(826) =< H/2
aux(827) =< H/2+1/2
s(4736) =< aux(816)
s(4795) =< aux(816)
s(4744) =< aux(817)
s(4744) =< aux(819)
s(4795) =< aux(820)
s(4755) =< aux(823)
s(4803) =< aux(824)
s(4803) =< aux(826)
s(4753) =< aux(827)
s(4837) =< aux(827)
s(4733) =< aux(815)
s(4735) =< aux(815)
s(4736) =< aux(815)
s(4733) =< aux(801)
s(4735) =< aux(801)
s(4738) =< s(4735)
s(4739) =< s(4735)
s(4738) =< aux(815)
s(4739) =< aux(815)
s(4740) =< aux(821)
s(4736) =< aux(821)
s(4738) =< aux(821)
s(4792) =< aux(815)
s(4795) =< aux(815)
s(4803) =< aux(815)
s(4799) =< aux(815)
s(4801) =< aux(814)
s(4803) =< aux(814)
s(4799) =< aux(814)
s(4795) =< aux(814)
s(4741) =< aux(818)
s(4755) =< aux(821)
s(4757) =< aux(824)
s(4757) =< aux(826)
s(4759) =< aux(821)
s(4759) =< s(4755)
s(4760) =< aux(825)
s(4761) =< s(4757)
s(4753) =< s(4757)
s(4762) =< aux(825)
s(4763) =< aux(825)
s(4753) =< aux(821)
s(4762) =< aux(821)
s(4765) =< aux(821)
s(4760) =< aux(822)
s(4766) =< aux(822)
s(4767) =< s(4755)
s(4765) =< s(4755)
s(4767) =< s(4759)
s(4765) =< s(4759)
s(4766) =< aux(825)
s(4766) =< s(4760)
s(4768) =< s(4760)*(1/2)
s(4769) =< s(4760)+1
s(4770) =< aux(821)
s(4771) =< s(4760)*(1/2)-1/2
s(4772) =< s(4760)*(1/2)
s(4773) =< s(4760)
s(4761) =< s(4760)*(1/2)-1/2
s(4768) =< s(4761)+1/2
s(4769) =< s(4761)*2+2
s(4771) =< s(4761)
s(4774) =< s(4740)*s(4766)
s(4775) =< s(4765)*s(4770)
s(4776) =< s(4765)*s(4772)
s(4777) =< s(4765)*s(4773)
s(4778) =< s(4767)*s(4761)
s(4779) =< s(4767)*aux(821)
s(4780) =< s(4767)*s(4760)
s(4781) =< s(4765)*s(4768)
s(4782) =< s(4765)*s(4769)
s(4776) =< s(4765)*s(4771)
s(4778) =< s(4780)*(1/2)
s(4783) =< s(4782)
s(4784) =< s(4782)
s(4785) =< s(4775)
s(4781) =< s(4775)
s(4783) =< s(4775)
s(4785) =< aux(821)
s(4781) =< aux(821)
s(4783) =< aux(821)
s(4786) =< s(4777)
s(4787) =< s(4777)
s(4776) =< s(4775)
s(4786) =< s(4775)
s(4776) =< aux(821)
s(4786) =< aux(821)
s(4788) =< s(4780)
s(4789) =< s(4780)
s(4790) =< s(4779)
s(4778) =< s(4779)
s(4789) =< s(4779)
s(4790) =< aux(821)
s(4778) =< aux(821)
s(4789) =< aux(821)
s(4748) =< aux(818)
s(4744) =< aux(821)
s(4748) =< aux(821)
s(4836) =< aux(824)
s(4837) =< aux(824)
s(4836) =< aux(826)
s(4837) =< aux(826)
s(4836) =< s(4757)
s(4837) =< s(4757)
s(4837) =< aux(821)
s(4850) =< s(4760)*(1/2)
s(4851) =< s(4760)+1
s(4853) =< s(4760)*(1/2)-1/2
s(4836) =< s(4760)*(1/2)-1/2
s(4850) =< s(4836)+1/2
s(4851) =< s(4836)*2+2
s(4853) =< s(4836)
s(4858) =< s(4765)*s(4772)
s(4860) =< s(4767)*s(4836)
s(4863) =< s(4765)*s(4850)
s(4864) =< s(4765)*s(4851)
s(4858) =< s(4765)*s(4853)
s(4860) =< s(4780)*(1/2)
s(4865) =< s(4864)
s(4866) =< s(4864)
s(4863) =< s(4775)
s(4865) =< s(4775)
s(4863) =< aux(821)
s(4865) =< aux(821)
s(4858) =< s(4775)
s(4858) =< aux(821)
s(4860) =< s(4779)
s(4860) =< aux(821)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H+1>=0,H>=C+1] 

* Chain [100]: 1*s(4874)+1*s(4879)+1*s(4885)+1*s(4886)+6*s(4887)+3*s(4888)+2*s(4890)+1*s(4897)+1*s(4899)+1*s(4901)+1*s(4904)+1*s(4906)+1*s(4907)+2*s(4908)+1*s(4909)+1*s(4910)+2*s(4911)+1*s(4912)+1*s(4913)+1*s(4914)+2
  Such that:s(4876) =< A+H
s(4881) =< A/2
s(4874) =< -C+H
s(4878) =< G/2
s(4882) =< H+1
s(4877) =< H+2
s(4878) =< H/2
s(4879) =< H/2+1/2
aux(828) =< A
s(4883) =< aux(828)
s(4883) =< s(4881)
s(4884) =< s(4882)
s(4885) =< s(4877)
s(4886) =< s(4877)
s(4885) =< s(4882)
s(4886) =< s(4882)
s(4887) =< aux(828)
s(4879) =< aux(828)
s(4885) =< aux(828)
s(4888) =< aux(828)
s(4884) =< s(4876)
s(4889) =< s(4876)
s(4890) =< s(4881)
s(4888) =< s(4881)
s(4890) =< s(4883)
s(4888) =< s(4883)
s(4889) =< s(4882)
s(4889) =< s(4884)
s(4891) =< s(4884)*(1/2)
s(4892) =< s(4884)+1
s(4893) =< aux(828)
s(4894) =< s(4884)*(1/2)-1/2
s(4895) =< s(4884)*(1/2)
s(4896) =< s(4884)
s(4878) =< s(4884)*(1/2)-1/2
s(4891) =< s(4878)+1/2
s(4892) =< s(4878)*2+2
s(4894) =< s(4878)
s(4897) =< s(4887)*s(4889)
s(4898) =< s(4888)*s(4893)
s(4899) =< s(4888)*s(4895)
s(4900) =< s(4888)*s(4896)
s(4901) =< s(4890)*s(4878)
s(4902) =< s(4890)*aux(828)
s(4903) =< s(4890)*s(4884)
s(4904) =< s(4888)*s(4891)
s(4905) =< s(4888)*s(4892)
s(4899) =< s(4888)*s(4894)
s(4901) =< s(4903)*(1/2)
s(4906) =< s(4905)
s(4907) =< s(4905)
s(4908) =< s(4898)
s(4904) =< s(4898)
s(4906) =< s(4898)
s(4908) =< aux(828)
s(4904) =< aux(828)
s(4906) =< aux(828)
s(4909) =< s(4900)
s(4910) =< s(4900)
s(4899) =< s(4898)
s(4909) =< s(4898)
s(4899) =< aux(828)
s(4909) =< aux(828)
s(4911) =< s(4903)
s(4912) =< s(4903)
s(4913) =< s(4902)
s(4901) =< s(4902)
s(4912) =< s(4902)
s(4913) =< aux(828)
s(4901) =< aux(828)
s(4912) =< aux(828)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H+1>=0,H>=C+1,D+H>=3] 

* Chain [99]: 2*s(4917)+2*s(4921)+2*s(4922)+14*s(4923)+5*s(4932)+2*s(4934)+2*s(4935)+6*s(4937)+4*s(4939)+2*s(4946)+2*s(4948)+2*s(4950)+2*s(4953)+2*s(4955)+2*s(4956)+4*s(4957)+2*s(4958)+2*s(4959)+4*s(4960)+2*s(4961)+2*s(4962)+2*s(4963)+2
  Such that:aux(835) =< -B+H+1
aux(836) =< -B/2+G/2
aux(837) =< -C+H+1
aux(838) =< -C/2+H/2
aux(839) =< D
aux(840) =< D+G
aux(841) =< D/2
aux(842) =< G+1
aux(843) =< G/2
s(4917) =< aux(836)
s(4917) =< aux(838)
s(4927) =< aux(841)
s(4915) =< aux(835)
s(4915) =< aux(837)
s(4927) =< aux(839)
s(4930) =< aux(839)
s(4930) =< s(4927)
s(4931) =< aux(842)
s(4932) =< aux(842)
s(4933) =< aux(843)
s(4934) =< aux(843)
s(4935) =< aux(842)
s(4923) =< aux(839)
s(4934) =< aux(839)
s(4935) =< aux(839)
s(4937) =< aux(839)
s(4931) =< aux(840)
s(4938) =< aux(840)
s(4939) =< s(4927)
s(4937) =< s(4927)
s(4939) =< s(4930)
s(4937) =< s(4930)
s(4938) =< aux(842)
s(4938) =< s(4931)
s(4940) =< s(4931)*(1/2)
s(4941) =< s(4931)+1
s(4942) =< aux(839)
s(4943) =< s(4931)*(1/2)-1/2
s(4944) =< s(4931)*(1/2)
s(4945) =< s(4931)
s(4933) =< s(4931)*(1/2)-1/2
s(4940) =< s(4933)+1/2
s(4941) =< s(4933)*2+2
s(4943) =< s(4933)
s(4946) =< s(4923)*s(4938)
s(4947) =< s(4937)*s(4942)
s(4948) =< s(4937)*s(4944)
s(4949) =< s(4937)*s(4945)
s(4950) =< s(4939)*s(4933)
s(4951) =< s(4939)*aux(839)
s(4952) =< s(4939)*s(4931)
s(4953) =< s(4937)*s(4940)
s(4954) =< s(4937)*s(4941)
s(4948) =< s(4937)*s(4943)
s(4950) =< s(4952)*(1/2)
s(4955) =< s(4954)
s(4956) =< s(4954)
s(4957) =< s(4947)
s(4953) =< s(4947)
s(4955) =< s(4947)
s(4957) =< aux(839)
s(4953) =< aux(839)
s(4955) =< aux(839)
s(4958) =< s(4949)
s(4959) =< s(4949)
s(4948) =< s(4947)
s(4958) =< s(4947)
s(4948) =< aux(839)
s(4958) =< aux(839)
s(4960) =< s(4952)
s(4961) =< s(4952)
s(4962) =< s(4951)
s(4950) =< s(4951)
s(4961) =< s(4951)
s(4962) =< aux(839)
s(4950) =< aux(839)
s(4961) =< aux(839)
s(4921) =< s(4915)
s(4922) =< s(4915)
s(4917) =< aux(839)
s(4921) =< aux(839)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=0] 

* Chain [98]: 2*s(5015)+2*s(5019)+2*s(5020)+2*s(5021)+5*s(5030)+2*s(5032)+2*s(5033)+16*s(5034)+6*s(5035)+4*s(5037)+2*s(5044)+2*s(5046)+2*s(5048)+2*s(5051)+2*s(5053)+2*s(5054)+4*s(5055)+2*s(5056)+2*s(5057)+4*s(5058)+2*s(5059)+2*s(5060)+2*s(5061)+5*s(5113)+7*s(5118)+3*s(5122)+3
  Such that:aux(855) =< A
aux(856) =< A+G
aux(857) =< A/2
aux(858) =< -B/2+H/2
aux(859) =< -C+G
aux(860) =< -C+G+1
aux(861) =< -C/2+G/2+1/2
aux(862) =< -C/2+H/2
aux(863) =< G+1
aux(864) =< G/2
s(5025) =< aux(857)
s(5015) =< aux(858)
s(5122) =< aux(861)
s(5015) =< aux(862)
s(5122) =< aux(860)
s(5118) =< aux(860)
s(5113) =< aux(860)
s(5034) =< aux(855)
s(5122) =< aux(855)
s(5113) =< aux(855)
s(5017) =< aux(855)
s(5025) =< aux(855)
s(5017) =< aux(856)
s(5028) =< aux(855)
s(5028) =< s(5025)
s(5029) =< aux(863)
s(5030) =< aux(863)
s(5031) =< aux(864)
s(5032) =< aux(864)
s(5033) =< aux(863)
s(5032) =< aux(855)
s(5033) =< aux(855)
s(5035) =< aux(855)
s(5029) =< aux(856)
s(5036) =< aux(856)
s(5037) =< s(5025)
s(5035) =< s(5025)
s(5037) =< s(5028)
s(5035) =< s(5028)
s(5036) =< aux(863)
s(5036) =< s(5029)
s(5038) =< s(5029)*(1/2)
s(5039) =< s(5029)+1
s(5040) =< aux(855)
s(5041) =< s(5029)*(1/2)-1/2
s(5042) =< s(5029)*(1/2)
s(5043) =< s(5029)
s(5031) =< s(5029)*(1/2)-1/2
s(5038) =< s(5031)+1/2
s(5039) =< s(5031)*2+2
s(5041) =< s(5031)
s(5044) =< s(5034)*s(5036)
s(5045) =< s(5035)*s(5040)
s(5046) =< s(5035)*s(5042)
s(5047) =< s(5035)*s(5043)
s(5048) =< s(5037)*s(5031)
s(5049) =< s(5037)*aux(855)
s(5050) =< s(5037)*s(5029)
s(5051) =< s(5035)*s(5038)
s(5052) =< s(5035)*s(5039)
s(5046) =< s(5035)*s(5041)
s(5048) =< s(5050)*(1/2)
s(5053) =< s(5052)
s(5054) =< s(5052)
s(5055) =< s(5045)
s(5051) =< s(5045)
s(5053) =< s(5045)
s(5055) =< aux(855)
s(5051) =< aux(855)
s(5053) =< aux(855)
s(5056) =< s(5047)
s(5057) =< s(5047)
s(5046) =< s(5045)
s(5056) =< s(5045)
s(5046) =< aux(855)
s(5056) =< aux(855)
s(5058) =< s(5050)
s(5059) =< s(5050)
s(5060) =< s(5049)
s(5048) =< s(5049)
s(5059) =< s(5049)
s(5060) =< aux(855)
s(5048) =< aux(855)
s(5059) =< aux(855)
s(5019) =< aux(859)
s(5020) =< aux(859)
s(5021) =< aux(855)
s(5015) =< aux(855)
s(5019) =< aux(855)
s(5021) =< s(5017)
s(5015) =< s(5017)
s(5019) =< s(5017)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=0,H>=C] 

* Chain [97]: 5*s(5145)+8*s(5150)+25*s(5151)+3*s(5154)+1*s(5186)+1*s(5187)+7*s(5188)+1*s(5189)+1*s(5190)+3*s(5192)+3*s(5193)+2*s(5195)+3*s(5202)+1*s(5204)+1*s(5206)+1*s(5209)+1*s(5211)+1*s(5212)+2*s(5213)+1*s(5214)+1*s(5215)+2*s(5216)+1*s(5217)+1*s(5218)+3*s(5219)+4*s(5220)+2*s(5223)+2*s(5227)+2*s(5240)+6*s(5243)+4*s(5245)+2*s(5254)+2*s(5256)+2*s(5259)+2*s(5261)+2*s(5262)+4*s(5263)+2*s(5264)+2*s(5265)+4*s(5266)+2*s(5267)+2*s(5268)+3
  Such that:s(5178) =< G+2
s(5180) =< G/2+1/2
aux(875) =< A
aux(876) =< A+G
aux(877) =< A/2
aux(878) =< -B+G
aux(879) =< -B/2+G/2
aux(880) =< -C+G
aux(881) =< -C/2+G/2
aux(882) =< -C/2+H/2
aux(883) =< G+1
aux(884) =< G/2
s(5184) =< aux(877)
s(5223) =< aux(879)
s(5150) =< aux(880)
s(5154) =< aux(881)
s(5223) =< aux(882)
s(5179) =< aux(884)
s(5154) =< aux(880)
s(5145) =< aux(880)
s(5151) =< aux(875)
s(5154) =< aux(875)
s(5145) =< aux(875)
s(5184) =< aux(875)
s(5185) =< aux(883)
s(5186) =< s(5180)
s(5187) =< s(5180)
s(5186) =< aux(883)
s(5188) =< aux(883)
s(5189) =< s(5178)
s(5190) =< s(5178)
s(5189) =< aux(883)
s(5190) =< aux(883)
s(5186) =< aux(875)
s(5189) =< aux(875)
s(5192) =< aux(883)
s(5187) =< aux(875)
s(5192) =< aux(875)
s(5193) =< aux(875)
s(5185) =< aux(876)
s(5194) =< aux(876)
s(5195) =< aux(877)
s(5193) =< aux(877)
s(5195) =< s(5184)
s(5193) =< s(5184)
s(5194) =< aux(883)
s(5194) =< s(5185)
s(5196) =< s(5185)*(1/2)
s(5197) =< s(5185)+1
s(5198) =< aux(875)
s(5199) =< s(5185)*(1/2)-1/2
s(5200) =< s(5185)*(1/2)
s(5201) =< s(5185)
s(5179) =< s(5185)*(1/2)-1/2
s(5196) =< s(5179)+1/2
s(5197) =< s(5179)*2+2
s(5199) =< s(5179)
s(5202) =< s(5151)*s(5194)
s(5203) =< s(5193)*s(5198)
s(5204) =< s(5193)*s(5200)
s(5205) =< s(5193)*s(5201)
s(5206) =< s(5195)*s(5179)
s(5207) =< s(5195)*aux(875)
s(5208) =< s(5195)*s(5185)
s(5209) =< s(5193)*s(5196)
s(5210) =< s(5193)*s(5197)
s(5204) =< s(5193)*s(5199)
s(5206) =< s(5208)*(1/2)
s(5211) =< s(5210)
s(5212) =< s(5210)
s(5213) =< s(5203)
s(5209) =< s(5203)
s(5211) =< s(5203)
s(5213) =< aux(875)
s(5209) =< aux(875)
s(5211) =< aux(875)
s(5214) =< s(5205)
s(5215) =< s(5205)
s(5204) =< s(5203)
s(5214) =< s(5203)
s(5204) =< aux(875)
s(5214) =< aux(875)
s(5216) =< s(5208)
s(5217) =< s(5208)
s(5218) =< s(5207)
s(5206) =< s(5207)
s(5217) =< s(5207)
s(5218) =< aux(875)
s(5206) =< aux(875)
s(5217) =< aux(875)
s(5220) =< aux(878)
s(5236) =< aux(875)
s(5236) =< s(5184)
s(5240) =< aux(884)
s(5240) =< aux(875)
s(5243) =< aux(875)
s(5245) =< s(5184)
s(5243) =< s(5184)
s(5245) =< s(5236)
s(5243) =< s(5236)
s(5253) =< s(5243)*s(5198)
s(5254) =< s(5243)*s(5200)
s(5255) =< s(5243)*s(5201)
s(5256) =< s(5245)*s(5179)
s(5257) =< s(5245)*aux(875)
s(5258) =< s(5245)*s(5185)
s(5259) =< s(5243)*s(5196)
s(5260) =< s(5243)*s(5197)
s(5254) =< s(5243)*s(5199)
s(5256) =< s(5258)*(1/2)
s(5261) =< s(5260)
s(5262) =< s(5260)
s(5263) =< s(5253)
s(5259) =< s(5253)
s(5261) =< s(5253)
s(5263) =< aux(875)
s(5259) =< aux(875)
s(5261) =< aux(875)
s(5264) =< s(5255)
s(5265) =< s(5255)
s(5254) =< s(5253)
s(5264) =< s(5253)
s(5254) =< aux(875)
s(5264) =< aux(875)
s(5266) =< s(5258)
s(5267) =< s(5258)
s(5268) =< s(5257)
s(5256) =< s(5257)
s(5267) =< s(5257)
s(5268) =< aux(875)
s(5256) =< aux(875)
s(5267) =< aux(875)
s(5227) =< aux(878)
s(5223) =< aux(875)
s(5227) =< aux(875)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=0,H>=C+1] 

* Chain [96]: 1*s(5320)+1*s(5325)+1*s(5326)+11*s(5327)+1*s(5328)+1*s(5329)+2*s(5330)+1*s(5331)+8*s(5335)+4*s(5341)+3
  Such that:aux(886) =< -B+G+1
s(5323) =< -B/2+G/2
s(5324) =< D
aux(891) =< A
aux(892) =< -B+G
s(5327) =< aux(892)
s(5335) =< aux(892)
s(5341) =< aux(891)
s(5335) =< aux(891)
s(5320) =< aux(892)
s(5321) =< aux(892)
s(5323) =< aux(892)
s(5320) =< aux(886)
s(5321) =< aux(886)
s(5325) =< s(5323)
s(5326) =< s(5323)
s(5325) =< aux(892)
s(5328) =< s(5321)
s(5329) =< s(5321)
s(5328) =< aux(892)
s(5329) =< aux(892)
s(5330) =< s(5324)
s(5325) =< s(5324)
s(5328) =< s(5324)
s(5331) =< aux(892)
s(5326) =< s(5324)
s(5331) =< s(5324)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=0,H>=C+2] 

* Chain [95]: 1*s(5368)+1*s(5372)+1*s(5373)+6*s(5374)+2*s(5382)+3*s(5383)+2*s(5386)+1*s(5393)+1*s(5395)+1*s(5397)+1*s(5400)+1*s(5402)+1*s(5403)+2*s(5404)+1*s(5405)+1*s(5406)+2*s(5407)+1*s(5408)+1*s(5409)+1*s(5410)+2
  Such that:s(5368) =< -B/2+H/2
s(5368) =< -C/2+H/2
s(5376) =< D+G
s(5379) =< D/2
s(5380) =< G+1
s(5377) =< G/2
aux(893) =< -B+H+1
aux(894) =< -C+H+1
aux(895) =< D
s(5366) =< aux(893)
s(5366) =< aux(894)
s(5379) =< aux(895)
s(5381) =< s(5380)
s(5382) =< s(5380)
s(5383) =< aux(895)
s(5374) =< aux(895)
s(5381) =< s(5376)
s(5385) =< s(5376)
s(5386) =< s(5379)
s(5383) =< s(5379)
s(5385) =< s(5380)
s(5385) =< s(5381)
s(5387) =< s(5381)*(1/2)
s(5388) =< s(5381)+1
s(5389) =< aux(895)
s(5390) =< s(5381)*(1/2)-1/2
s(5391) =< s(5381)*(1/2)
s(5392) =< s(5381)
s(5377) =< s(5381)*(1/2)-1/2
s(5387) =< s(5377)+1/2
s(5388) =< s(5377)*2+2
s(5390) =< s(5377)
s(5393) =< s(5374)*s(5385)
s(5394) =< s(5383)*s(5389)
s(5395) =< s(5383)*s(5391)
s(5396) =< s(5383)*s(5392)
s(5397) =< s(5386)*s(5377)
s(5398) =< s(5386)*aux(895)
s(5399) =< s(5386)*s(5381)
s(5400) =< s(5383)*s(5387)
s(5401) =< s(5383)*s(5388)
s(5395) =< s(5383)*s(5390)
s(5397) =< s(5399)*(1/2)
s(5402) =< s(5401)
s(5403) =< s(5401)
s(5404) =< s(5394)
s(5400) =< s(5394)
s(5402) =< s(5394)
s(5404) =< aux(895)
s(5400) =< aux(895)
s(5402) =< aux(895)
s(5405) =< s(5396)
s(5406) =< s(5396)
s(5395) =< s(5394)
s(5405) =< s(5394)
s(5395) =< aux(895)
s(5405) =< aux(895)
s(5407) =< s(5399)
s(5408) =< s(5399)
s(5409) =< s(5398)
s(5397) =< s(5398)
s(5408) =< s(5398)
s(5409) =< aux(895)
s(5397) =< aux(895)
s(5408) =< aux(895)
s(5372) =< s(5366)
s(5373) =< s(5366)
s(5368) =< aux(895)
s(5372) =< aux(895)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=1] 

* Chain [94]: 1*s(5413)+1*s(5417)+1*s(5418)+1*s(5419)+2*s(5427)+3*s(5428)+5*s(5429)+2*s(5431)+1*s(5438)+1*s(5440)+1*s(5442)+1*s(5445)+1*s(5447)+1*s(5448)+2*s(5449)+1*s(5450)+1*s(5451)+2*s(5452)+1*s(5453)+1*s(5454)+1*s(5455)+3
  Such that:s(5424) =< A/2
s(5413) =< -B/2+H/2
s(5413) =< -C/2+H/2
s(5425) =< G+1
s(5422) =< G/2
aux(896) =< A
aux(897) =< A+G
aux(898) =< -C+G
s(5415) =< aux(896)
s(5424) =< aux(896)
s(5415) =< aux(897)
s(5426) =< s(5425)
s(5427) =< s(5425)
s(5428) =< aux(896)
s(5429) =< aux(896)
s(5426) =< aux(897)
s(5430) =< aux(897)
s(5431) =< s(5424)
s(5428) =< s(5424)
s(5430) =< s(5425)
s(5430) =< s(5426)
s(5432) =< s(5426)*(1/2)
s(5433) =< s(5426)+1
s(5434) =< aux(896)
s(5435) =< s(5426)*(1/2)-1/2
s(5436) =< s(5426)*(1/2)
s(5437) =< s(5426)
s(5422) =< s(5426)*(1/2)-1/2
s(5432) =< s(5422)+1/2
s(5433) =< s(5422)*2+2
s(5435) =< s(5422)
s(5438) =< s(5429)*s(5430)
s(5439) =< s(5428)*s(5434)
s(5440) =< s(5428)*s(5436)
s(5441) =< s(5428)*s(5437)
s(5442) =< s(5431)*s(5422)
s(5443) =< s(5431)*aux(896)
s(5444) =< s(5431)*s(5426)
s(5445) =< s(5428)*s(5432)
s(5446) =< s(5428)*s(5433)
s(5440) =< s(5428)*s(5435)
s(5442) =< s(5444)*(1/2)
s(5447) =< s(5446)
s(5448) =< s(5446)
s(5449) =< s(5439)
s(5445) =< s(5439)
s(5447) =< s(5439)
s(5449) =< aux(896)
s(5445) =< aux(896)
s(5447) =< aux(896)
s(5450) =< s(5441)
s(5451) =< s(5441)
s(5440) =< s(5439)
s(5450) =< s(5439)
s(5440) =< aux(896)
s(5450) =< aux(896)
s(5452) =< s(5444)
s(5453) =< s(5444)
s(5454) =< s(5443)
s(5442) =< s(5443)
s(5453) =< s(5443)
s(5454) =< aux(896)
s(5442) =< aux(896)
s(5453) =< aux(896)
s(5417) =< aux(898)
s(5418) =< aux(898)
s(5419) =< aux(896)
s(5413) =< aux(896)
s(5417) =< aux(896)
s(5419) =< s(5415)
s(5413) =< s(5415)
s(5417) =< s(5415)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=1,H>=C] 

* Chain [93]: 1*s(5456)+2*s(5466)+6*s(5467)+2*s(5468)+14*s(5469)+3*s(5470)+2*s(5472)+2*s(5479)+1*s(5481)+1*s(5483)+1*s(5486)+1*s(5488)+1*s(5489)+2*s(5490)+1*s(5491)+1*s(5492)+2*s(5493)+1*s(5494)+1*s(5495)+2*s(5496)+2*s(5497)+1*s(5500)+1*s(5504)+3*s(5515)+2*s(5518)+1*s(5527)+1*s(5529)+1*s(5532)+1*s(5534)+1*s(5535)+2*s(5536)+1*s(5537)+1*s(5538)+2*s(5539)+1*s(5540)+1*s(5541)+1*s(5545)+1*s(5549)+1*s(5550)+2*s(5553)+3
  Such that:aux(903) =< -B+G+1
s(5456) =< -C+G
s(5500) =< -C/2+H/2
s(5460) =< G/2+1/2
aux(904) =< A
aux(905) =< A+G
aux(906) =< A/2
aux(907) =< -B+G
aux(908) =< -B/2+G/2
aux(909) =< G+1
aux(910) =< G/2
s(5464) =< aux(906)
s(5548) =< aux(907)
s(5500) =< aux(908)
s(5545) =< aux(908)
s(5459) =< aux(910)
s(5464) =< aux(904)
s(5465) =< aux(909)
s(5466) =< s(5460)
s(5466) =< aux(909)
s(5467) =< aux(909)
s(5468) =< aux(909)
s(5469) =< aux(904)
s(5466) =< aux(904)
s(5468) =< aux(904)
s(5470) =< aux(904)
s(5465) =< aux(905)
s(5471) =< aux(905)
s(5472) =< aux(906)
s(5470) =< aux(906)
s(5472) =< s(5464)
s(5470) =< s(5464)
s(5471) =< aux(909)
s(5471) =< s(5465)
s(5473) =< s(5465)*(1/2)
s(5474) =< s(5465)+1
s(5475) =< aux(904)
s(5476) =< s(5465)*(1/2)-1/2
s(5477) =< s(5465)*(1/2)
s(5478) =< s(5465)
s(5459) =< s(5465)*(1/2)-1/2
s(5473) =< s(5459)+1/2
s(5474) =< s(5459)*2+2
s(5476) =< s(5459)
s(5479) =< s(5469)*s(5471)
s(5480) =< s(5470)*s(5475)
s(5481) =< s(5470)*s(5477)
s(5482) =< s(5470)*s(5478)
s(5483) =< s(5472)*s(5459)
s(5484) =< s(5472)*aux(904)
s(5485) =< s(5472)*s(5465)
s(5486) =< s(5470)*s(5473)
s(5487) =< s(5470)*s(5474)
s(5481) =< s(5470)*s(5476)
s(5483) =< s(5485)*(1/2)
s(5488) =< s(5487)
s(5489) =< s(5487)
s(5490) =< s(5480)
s(5486) =< s(5480)
s(5488) =< s(5480)
s(5490) =< aux(904)
s(5486) =< aux(904)
s(5488) =< aux(904)
s(5491) =< s(5482)
s(5492) =< s(5482)
s(5481) =< s(5480)
s(5491) =< s(5480)
s(5481) =< aux(904)
s(5491) =< aux(904)
s(5493) =< s(5485)
s(5494) =< s(5485)
s(5495) =< s(5484)
s(5483) =< s(5484)
s(5494) =< s(5484)
s(5495) =< aux(904)
s(5483) =< aux(904)
s(5494) =< aux(904)
s(5497) =< aux(907)
s(5515) =< aux(904)
s(5518) =< s(5464)
s(5515) =< s(5464)
s(5526) =< s(5515)*s(5475)
s(5527) =< s(5515)*s(5477)
s(5528) =< s(5515)*s(5478)
s(5529) =< s(5518)*s(5459)
s(5530) =< s(5518)*aux(904)
s(5531) =< s(5518)*s(5465)
s(5532) =< s(5515)*s(5473)
s(5533) =< s(5515)*s(5474)
s(5527) =< s(5515)*s(5476)
s(5529) =< s(5531)*(1/2)
s(5534) =< s(5533)
s(5535) =< s(5533)
s(5536) =< s(5526)
s(5532) =< s(5526)
s(5534) =< s(5526)
s(5536) =< aux(904)
s(5532) =< aux(904)
s(5534) =< aux(904)
s(5537) =< s(5528)
s(5538) =< s(5528)
s(5527) =< s(5526)
s(5537) =< s(5526)
s(5527) =< aux(904)
s(5537) =< aux(904)
s(5539) =< s(5531)
s(5540) =< s(5531)
s(5541) =< s(5530)
s(5529) =< s(5530)
s(5540) =< s(5530)
s(5541) =< aux(904)
s(5529) =< aux(904)
s(5540) =< aux(904)
s(5504) =< aux(907)
s(5500) =< aux(904)
s(5504) =< aux(904)
s(5545) =< aux(903)
s(5548) =< aux(903)
s(5553) =< aux(903)
s(5549) =< aux(903)
s(5550) =< aux(903)
s(5549) =< s(5548)
s(5550) =< s(5548)
s(5545) =< aux(904)
s(5549) =< aux(904)

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

* Chain [92]: 1*s(5556)+1*s(5560)+3*s(5561)+1*s(5562)+3
  Such that:s(5556) =< -B/2+G/2
aux(911) =< A
aux(912) =< -B+G
s(5556) =< aux(912)
s(5561) =< aux(912)
s(5560) =< aux(912)
s(5562) =< aux(911)
s(5556) =< aux(911)
s(5560) =< aux(911)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=1,H>=C+2] 

* Chain [91]: 5*s(5565)+2*s(5569)+2*s(5571)+2*s(5572)+4*s(5573)+2*s(5576)+1*s(5582)+3
  Such that:aux(914) =< A
aux(915) =< -B+G
aux(913) =< -C+G
s(5567) =< -C/2+G/2
s(5568) =< D
s(5573) =< aux(915)
s(5576) =< aux(915)
s(5582) =< aux(914)
s(5576) =< aux(914)
s(5565) =< aux(913)
s(5567) =< aux(913)
s(5569) =< s(5567)
s(5569) =< aux(913)
s(5571) =< aux(913)
s(5572) =< s(5568)
s(5569) =< s(5568)
s(5571) =< s(5568)

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

* Chain [90]: 1*s(5587)+1*s(5591)+1*s(5592)+6*s(5593)+2*s(5601)+3*s(5602)+2*s(5605)+1*s(5612)+1*s(5614)+1*s(5616)+1*s(5619)+1*s(5621)+1*s(5622)+2*s(5623)+1*s(5624)+1*s(5625)+2*s(5626)+1*s(5627)+1*s(5628)+1*s(5629)+2
  Such that:s(5587) =< -B/2+H/2
s(5587) =< -C/2+H/2
s(5595) =< D+G
s(5598) =< D/2
s(5599) =< G+1
s(5596) =< G/2
aux(916) =< -B+H+1
aux(917) =< -C+H+1
aux(918) =< D
s(5585) =< aux(916)
s(5585) =< aux(917)
s(5598) =< aux(918)
s(5600) =< s(5599)
s(5601) =< s(5599)
s(5602) =< aux(918)
s(5593) =< aux(918)
s(5600) =< s(5595)
s(5604) =< s(5595)
s(5605) =< s(5598)
s(5602) =< s(5598)
s(5604) =< s(5599)
s(5604) =< s(5600)
s(5606) =< s(5600)*(1/2)
s(5607) =< s(5600)+1
s(5608) =< aux(918)
s(5609) =< s(5600)*(1/2)-1/2
s(5610) =< s(5600)*(1/2)
s(5611) =< s(5600)
s(5596) =< s(5600)*(1/2)-1/2
s(5606) =< s(5596)+1/2
s(5607) =< s(5596)*2+2
s(5609) =< s(5596)
s(5612) =< s(5593)*s(5604)
s(5613) =< s(5602)*s(5608)
s(5614) =< s(5602)*s(5610)
s(5615) =< s(5602)*s(5611)
s(5616) =< s(5605)*s(5596)
s(5617) =< s(5605)*aux(918)
s(5618) =< s(5605)*s(5600)
s(5619) =< s(5602)*s(5606)
s(5620) =< s(5602)*s(5607)
s(5614) =< s(5602)*s(5609)
s(5616) =< s(5618)*(1/2)
s(5621) =< s(5620)
s(5622) =< s(5620)
s(5623) =< s(5613)
s(5619) =< s(5613)
s(5621) =< s(5613)
s(5623) =< aux(918)
s(5619) =< aux(918)
s(5621) =< aux(918)
s(5624) =< s(5615)
s(5625) =< s(5615)
s(5614) =< s(5613)
s(5624) =< s(5613)
s(5614) =< aux(918)
s(5624) =< aux(918)
s(5626) =< s(5618)
s(5627) =< s(5618)
s(5628) =< s(5617)
s(5616) =< s(5617)
s(5627) =< s(5617)
s(5628) =< aux(918)
s(5616) =< aux(918)
s(5627) =< aux(918)
s(5591) =< s(5585)
s(5592) =< s(5585)
s(5587) =< aux(918)
s(5591) =< aux(918)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=2] 

* Chain [89]: 1*s(5632)+1*s(5636)+1*s(5637)+1*s(5638)+2*s(5646)+3*s(5647)+5*s(5648)+2*s(5650)+1*s(5657)+1*s(5659)+1*s(5661)+1*s(5664)+1*s(5666)+1*s(5667)+2*s(5668)+1*s(5669)+1*s(5670)+2*s(5671)+1*s(5672)+1*s(5673)+1*s(5674)+3
  Such that:s(5643) =< A/2
s(5632) =< -B/2+H/2
s(5632) =< -C/2+H/2
s(5644) =< G+1
s(5641) =< G/2
aux(919) =< A
aux(920) =< A+G
aux(921) =< -C+G
s(5634) =< aux(919)
s(5643) =< aux(919)
s(5634) =< aux(920)
s(5645) =< s(5644)
s(5646) =< s(5644)
s(5647) =< aux(919)
s(5648) =< aux(919)
s(5645) =< aux(920)
s(5649) =< aux(920)
s(5650) =< s(5643)
s(5647) =< s(5643)
s(5649) =< s(5644)
s(5649) =< s(5645)
s(5651) =< s(5645)*(1/2)
s(5652) =< s(5645)+1
s(5653) =< aux(919)
s(5654) =< s(5645)*(1/2)-1/2
s(5655) =< s(5645)*(1/2)
s(5656) =< s(5645)
s(5641) =< s(5645)*(1/2)-1/2
s(5651) =< s(5641)+1/2
s(5652) =< s(5641)*2+2
s(5654) =< s(5641)
s(5657) =< s(5648)*s(5649)
s(5658) =< s(5647)*s(5653)
s(5659) =< s(5647)*s(5655)
s(5660) =< s(5647)*s(5656)
s(5661) =< s(5650)*s(5641)
s(5662) =< s(5650)*aux(919)
s(5663) =< s(5650)*s(5645)
s(5664) =< s(5647)*s(5651)
s(5665) =< s(5647)*s(5652)
s(5659) =< s(5647)*s(5654)
s(5661) =< s(5663)*(1/2)
s(5666) =< s(5665)
s(5667) =< s(5665)
s(5668) =< s(5658)
s(5664) =< s(5658)
s(5666) =< s(5658)
s(5668) =< aux(919)
s(5664) =< aux(919)
s(5666) =< aux(919)
s(5669) =< s(5660)
s(5670) =< s(5660)
s(5659) =< s(5658)
s(5669) =< s(5658)
s(5659) =< aux(919)
s(5669) =< aux(919)
s(5671) =< s(5663)
s(5672) =< s(5663)
s(5673) =< s(5662)
s(5661) =< s(5662)
s(5672) =< s(5662)
s(5673) =< aux(919)
s(5661) =< aux(919)
s(5672) =< aux(919)
s(5636) =< aux(921)
s(5637) =< aux(921)
s(5638) =< aux(919)
s(5632) =< aux(919)
s(5636) =< aux(919)
s(5638) =< s(5634)
s(5632) =< s(5634)
s(5636) =< s(5634)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=2,H>=C] 

* Chain [88]: 1*s(5675)+1*s(5679)+5*s(5685)+1*s(5686)+12*s(5687)+3*s(5688)+2*s(5690)+2*s(5697)+1*s(5699)+1*s(5701)+1*s(5704)+1*s(5706)+1*s(5707)+2*s(5708)+1*s(5709)+1*s(5710)+2*s(5711)+1*s(5712)+1*s(5713)+2*s(5714)+2*s(5715)+1*s(5718)+1*s(5722)+3*s(5733)+2*s(5736)+1*s(5745)+1*s(5747)+1*s(5750)+1*s(5752)+1*s(5753)+2*s(5754)+1*s(5755)+1*s(5756)+2*s(5757)+1*s(5758)+1*s(5759)+3
  Such that:aux(924) =< -B+G
s(5718) =< -B/2+G/2
s(5675) =< -C+G
s(5718) =< -C/2+H/2
s(5679) =< G/2+1/2
aux(925) =< A
aux(926) =< A+G
aux(927) =< A/2
aux(928) =< G+1
aux(929) =< G/2
s(5683) =< aux(927)
s(5678) =< aux(929)
s(5683) =< aux(925)
s(5684) =< aux(928)
s(5685) =< aux(928)
s(5679) =< aux(928)
s(5686) =< aux(928)
s(5687) =< aux(925)
s(5679) =< aux(925)
s(5686) =< aux(925)
s(5688) =< aux(925)
s(5684) =< aux(926)
s(5689) =< aux(926)
s(5690) =< aux(927)
s(5688) =< aux(927)
s(5690) =< s(5683)
s(5688) =< s(5683)
s(5689) =< aux(928)
s(5689) =< s(5684)
s(5691) =< s(5684)*(1/2)
s(5692) =< s(5684)+1
s(5693) =< aux(925)
s(5694) =< s(5684)*(1/2)-1/2
s(5695) =< s(5684)*(1/2)
s(5696) =< s(5684)
s(5678) =< s(5684)*(1/2)-1/2
s(5691) =< s(5678)+1/2
s(5692) =< s(5678)*2+2
s(5694) =< s(5678)
s(5697) =< s(5687)*s(5689)
s(5698) =< s(5688)*s(5693)
s(5699) =< s(5688)*s(5695)
s(5700) =< s(5688)*s(5696)
s(5701) =< s(5690)*s(5678)
s(5702) =< s(5690)*aux(925)
s(5703) =< s(5690)*s(5684)
s(5704) =< s(5688)*s(5691)
s(5705) =< s(5688)*s(5692)
s(5699) =< s(5688)*s(5694)
s(5701) =< s(5703)*(1/2)
s(5706) =< s(5705)
s(5707) =< s(5705)
s(5708) =< s(5698)
s(5704) =< s(5698)
s(5706) =< s(5698)
s(5708) =< aux(925)
s(5704) =< aux(925)
s(5706) =< aux(925)
s(5709) =< s(5700)
s(5710) =< s(5700)
s(5699) =< s(5698)
s(5709) =< s(5698)
s(5699) =< aux(925)
s(5709) =< aux(925)
s(5711) =< s(5703)
s(5712) =< s(5703)
s(5713) =< s(5702)
s(5701) =< s(5702)
s(5712) =< s(5702)
s(5713) =< aux(925)
s(5701) =< aux(925)
s(5712) =< aux(925)
s(5715) =< aux(924)
s(5733) =< aux(925)
s(5736) =< s(5683)
s(5733) =< s(5683)
s(5744) =< s(5733)*s(5693)
s(5745) =< s(5733)*s(5695)
s(5746) =< s(5733)*s(5696)
s(5747) =< s(5736)*s(5678)
s(5748) =< s(5736)*aux(925)
s(5749) =< s(5736)*s(5684)
s(5750) =< s(5733)*s(5691)
s(5751) =< s(5733)*s(5692)
s(5745) =< s(5733)*s(5694)
s(5747) =< s(5749)*(1/2)
s(5752) =< s(5751)
s(5753) =< s(5751)
s(5754) =< s(5744)
s(5750) =< s(5744)
s(5752) =< s(5744)
s(5754) =< aux(925)
s(5750) =< aux(925)
s(5752) =< aux(925)
s(5755) =< s(5746)
s(5756) =< s(5746)
s(5745) =< s(5744)
s(5755) =< s(5744)
s(5745) =< aux(925)
s(5755) =< aux(925)
s(5757) =< s(5749)
s(5758) =< s(5749)
s(5759) =< s(5748)
s(5747) =< s(5748)
s(5758) =< s(5748)
s(5759) =< aux(925)
s(5747) =< aux(925)
s(5758) =< aux(925)
s(5722) =< aux(924)
s(5718) =< aux(925)
s(5722) =< aux(925)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=2,H>=C+1] 

* Chain [87]: 1*s(5763)+1*s(5767)+1*s(5768)+1*s(5769)+2*s(5771)+2
  Such that:s(5766) =< -B+G
s(5763) =< -B/2+G/2
aux(930) =< A
aux(931) =< -B+G+1
s(5763) =< aux(931)
s(5766) =< aux(931)
s(5771) =< aux(931)
s(5767) =< aux(931)
s(5768) =< aux(931)
s(5767) =< s(5766)
s(5768) =< s(5766)
s(5769) =< aux(930)
s(5763) =< aux(930)
s(5767) =< aux(930)

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

* Chain [86]: 1*s(5774)+1*s(5778)+3*s(5779)+1*s(5780)+3
  Such that:s(5774) =< -B/2+G/2
aux(932) =< A
aux(933) =< -B+G
s(5774) =< aux(933)
s(5779) =< aux(933)
s(5778) =< aux(933)
s(5780) =< aux(932)
s(5774) =< aux(932)
s(5778) =< aux(932)

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

* Chain [85]: 4*s(5783)+1*s(5784)+1*s(5788)+1*s(5789)+4*s(5790)+2*s(5793)+1*s(5799)+3
  Such that:aux(935) =< A
aux(936) =< -B+G
aux(934) =< -C+G
s(5784) =< -C/2+G/2
s(5786) =< D
s(5790) =< aux(936)
s(5793) =< aux(936)
s(5799) =< aux(935)
s(5793) =< aux(935)
s(5783) =< aux(934)
s(5784) =< aux(934)
s(5788) =< aux(934)
s(5789) =< s(5786)
s(5784) =< s(5786)
s(5788) =< s(5786)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=2,H>=C+4] 

* Chain [84]: 2*s(5804)+2*s(5808)+3*s(5809)+4*s(5810)+2*s(5811)+2*s(5816)+2*s(5817)+1*s(5821)+1*s(5825)+14*s(5827)+2*s(5832)+1*s(5840)+1*s(5841)+6*s(5843)+4*s(5845)+2*s(5852)+2*s(5854)+2*s(5856)+2*s(5859)+2*s(5861)+2*s(5862)+4*s(5863)+2*s(5864)+2*s(5865)+4*s(5866)+2*s(5867)+2*s(5868)+2*s(5869)+1*s(5889)+1*s(5893)+1*s(5894)+1*s(5909)+1*s(5910)+2
  Such that:aux(952) =< -B+G
s(5821) =< -B/2+H/2
s(5889) =< -C/2+H/2
aux(957) =< A
aux(958) =< A+H
aux(959) =< A/2
aux(960) =< -B+H+1
aux(961) =< -B/2+G/2
aux(962) =< -C+G
aux(963) =< -C/2+G/2
aux(964) =< D
aux(965) =< D+H
aux(966) =< G+1
aux(967) =< G+2
aux(968) =< G/2
aux(969) =< G/2+1/2
aux(970) =< H+1
aux(971) =< H+2
aux(972) =< H/2
aux(973) =< H/2+1/2
s(5829) =< aux(958)
s(5835) =< aux(959)
s(5813) =< aux(960)
s(5889) =< aux(961)
s(5804) =< aux(963)
s(5821) =< aux(963)
s(5829) =< aux(965)
s(5814) =< aux(967)
s(5831) =< aux(968)
s(5811) =< aux(969)
s(5832) =< aux(969)
s(5831) =< aux(972)
s(5811) =< aux(973)
s(5832) =< aux(973)
s(5835) =< aux(957)
s(5830) =< aux(966)
s(5833) =< aux(966)
s(5830) =< aux(970)
s(5833) =< aux(970)
s(5814) =< aux(971)
s(5838) =< aux(957)
s(5838) =< s(5835)
s(5840) =< s(5814)
s(5841) =< s(5814)
s(5827) =< aux(957)
s(5832) =< aux(957)
s(5840) =< aux(957)
s(5843) =< aux(957)
s(5833) =< s(5829)
s(5844) =< s(5829)
s(5845) =< s(5835)
s(5843) =< s(5835)
s(5845) =< s(5838)
s(5843) =< s(5838)
s(5833) =< s(5830)
s(5844) =< s(5830)
s(5844) =< s(5833)
s(5846) =< s(5833)*(1/2)
s(5847) =< s(5833)+1
s(5848) =< aux(957)
s(5849) =< s(5833)*(1/2)-1/2
s(5850) =< s(5833)*(1/2)
s(5851) =< s(5833)
s(5831) =< s(5833)*(1/2)-1/2
s(5846) =< s(5831)+1/2
s(5847) =< s(5831)*2+2
s(5849) =< s(5831)
s(5852) =< s(5827)*s(5844)
s(5853) =< s(5843)*s(5848)
s(5854) =< s(5843)*s(5850)
s(5855) =< s(5843)*s(5851)
s(5856) =< s(5845)*s(5831)
s(5857) =< s(5845)*aux(957)
s(5858) =< s(5845)*s(5833)
s(5859) =< s(5843)*s(5846)
s(5860) =< s(5843)*s(5847)
s(5854) =< s(5843)*s(5849)
s(5856) =< s(5858)*(1/2)
s(5861) =< s(5860)
s(5862) =< s(5860)
s(5863) =< s(5853)
s(5859) =< s(5853)
s(5861) =< s(5853)
s(5863) =< aux(957)
s(5859) =< aux(957)
s(5861) =< aux(957)
s(5864) =< s(5855)
s(5865) =< s(5855)
s(5854) =< s(5853)
s(5864) =< s(5853)
s(5854) =< aux(957)
s(5864) =< aux(957)
s(5866) =< s(5858)
s(5867) =< s(5858)
s(5868) =< s(5857)
s(5856) =< s(5857)
s(5867) =< s(5857)
s(5868) =< aux(957)
s(5856) =< aux(957)
s(5867) =< aux(957)
s(5825) =< aux(962)
s(5809) =< aux(962)
s(5821) =< aux(957)
s(5825) =< aux(957)
s(5902) =< aux(967)
s(5902) =< aux(971)
s(5902) =< s(5814)
s(5909) =< s(5902)
s(5910) =< s(5902)
s(5909) =< aux(957)
s(5893) =< aux(952)
s(5894) =< aux(952)
s(5889) =< aux(957)
s(5893) =< aux(957)
s(5804) =< aux(961)
s(5811) =< aux(961)
s(5813) =< aux(971)
s(5815) =< s(5813)
s(5815) =< s(5814)
s(5816) =< s(5815)
s(5817) =< s(5815)
s(5810) =< aux(964)
s(5811) =< aux(964)
s(5816) =< aux(964)
s(5808) =< aux(962)
s(5804) =< aux(964)
s(5808) =< aux(964)

  with precondition: [D=A,C=B,F=E,H=G,D>=3,H>=C] 

* Chain [83]: 4*s(5939)+2*s(5942)+2*s(5946)+4*s(5948)+2*s(5949)+2*s(5954)+2*s(5955)+4*s(5957)+2*s(5960)+2*s(5964)+14*s(5966)+2*s(5971)+1*s(5979)+1*s(5980)+6*s(5982)+4*s(5984)+1*s(5991)+1*s(5993)+1*s(5995)+1*s(5998)+1*s(6000)+1*s(6001)+4*s(6002)+1*s(6003)+1*s(6004)+2*s(6005)+1*s(6006)+2*s(6007)+2*s(6008)+1*s(6050)+1*s(6051)+1*s(6062)+1*s(6064)+1*s(6066)+1*s(6069)+1*s(6071)+1*s(6072)+1*s(6074)+1*s(6075)+2*s(6076)+1*s(6077)+2
  Such that:s(5968) =< A+G
s(6038) =< A+H
aux(992) =< A
aux(993) =< A/2
aux(994) =< -B+G
aux(995) =< -B/2+G/2
aux(996) =< -B/2+H/2
aux(997) =< -C+G
aux(998) =< -C+H
aux(999) =< -C/2+G/2
aux(1000) =< D
aux(1001) =< D+H
aux(1002) =< G+1
aux(1003) =< G+2
aux(1004) =< G/2
aux(1005) =< G/2+1/2
aux(1006) =< H+1
aux(1007) =< H+2
aux(1008) =< H/2
aux(1009) =< H/2+1/2
s(5974) =< aux(993)
s(5951) =< aux(994)
s(5942) =< aux(995)
s(5949) =< aux(996)
s(5960) =< aux(996)
s(5942) =< aux(999)
s(5960) =< aux(999)
s(5968) =< aux(1001)
s(6038) =< aux(1001)
s(5970) =< aux(1004)
s(6040) =< aux(1004)
s(5949) =< aux(1005)
s(5971) =< aux(1005)
s(5952) =< aux(1007)
s(5970) =< aux(1008)
s(6040) =< aux(1008)
s(5949) =< aux(1009)
s(5971) =< aux(1009)
s(5974) =< aux(992)
s(5957) =< aux(997)
s(5969) =< aux(1002)
s(5972) =< aux(1002)
s(5952) =< aux(1003)
s(5969) =< aux(1006)
s(5972) =< aux(1006)
s(5977) =< aux(992)
s(5977) =< s(5974)
s(5979) =< s(5952)
s(5980) =< s(5952)
s(5966) =< aux(992)
s(5971) =< aux(992)
s(5979) =< aux(992)
s(5982) =< aux(992)
s(5972) =< s(5968)
s(5983) =< s(5968)
s(5984) =< s(5974)
s(5982) =< s(5974)
s(5984) =< s(5977)
s(5982) =< s(5977)
s(5972) =< s(5969)
s(5983) =< s(5969)
s(5983) =< s(5972)
s(5985) =< s(5972)*(1/2)
s(5986) =< s(5972)+1
s(5987) =< aux(992)
s(5988) =< s(5972)*(1/2)-1/2
s(5989) =< s(5972)*(1/2)
s(5990) =< s(5972)
s(5970) =< s(5972)*(1/2)-1/2
s(5985) =< s(5970)+1/2
s(5986) =< s(5970)*2+2
s(5988) =< s(5970)
s(5991) =< s(5966)*s(5983)
s(5992) =< s(5982)*s(5987)
s(5993) =< s(5982)*s(5989)
s(5994) =< s(5982)*s(5990)
s(5995) =< s(5984)*s(5970)
s(5996) =< s(5984)*aux(992)
s(5997) =< s(5984)*s(5972)
s(5998) =< s(5982)*s(5985)
s(5999) =< s(5982)*s(5986)
s(5993) =< s(5982)*s(5988)
s(5995) =< s(5997)*(1/2)
s(6000) =< s(5999)
s(6001) =< s(5999)
s(6002) =< s(5992)
s(5998) =< s(5992)
s(6000) =< s(5992)
s(6002) =< aux(992)
s(5998) =< aux(992)
s(6000) =< aux(992)
s(6003) =< s(5994)
s(6004) =< s(5994)
s(5993) =< s(5992)
s(6003) =< s(5992)
s(5993) =< aux(992)
s(6003) =< aux(992)
s(6005) =< s(5997)
s(6006) =< s(5997)
s(6007) =< s(5996)
s(5995) =< s(5996)
s(6006) =< s(5996)
s(6007) =< aux(992)
s(5995) =< aux(992)
s(6006) =< aux(992)
s(5964) =< aux(997)
s(5960) =< aux(992)
s(5964) =< aux(992)
s(6042) =< aux(1002)
s(6043) =< aux(1003)
s(6042) =< aux(1006)
s(6043) =< aux(1007)
s(6043) =< s(5952)
s(6050) =< s(6043)
s(6051) =< s(6043)
s(6050) =< aux(992)
s(6042) =< s(6038)
s(6054) =< s(6038)
s(6042) =< s(5969)
s(6054) =< s(5969)
s(6054) =< s(6042)
s(6056) =< s(6042)*(1/2)
s(6057) =< s(6042)+1
s(6059) =< s(6042)*(1/2)-1/2
s(6060) =< s(6042)*(1/2)
s(6061) =< s(6042)
s(6040) =< s(6042)*(1/2)-1/2
s(6056) =< s(6040)+1/2
s(6057) =< s(6040)*2+2
s(6059) =< s(6040)
s(6062) =< s(5966)*s(6054)
s(6064) =< s(5982)*s(6060)
s(6065) =< s(5982)*s(6061)
s(6066) =< s(5984)*s(6040)
s(6068) =< s(5984)*s(6042)
s(6069) =< s(5982)*s(6056)
s(6070) =< s(5982)*s(6057)
s(6064) =< s(5982)*s(6059)
s(6066) =< s(6068)*(1/2)
s(6071) =< s(6070)
s(6072) =< s(6070)
s(6069) =< s(5992)
s(6071) =< s(5992)
s(6069) =< aux(992)
s(6071) =< aux(992)
s(6074) =< s(6065)
s(6075) =< s(6065)
s(6064) =< s(5992)
s(6074) =< s(5992)
s(6064) =< aux(992)
s(6074) =< aux(992)
s(6076) =< s(6068)
s(6077) =< s(6068)
s(6066) =< s(5996)
s(6077) =< s(5996)
s(6066) =< aux(992)
s(6077) =< aux(992)
s(5939) =< aux(998)
s(5951) =< aux(1003)
s(5953) =< s(5951)
s(5953) =< s(5952)
s(5954) =< s(5953)
s(5955) =< s(5953)
s(5948) =< aux(1000)
s(5949) =< aux(1000)
s(5954) =< aux(1000)
s(5946) =< aux(998)
s(5942) =< aux(1000)
s(5946) =< aux(1000)

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

* Chain [82]: 1*s(6082)+1*s(6086)+1*s(6087)+7*s(6088)+1*s(6093)+1*s(6099)+1*s(6100)+3*s(6102)+2*s(6104)+1*s(6111)+1*s(6113)+1*s(6115)+1*s(6118)+1*s(6120)+1*s(6121)+2*s(6122)+1*s(6123)+1*s(6124)+2*s(6125)+1*s(6126)+1*s(6127)+1*s(6128)+1
  Such that:s(6090) =< A+H
s(6095) =< A/2
s(6082) =< -B/2+G/2
s(6082) =< -C/2+H/2
s(6092) =< G/2
s(6096) =< H+1
s(6091) =< H+2
s(6092) =< H/2
s(6093) =< H/2+1/2
aux(1010) =< A
aux(1011) =< -B+H+1
aux(1012) =< -C+H+1
s(6095) =< aux(1010)
s(6080) =< aux(1011)
s(6080) =< aux(1012)
s(6097) =< aux(1010)
s(6097) =< s(6095)
s(6098) =< s(6096)
s(6099) =< s(6091)
s(6100) =< s(6091)
s(6099) =< s(6096)
s(6100) =< s(6096)
s(6088) =< aux(1010)
s(6093) =< aux(1010)
s(6099) =< aux(1010)
s(6102) =< aux(1010)
s(6098) =< s(6090)
s(6103) =< s(6090)
s(6104) =< s(6095)
s(6102) =< s(6095)
s(6104) =< s(6097)
s(6102) =< s(6097)
s(6103) =< s(6096)
s(6103) =< s(6098)
s(6105) =< s(6098)*(1/2)
s(6106) =< s(6098)+1
s(6107) =< aux(1010)
s(6108) =< s(6098)*(1/2)-1/2
s(6109) =< s(6098)*(1/2)
s(6110) =< s(6098)
s(6092) =< s(6098)*(1/2)-1/2
s(6105) =< s(6092)+1/2
s(6106) =< s(6092)*2+2
s(6108) =< s(6092)
s(6111) =< s(6088)*s(6103)
s(6112) =< s(6102)*s(6107)
s(6113) =< s(6102)*s(6109)
s(6114) =< s(6102)*s(6110)
s(6115) =< s(6104)*s(6092)
s(6116) =< s(6104)*aux(1010)
s(6117) =< s(6104)*s(6098)
s(6118) =< s(6102)*s(6105)
s(6119) =< s(6102)*s(6106)
s(6113) =< s(6102)*s(6108)
s(6115) =< s(6117)*(1/2)
s(6120) =< s(6119)
s(6121) =< s(6119)
s(6122) =< s(6112)
s(6118) =< s(6112)
s(6120) =< s(6112)
s(6122) =< aux(1010)
s(6118) =< aux(1010)
s(6120) =< aux(1010)
s(6123) =< s(6114)
s(6124) =< s(6114)
s(6113) =< s(6112)
s(6123) =< s(6112)
s(6113) =< aux(1010)
s(6123) =< aux(1010)
s(6125) =< s(6117)
s(6126) =< s(6117)
s(6127) =< s(6116)
s(6115) =< s(6116)
s(6126) =< s(6116)
s(6127) =< aux(1010)
s(6115) =< aux(1010)
s(6126) =< aux(1010)
s(6086) =< s(6080)
s(6087) =< s(6080)
s(6082) =< aux(1010)
s(6086) =< aux(1010)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H+1>=0] 

* Chain [81]: 1*s(6131)+1*s(6135)+1*s(6136)+2*s(6137)+1*s(6140)+1*s(6142)+1*s(6143)+1
  Such that:s(6131) =< -B/2+G/2
s(6131) =< -C/2+H/2
aux(1013) =< A
aux(1014) =< -C+G+1
aux(1015) =< -C+G+2
aux(1016) =< -C/2+G/2+1/2
s(6134) =< aux(1014)
s(6140) =< aux(1014)
s(6131) =< aux(1015)
s(6134) =< aux(1015)
s(6131) =< aux(1016)
s(6140) =< aux(1016)
s(6142) =< aux(1015)
s(6143) =< aux(1015)
s(6142) =< aux(1014)
s(6143) =< aux(1014)
s(6137) =< aux(1013)
s(6140) =< aux(1013)
s(6142) =< aux(1013)
s(6135) =< aux(1014)
s(6136) =< aux(1014)
s(6135) =< s(6134)
s(6136) =< s(6134)
s(6131) =< aux(1013)
s(6135) =< aux(1013)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H+1>=0,H+1>=C] 

* Chain [80]: 1*s(6147)+1*s(6151)+1*s(6152)+1*s(6153)+1*s(6158)+1*s(6164)+1*s(6165)+6*s(6166)+3*s(6167)+2*s(6169)+1*s(6176)+1*s(6178)+1*s(6180)+1*s(6183)+1*s(6185)+1*s(6186)+2*s(6187)+1*s(6188)+1*s(6189)+2*s(6190)+1*s(6191)+1*s(6192)+1*s(6193)+1*s(6196)+1*s(6200)+1*s(6201)+2*s(6202)+1*s(6205)+1*s(6207)+1*s(6208)+2
  Such that:aux(1020) =< A
aux(1017) =< -B+H
aux(1021) =< -C+G
aux(1022) =< -C+G+1
aux(1023) =< -C/2+G/2
aux(1018) =< D
aux(1019) =< D+H
s(6160) =< D/2
s(6157) =< G/2
s(6161) =< H+1
s(6156) =< H+2
s(6157) =< H/2
s(6158) =< H/2+1/2
aux(1024) =< -B/2+G/2
aux(1025) =< -C/2+H/2
s(6147) =< aux(1024)
s(6196) =< aux(1024)
s(6147) =< aux(1025)
s(6196) =< aux(1025)
s(6149) =< aux(1018)
s(6160) =< aux(1018)
s(6149) =< aux(1019)
s(6162) =< aux(1018)
s(6162) =< s(6160)
s(6163) =< s(6161)
s(6164) =< s(6156)
s(6165) =< s(6156)
s(6164) =< s(6161)
s(6165) =< s(6161)
s(6166) =< aux(1018)
s(6158) =< aux(1018)
s(6164) =< aux(1018)
s(6167) =< aux(1018)
s(6163) =< aux(1019)
s(6168) =< aux(1019)
s(6169) =< s(6160)
s(6167) =< s(6160)
s(6169) =< s(6162)
s(6167) =< s(6162)
s(6168) =< s(6161)
s(6168) =< s(6163)
s(6170) =< s(6163)*(1/2)
s(6171) =< s(6163)+1
s(6172) =< aux(1018)
s(6173) =< s(6163)*(1/2)-1/2
s(6174) =< s(6163)*(1/2)
s(6175) =< s(6163)
s(6157) =< s(6163)*(1/2)-1/2
s(6170) =< s(6157)+1/2
s(6171) =< s(6157)*2+2
s(6173) =< s(6157)
s(6176) =< s(6166)*s(6168)
s(6177) =< s(6167)*s(6172)
s(6178) =< s(6167)*s(6174)
s(6179) =< s(6167)*s(6175)
s(6180) =< s(6169)*s(6157)
s(6181) =< s(6169)*aux(1018)
s(6182) =< s(6169)*s(6163)
s(6183) =< s(6167)*s(6170)
s(6184) =< s(6167)*s(6171)
s(6178) =< s(6167)*s(6173)
s(6180) =< s(6182)*(1/2)
s(6185) =< s(6184)
s(6186) =< s(6184)
s(6187) =< s(6177)
s(6183) =< s(6177)
s(6185) =< s(6177)
s(6187) =< aux(1018)
s(6183) =< aux(1018)
s(6185) =< aux(1018)
s(6188) =< s(6179)
s(6189) =< s(6179)
s(6178) =< s(6177)
s(6188) =< s(6177)
s(6178) =< aux(1018)
s(6188) =< aux(1018)
s(6190) =< s(6182)
s(6191) =< s(6182)
s(6192) =< s(6181)
s(6180) =< s(6181)
s(6191) =< s(6181)
s(6192) =< aux(1018)
s(6180) =< aux(1018)
s(6191) =< aux(1018)
s(6151) =< aux(1017)
s(6152) =< aux(1017)
s(6153) =< aux(1018)
s(6147) =< aux(1018)
s(6151) =< aux(1018)
s(6153) =< s(6149)
s(6147) =< s(6149)
s(6151) =< s(6149)
s(6199) =< aux(1021)
s(6205) =< aux(1021)
s(6196) =< aux(1022)
s(6199) =< aux(1022)
s(6196) =< aux(1023)
s(6205) =< aux(1023)
s(6207) =< aux(1022)
s(6208) =< aux(1022)
s(6207) =< aux(1021)
s(6208) =< aux(1021)
s(6202) =< aux(1020)
s(6205) =< aux(1020)
s(6207) =< aux(1020)
s(6200) =< aux(1021)
s(6201) =< aux(1021)
s(6200) =< s(6199)
s(6201) =< s(6199)
s(6196) =< aux(1020)
s(6200) =< aux(1020)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H+1>=0,H>=C] 

* Chain [79]: 2*s(6210)+1*s(6213)+1*s(6217)+7*s(6219)+1*s(6224)+1*s(6230)+1*s(6231)+3*s(6233)+2*s(6235)+1*s(6242)+1*s(6244)+1*s(6246)+1*s(6249)+1*s(6251)+1*s(6252)+2*s(6253)+1*s(6254)+1*s(6255)+2*s(6256)+1*s(6257)+1*s(6258)+1*s(6259)+2*s(6260)+1*s(6263)+1*s(6267)+1*s(6268)+2*s(6269)+1*s(6272)+1*s(6274)+2
  Such that:aux(1028) =< A
aux(1029) =< -B+G
aux(1030) =< -B+G+1
s(6263) =< -B/2+G/2
s(6213) =< -B/2+H/2
aux(1026) =< -C+H
s(6213) =< -C/2+G/2
s(6263) =< -C/2+H/2
aux(1027) =< D
s(6221) =< D+H
s(6226) =< D/2
s(6223) =< G/2
s(6227) =< H+1
s(6222) =< H+2
s(6223) =< H/2
s(6224) =< H/2+1/2
s(6260) =< aux(1029)
s(6263) =< aux(1029)
s(6266) =< aux(1029)
s(6272) =< aux(1029)
s(6260) =< aux(1030)
s(6263) =< aux(1030)
s(6266) =< aux(1030)
s(6274) =< aux(1030)
s(6274) =< aux(1029)
s(6269) =< aux(1028)
s(6272) =< aux(1028)
s(6274) =< aux(1028)
s(6267) =< aux(1029)
s(6268) =< aux(1029)
s(6267) =< s(6266)
s(6268) =< s(6266)
s(6263) =< aux(1028)
s(6267) =< aux(1028)
s(6210) =< aux(1026)
s(6226) =< aux(1027)
s(6228) =< aux(1027)
s(6228) =< s(6226)
s(6229) =< s(6227)
s(6230) =< s(6222)
s(6231) =< s(6222)
s(6230) =< s(6227)
s(6231) =< s(6227)
s(6219) =< aux(1027)
s(6224) =< aux(1027)
s(6230) =< aux(1027)
s(6233) =< aux(1027)
s(6229) =< s(6221)
s(6234) =< s(6221)
s(6235) =< s(6226)
s(6233) =< s(6226)
s(6235) =< s(6228)
s(6233) =< s(6228)
s(6234) =< s(6227)
s(6234) =< s(6229)
s(6236) =< s(6229)*(1/2)
s(6237) =< s(6229)+1
s(6238) =< aux(1027)
s(6239) =< s(6229)*(1/2)-1/2
s(6240) =< s(6229)*(1/2)
s(6241) =< s(6229)
s(6223) =< s(6229)*(1/2)-1/2
s(6236) =< s(6223)+1/2
s(6237) =< s(6223)*2+2
s(6239) =< s(6223)
s(6242) =< s(6219)*s(6234)
s(6243) =< s(6233)*s(6238)
s(6244) =< s(6233)*s(6240)
s(6245) =< s(6233)*s(6241)
s(6246) =< s(6235)*s(6223)
s(6247) =< s(6235)*aux(1027)
s(6248) =< s(6235)*s(6229)
s(6249) =< s(6233)*s(6236)
s(6250) =< s(6233)*s(6237)
s(6244) =< s(6233)*s(6239)
s(6246) =< s(6248)*(1/2)
s(6251) =< s(6250)
s(6252) =< s(6250)
s(6253) =< s(6243)
s(6249) =< s(6243)
s(6251) =< s(6243)
s(6253) =< aux(1027)
s(6249) =< aux(1027)
s(6251) =< aux(1027)
s(6254) =< s(6245)
s(6255) =< s(6245)
s(6244) =< s(6243)
s(6254) =< s(6243)
s(6244) =< aux(1027)
s(6254) =< aux(1027)
s(6256) =< s(6248)
s(6257) =< s(6248)
s(6258) =< s(6247)
s(6246) =< s(6247)
s(6257) =< s(6247)
s(6258) =< aux(1027)
s(6246) =< aux(1027)
s(6257) =< aux(1027)
s(6217) =< aux(1026)
s(6213) =< aux(1027)
s(6217) =< aux(1027)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H+1>=0,H>=C+1] 

* Chain [78]: 1*s(6279)+1*s(6283)+1*s(6284)+8*s(6285)+1*s(6296)+1*s(6297)+2*s(6298)+1*s(6299)+1*s(6300)+1*s(6302)+3*s(6303)+2*s(6305)+1*s(6312)+1*s(6314)+1*s(6316)+1*s(6319)+1*s(6321)+1*s(6322)+2*s(6323)+1*s(6324)+1*s(6325)+2*s(6326)+1*s(6327)+1*s(6328)+1*s(6329)+2
  Such that:s(6279) =< -B/2+H/2
s(6279) =< -C/2+H/2
s(6287) =< D+G
s(6292) =< D/2
s(6293) =< G+1
s(6288) =< G+2
s(6289) =< G/2
s(6290) =< G/2+1/2
aux(1031) =< -B+H+1
aux(1032) =< -C+H+1
aux(1033) =< D
s(6277) =< aux(1031)
s(6277) =< aux(1032)
s(6292) =< aux(1033)
s(6294) =< aux(1033)
s(6294) =< s(6292)
s(6295) =< s(6293)
s(6296) =< s(6290)
s(6297) =< s(6290)
s(6296) =< s(6293)
s(6298) =< s(6293)
s(6299) =< s(6288)
s(6300) =< s(6288)
s(6299) =< s(6293)
s(6300) =< s(6293)
s(6285) =< aux(1033)
s(6296) =< aux(1033)
s(6299) =< aux(1033)
s(6302) =< s(6293)
s(6297) =< aux(1033)
s(6302) =< aux(1033)
s(6303) =< aux(1033)
s(6295) =< s(6287)
s(6304) =< s(6287)
s(6305) =< s(6292)
s(6303) =< s(6292)
s(6305) =< s(6294)
s(6303) =< s(6294)
s(6304) =< s(6293)
s(6304) =< s(6295)
s(6306) =< s(6295)*(1/2)
s(6307) =< s(6295)+1
s(6308) =< aux(1033)
s(6309) =< s(6295)*(1/2)-1/2
s(6310) =< s(6295)*(1/2)
s(6311) =< s(6295)
s(6289) =< s(6295)*(1/2)-1/2
s(6306) =< s(6289)+1/2
s(6307) =< s(6289)*2+2
s(6309) =< s(6289)
s(6312) =< s(6285)*s(6304)
s(6313) =< s(6303)*s(6308)
s(6314) =< s(6303)*s(6310)
s(6315) =< s(6303)*s(6311)
s(6316) =< s(6305)*s(6289)
s(6317) =< s(6305)*aux(1033)
s(6318) =< s(6305)*s(6295)
s(6319) =< s(6303)*s(6306)
s(6320) =< s(6303)*s(6307)
s(6314) =< s(6303)*s(6309)
s(6316) =< s(6318)*(1/2)
s(6321) =< s(6320)
s(6322) =< s(6320)
s(6323) =< s(6313)
s(6319) =< s(6313)
s(6321) =< s(6313)
s(6323) =< aux(1033)
s(6319) =< aux(1033)
s(6321) =< aux(1033)
s(6324) =< s(6315)
s(6325) =< s(6315)
s(6314) =< s(6313)
s(6324) =< s(6313)
s(6314) =< aux(1033)
s(6324) =< aux(1033)
s(6326) =< s(6318)
s(6327) =< s(6318)
s(6328) =< s(6317)
s(6316) =< s(6317)
s(6327) =< s(6317)
s(6328) =< aux(1033)
s(6316) =< aux(1033)
s(6327) =< aux(1033)
s(6283) =< s(6277)
s(6284) =< s(6277)
s(6279) =< aux(1033)
s(6283) =< aux(1033)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=0] 

* Chain [77]: 1*s(6332)+1*s(6336)+1*s(6337)+1*s(6338)+1*s(6349)+1*s(6350)+2*s(6351)+1*s(6352)+1*s(6353)+10*s(6354)+1*s(6355)+3*s(6356)+2*s(6358)+1*s(6365)+1*s(6367)+1*s(6369)+1*s(6372)+1*s(6374)+1*s(6375)+2*s(6376)+1*s(6377)+1*s(6378)+2*s(6379)+1*s(6380)+1*s(6381)+1*s(6382)+1*s(6385)+2*s(6389)+3*s(6390)+1*s(6396)+1*s(6397)+1*s(6399)+1*s(6400)+3
  Such that:aux(1035) =< A+G
s(6345) =< A/2
aux(1038) =< -B+G+1
s(6392) =< -B+G+2
s(6332) =< -B/2+G/2
aux(1039) =< -B/2+G/2+1/2
aux(1036) =< -C+G
s(6332) =< -C/2+H/2
s(6346) =< G+1
s(6341) =< G+2
s(6342) =< G/2
s(6343) =< G/2+1/2
aux(1040) =< A
s(6334) =< aux(1040)
s(6345) =< aux(1040)
s(6334) =< aux(1035)
s(6347) =< aux(1040)
s(6347) =< s(6345)
s(6348) =< s(6346)
s(6349) =< s(6343)
s(6350) =< s(6343)
s(6349) =< s(6346)
s(6351) =< s(6346)
s(6352) =< s(6341)
s(6353) =< s(6341)
s(6352) =< s(6346)
s(6353) =< s(6346)
s(6354) =< aux(1040)
s(6349) =< aux(1040)
s(6352) =< aux(1040)
s(6355) =< s(6346)
s(6350) =< aux(1040)
s(6355) =< aux(1040)
s(6356) =< aux(1040)
s(6348) =< aux(1035)
s(6357) =< aux(1035)
s(6358) =< s(6345)
s(6356) =< s(6345)
s(6358) =< s(6347)
s(6356) =< s(6347)
s(6357) =< s(6346)
s(6357) =< s(6348)
s(6359) =< s(6348)*(1/2)
s(6360) =< s(6348)+1
s(6361) =< aux(1040)
s(6362) =< s(6348)*(1/2)-1/2
s(6363) =< s(6348)*(1/2)
s(6364) =< s(6348)
s(6342) =< s(6348)*(1/2)-1/2
s(6359) =< s(6342)+1/2
s(6360) =< s(6342)*2+2
s(6362) =< s(6342)
s(6365) =< s(6354)*s(6357)
s(6366) =< s(6356)*s(6361)
s(6367) =< s(6356)*s(6363)
s(6368) =< s(6356)*s(6364)
s(6369) =< s(6358)*s(6342)
s(6370) =< s(6358)*aux(1040)
s(6371) =< s(6358)*s(6348)
s(6372) =< s(6356)*s(6359)
s(6373) =< s(6356)*s(6360)
s(6367) =< s(6356)*s(6362)
s(6369) =< s(6371)*(1/2)
s(6374) =< s(6373)
s(6375) =< s(6373)
s(6376) =< s(6366)
s(6372) =< s(6366)
s(6374) =< s(6366)
s(6376) =< aux(1040)
s(6372) =< aux(1040)
s(6374) =< aux(1040)
s(6377) =< s(6368)
s(6378) =< s(6368)
s(6367) =< s(6366)
s(6377) =< s(6366)
s(6367) =< aux(1040)
s(6377) =< aux(1040)
s(6379) =< s(6371)
s(6380) =< s(6371)
s(6381) =< s(6370)
s(6369) =< s(6370)
s(6380) =< s(6370)
s(6381) =< aux(1040)
s(6369) =< aux(1040)
s(6380) =< aux(1040)
s(6336) =< aux(1036)
s(6337) =< aux(1036)
s(6338) =< aux(1040)
s(6332) =< aux(1040)
s(6336) =< aux(1040)
s(6338) =< s(6334)
s(6332) =< s(6334)
s(6336) =< s(6334)
s(6385) =< aux(1038)
s(6394) =< aux(1038)
s(6385) =< aux(1039)
s(6394) =< aux(1039)
s(6396) =< s(6394)
s(6397) =< s(6394)
s(6396) =< aux(1038)
s(6390) =< aux(1038)
s(6399) =< s(6392)
s(6400) =< s(6392)
s(6399) =< aux(1038)
s(6400) =< aux(1038)
s(6396) =< aux(1040)
s(6399) =< aux(1040)
s(6389) =< aux(1038)
s(6397) =< aux(1040)
s(6389) =< aux(1040)
s(6385) =< aux(1040)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=0,H>=C] 

* Chain [76]: 1*s(6405)+3*s(6409)+5*s(6410)+11*s(6411)+1*s(6416)+1*s(6417)+1*s(6419)+1*s(6420)+1*s(6426)+1*s(6443)+1*s(6444)+2*s(6445)+1*s(6446)+1*s(6447)+1*s(6449)+3*s(6450)+2*s(6452)+1*s(6459)+1*s(6461)+1*s(6463)+1*s(6466)+1*s(6468)+1*s(6469)+2*s(6470)+1*s(6471)+1*s(6472)+2*s(6473)+1*s(6474)+1*s(6475)+1*s(6476)+3
  Such that:s(6434) =< A+G
s(6439) =< A/2
s(6412) =< -B+G+1
aux(1043) =< -B/2+G/2
s(6426) =< -B/2+H/2
s(6426) =< -C/2+G/2
s(6440) =< G+1
s(6435) =< G+2
s(6436) =< G/2
s(6437) =< G/2+1/2
aux(1046) =< A
aux(1047) =< -B+G
s(6439) =< aux(1046)
s(6410) =< aux(1047)
s(6441) =< aux(1046)
s(6441) =< s(6439)
s(6442) =< s(6440)
s(6443) =< s(6437)
s(6444) =< s(6437)
s(6443) =< s(6440)
s(6445) =< s(6440)
s(6446) =< s(6435)
s(6447) =< s(6435)
s(6446) =< s(6440)
s(6447) =< s(6440)
s(6411) =< aux(1046)
s(6443) =< aux(1046)
s(6446) =< aux(1046)
s(6449) =< s(6440)
s(6444) =< aux(1046)
s(6449) =< aux(1046)
s(6450) =< aux(1046)
s(6442) =< s(6434)
s(6451) =< s(6434)
s(6452) =< s(6439)
s(6450) =< s(6439)
s(6452) =< s(6441)
s(6450) =< s(6441)
s(6451) =< s(6440)
s(6451) =< s(6442)
s(6453) =< s(6442)*(1/2)
s(6454) =< s(6442)+1
s(6455) =< aux(1046)
s(6456) =< s(6442)*(1/2)-1/2
s(6457) =< s(6442)*(1/2)
s(6458) =< s(6442)
s(6436) =< s(6442)*(1/2)-1/2
s(6453) =< s(6436)+1/2
s(6454) =< s(6436)*2+2
s(6456) =< s(6436)
s(6459) =< s(6411)*s(6451)
s(6460) =< s(6450)*s(6455)
s(6461) =< s(6450)*s(6457)
s(6462) =< s(6450)*s(6458)
s(6463) =< s(6452)*s(6436)
s(6464) =< s(6452)*aux(1046)
s(6465) =< s(6452)*s(6442)
s(6466) =< s(6450)*s(6453)
s(6467) =< s(6450)*s(6454)
s(6461) =< s(6450)*s(6456)
s(6463) =< s(6465)*(1/2)
s(6468) =< s(6467)
s(6469) =< s(6467)
s(6470) =< s(6460)
s(6466) =< s(6460)
s(6468) =< s(6460)
s(6470) =< aux(1046)
s(6466) =< aux(1046)
s(6468) =< aux(1046)
s(6471) =< s(6462)
s(6472) =< s(6462)
s(6461) =< s(6460)
s(6471) =< s(6460)
s(6461) =< aux(1046)
s(6471) =< aux(1046)
s(6473) =< s(6465)
s(6474) =< s(6465)
s(6475) =< s(6464)
s(6463) =< s(6464)
s(6474) =< s(6464)
s(6475) =< aux(1046)
s(6463) =< aux(1046)
s(6474) =< aux(1046)
s(6409) =< aux(1047)
s(6426) =< aux(1046)
s(6409) =< aux(1046)
s(6405) =< aux(1047)
s(6414) =< aux(1047)
s(6405) =< aux(1043)
s(6414) =< aux(1043)
s(6416) =< s(6414)
s(6417) =< s(6414)
s(6416) =< aux(1047)
s(6419) =< s(6412)
s(6420) =< s(6412)
s(6419) =< aux(1047)
s(6420) =< aux(1047)
s(6416) =< aux(1046)
s(6419) =< aux(1046)
s(6417) =< aux(1046)
s(6405) =< aux(1046)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=0,H>=C+1] 

* Chain [75]: 4*s(6477)+2*s(6480)+4*s(6484)+3*s(6486)+1*s(6495)+3
  Such that:aux(1048) =< A
aux(1049) =< -B+G
aux(1050) =< -B+G+1
s(6477) =< aux(1049)
s(6480) =< aux(1049)
s(6480) =< aux(1050)
s(6484) =< aux(1049)
s(6495) =< aux(1050)
s(6495) =< aux(1049)
s(6486) =< aux(1048)
s(6484) =< aux(1048)
s(6480) =< aux(1048)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=0,H>=C+2] 

* Chain [74]: 1*s(6500)+1*s(6504)+1*s(6505)+8*s(6506)+2*s(6516)+4*s(6517)+2*s(6518)+3*s(6520)+2*s(6522)+1*s(6529)+1*s(6531)+1*s(6533)+1*s(6536)+1*s(6538)+1*s(6539)+2*s(6540)+1*s(6541)+1*s(6542)+2*s(6543)+1*s(6544)+1*s(6545)+1*s(6546)+2
  Such that:s(6500) =< -B/2+H/2
s(6500) =< -C/2+H/2
s(6508) =< D+G
s(6512) =< D/2
s(6513) =< G+1
s(6509) =< G/2
s(6510) =< G/2+1/2
aux(1051) =< -B+H+1
aux(1052) =< -C+G+1
aux(1053) =< D
s(6498) =< aux(1051)
s(6498) =< aux(1052)
s(6512) =< aux(1053)
s(6514) =< aux(1053)
s(6514) =< s(6512)
s(6515) =< s(6513)
s(6516) =< s(6510)
s(6516) =< s(6513)
s(6517) =< s(6513)
s(6518) =< s(6513)
s(6506) =< aux(1053)
s(6516) =< aux(1053)
s(6518) =< aux(1053)
s(6520) =< aux(1053)
s(6515) =< s(6508)
s(6521) =< s(6508)
s(6522) =< s(6512)
s(6520) =< s(6512)
s(6522) =< s(6514)
s(6520) =< s(6514)
s(6521) =< s(6513)
s(6521) =< s(6515)
s(6523) =< s(6515)*(1/2)
s(6524) =< s(6515)+1
s(6525) =< aux(1053)
s(6526) =< s(6515)*(1/2)-1/2
s(6527) =< s(6515)*(1/2)
s(6528) =< s(6515)
s(6509) =< s(6515)*(1/2)-1/2
s(6523) =< s(6509)+1/2
s(6524) =< s(6509)*2+2
s(6526) =< s(6509)
s(6529) =< s(6506)*s(6521)
s(6530) =< s(6520)*s(6525)
s(6531) =< s(6520)*s(6527)
s(6532) =< s(6520)*s(6528)
s(6533) =< s(6522)*s(6509)
s(6534) =< s(6522)*aux(1053)
s(6535) =< s(6522)*s(6515)
s(6536) =< s(6520)*s(6523)
s(6537) =< s(6520)*s(6524)
s(6531) =< s(6520)*s(6526)
s(6533) =< s(6535)*(1/2)
s(6538) =< s(6537)
s(6539) =< s(6537)
s(6540) =< s(6530)
s(6536) =< s(6530)
s(6538) =< s(6530)
s(6540) =< aux(1053)
s(6536) =< aux(1053)
s(6538) =< aux(1053)
s(6541) =< s(6532)
s(6542) =< s(6532)
s(6531) =< s(6530)
s(6541) =< s(6530)
s(6531) =< aux(1053)
s(6541) =< aux(1053)
s(6543) =< s(6535)
s(6544) =< s(6535)
s(6545) =< s(6534)
s(6533) =< s(6534)
s(6544) =< s(6534)
s(6545) =< aux(1053)
s(6533) =< aux(1053)
s(6544) =< aux(1053)
s(6504) =< s(6498)
s(6505) =< s(6498)
s(6500) =< aux(1053)
s(6504) =< aux(1053)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=1] 

* Chain [73]: 1*s(6549)+1*s(6553)+1*s(6554)+1*s(6555)+2*s(6565)+4*s(6566)+2*s(6567)+7*s(6568)+3*s(6569)+2*s(6571)+1*s(6578)+1*s(6580)+1*s(6582)+1*s(6585)+1*s(6587)+1*s(6588)+2*s(6589)+1*s(6590)+1*s(6591)+2*s(6592)+1*s(6593)+1*s(6594)+1*s(6595)+3
  Such that:s(6561) =< A/2
s(6549) =< -B/2+H/2
s(6549) =< -C/2+G/2
s(6562) =< G+1
s(6558) =< G/2
s(6559) =< G/2+1/2
aux(1054) =< A
aux(1055) =< A+G
aux(1056) =< -C+G
s(6551) =< aux(1054)
s(6561) =< aux(1054)
s(6551) =< aux(1055)
s(6563) =< aux(1054)
s(6563) =< s(6561)
s(6564) =< s(6562)
s(6565) =< s(6559)
s(6565) =< s(6562)
s(6566) =< s(6562)
s(6567) =< s(6562)
s(6568) =< aux(1054)
s(6565) =< aux(1054)
s(6567) =< aux(1054)
s(6569) =< aux(1054)
s(6564) =< aux(1055)
s(6570) =< aux(1055)
s(6571) =< s(6561)
s(6569) =< s(6561)
s(6571) =< s(6563)
s(6569) =< s(6563)
s(6570) =< s(6562)
s(6570) =< s(6564)
s(6572) =< s(6564)*(1/2)
s(6573) =< s(6564)+1
s(6574) =< aux(1054)
s(6575) =< s(6564)*(1/2)-1/2
s(6576) =< s(6564)*(1/2)
s(6577) =< s(6564)
s(6558) =< s(6564)*(1/2)-1/2
s(6572) =< s(6558)+1/2
s(6573) =< s(6558)*2+2
s(6575) =< s(6558)
s(6578) =< s(6568)*s(6570)
s(6579) =< s(6569)*s(6574)
s(6580) =< s(6569)*s(6576)
s(6581) =< s(6569)*s(6577)
s(6582) =< s(6571)*s(6558)
s(6583) =< s(6571)*aux(1054)
s(6584) =< s(6571)*s(6564)
s(6585) =< s(6569)*s(6572)
s(6586) =< s(6569)*s(6573)
s(6580) =< s(6569)*s(6575)
s(6582) =< s(6584)*(1/2)
s(6587) =< s(6586)
s(6588) =< s(6586)
s(6589) =< s(6579)
s(6585) =< s(6579)
s(6587) =< s(6579)
s(6589) =< aux(1054)
s(6585) =< aux(1054)
s(6587) =< aux(1054)
s(6590) =< s(6581)
s(6591) =< s(6581)
s(6580) =< s(6579)
s(6590) =< s(6579)
s(6580) =< aux(1054)
s(6590) =< aux(1054)
s(6592) =< s(6584)
s(6593) =< s(6584)
s(6594) =< s(6583)
s(6582) =< s(6583)
s(6593) =< s(6583)
s(6594) =< aux(1054)
s(6582) =< aux(1054)
s(6593) =< aux(1054)
s(6553) =< aux(1056)
s(6554) =< aux(1056)
s(6555) =< aux(1054)
s(6549) =< aux(1054)
s(6553) =< aux(1054)
s(6555) =< s(6551)
s(6549) =< s(6551)
s(6553) =< s(6551)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=1,H>=C] 

* Chain [72]: 2*s(6596)+1*s(6599)+1*s(6603)+11*s(6605)+2*s(6615)+4*s(6616)+2*s(6617)+3*s(6619)+2*s(6621)+1*s(6628)+1*s(6630)+1*s(6632)+1*s(6635)+1*s(6637)+1*s(6638)+2*s(6639)+1*s(6640)+1*s(6641)+2*s(6642)+1*s(6643)+1*s(6644)+1*s(6645)+1*s(6648)+3*s(6652)+5*s(6653)+2*s(6658)+3
  Such that:s(6607) =< A+G
s(6611) =< A/2
aux(1058) =< -B+G
aux(1060) =< -B+G+1
s(6599) =< -B/2+G/2
aux(1061) =< -B/2+G/2+1/2
s(6599) =< -C/2+H/2
s(6612) =< G+1
s(6608) =< G/2
s(6609) =< G/2+1/2
aux(1062) =< A
s(6648) =< aux(1060)
s(6656) =< aux(1060)
s(6648) =< aux(1061)
s(6656) =< aux(1061)
s(6658) =< s(6656)
s(6658) =< aux(1060)
s(6653) =< aux(1060)
s(6652) =< aux(1060)
s(6605) =< aux(1062)
s(6658) =< aux(1062)
s(6652) =< aux(1062)
s(6648) =< aux(1062)
s(6611) =< aux(1062)
s(6596) =< aux(1058)
s(6613) =< aux(1062)
s(6613) =< s(6611)
s(6614) =< s(6612)
s(6615) =< s(6609)
s(6615) =< s(6612)
s(6616) =< s(6612)
s(6617) =< s(6612)
s(6615) =< aux(1062)
s(6617) =< aux(1062)
s(6619) =< aux(1062)
s(6614) =< s(6607)
s(6620) =< s(6607)
s(6621) =< s(6611)
s(6619) =< s(6611)
s(6621) =< s(6613)
s(6619) =< s(6613)
s(6620) =< s(6612)
s(6620) =< s(6614)
s(6622) =< s(6614)*(1/2)
s(6623) =< s(6614)+1
s(6624) =< aux(1062)
s(6625) =< s(6614)*(1/2)-1/2
s(6626) =< s(6614)*(1/2)
s(6627) =< s(6614)
s(6608) =< s(6614)*(1/2)-1/2
s(6622) =< s(6608)+1/2
s(6623) =< s(6608)*2+2
s(6625) =< s(6608)
s(6628) =< s(6605)*s(6620)
s(6629) =< s(6619)*s(6624)
s(6630) =< s(6619)*s(6626)
s(6631) =< s(6619)*s(6627)
s(6632) =< s(6621)*s(6608)
s(6633) =< s(6621)*aux(1062)
s(6634) =< s(6621)*s(6614)
s(6635) =< s(6619)*s(6622)
s(6636) =< s(6619)*s(6623)
s(6630) =< s(6619)*s(6625)
s(6632) =< s(6634)*(1/2)
s(6637) =< s(6636)
s(6638) =< s(6636)
s(6639) =< s(6629)
s(6635) =< s(6629)
s(6637) =< s(6629)
s(6639) =< aux(1062)
s(6635) =< aux(1062)
s(6637) =< aux(1062)
s(6640) =< s(6631)
s(6641) =< s(6631)
s(6630) =< s(6629)
s(6640) =< s(6629)
s(6630) =< aux(1062)
s(6640) =< aux(1062)
s(6642) =< s(6634)
s(6643) =< s(6634)
s(6644) =< s(6633)
s(6632) =< s(6633)
s(6643) =< s(6633)
s(6644) =< aux(1062)
s(6632) =< aux(1062)
s(6643) =< aux(1062)
s(6603) =< aux(1058)
s(6599) =< aux(1062)
s(6603) =< aux(1062)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=1,H>=C+1] 

* Chain [71]: 1*s(6664)+3*s(6668)+5*s(6669)+3*s(6670)+2*s(6674)+3
  Such that:aux(1063) =< A
aux(1064) =< -B+G
aux(1065) =< -B/2+G/2
s(6664) =< aux(1064)
s(6672) =< aux(1064)
s(6664) =< aux(1065)
s(6672) =< aux(1065)
s(6674) =< s(6672)
s(6674) =< aux(1064)
s(6669) =< aux(1064)
s(6668) =< aux(1064)
s(6670) =< aux(1063)
s(6674) =< aux(1063)
s(6668) =< aux(1063)
s(6664) =< aux(1063)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=1,H>=C+2] 

* Chain [70]: 6*s(6678)+6*s(6681)+3*s(6687)+3
  Such that:aux(1066) =< A
aux(1067) =< -B+G
s(6678) =< aux(1067)
s(6681) =< aux(1067)
s(6687) =< aux(1066)
s(6681) =< aux(1066)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=1,H>=C+3] 

* Chain [69]: 1*s(6697)+1*s(6701)+1*s(6702)+7*s(6703)+1*s(6707)+3*s(6713)+1*s(6714)+3*s(6716)+2*s(6718)+1*s(6725)+1*s(6727)+1*s(6729)+1*s(6732)+1*s(6734)+1*s(6735)+2*s(6736)+1*s(6737)+1*s(6738)+2*s(6739)+1*s(6740)+1*s(6741)+1*s(6742)+2
  Such that:s(6697) =< -B/2+H/2
s(6697) =< -C/2+G/2
s(6705) =< D+G
s(6709) =< D/2
s(6710) =< G+1
s(6706) =< G/2
s(6707) =< G/2+1/2
aux(1068) =< -B+H+1
aux(1069) =< -C+G+1
aux(1070) =< D
s(6695) =< aux(1068)
s(6695) =< aux(1069)
s(6709) =< aux(1070)
s(6711) =< aux(1070)
s(6711) =< s(6709)
s(6712) =< s(6710)
s(6713) =< s(6710)
s(6707) =< s(6710)
s(6714) =< s(6710)
s(6703) =< aux(1070)
s(6707) =< aux(1070)
s(6714) =< aux(1070)
s(6716) =< aux(1070)
s(6712) =< s(6705)
s(6717) =< s(6705)
s(6718) =< s(6709)
s(6716) =< s(6709)
s(6718) =< s(6711)
s(6716) =< s(6711)
s(6717) =< s(6710)
s(6717) =< s(6712)
s(6719) =< s(6712)*(1/2)
s(6720) =< s(6712)+1
s(6721) =< aux(1070)
s(6722) =< s(6712)*(1/2)-1/2
s(6723) =< s(6712)*(1/2)
s(6724) =< s(6712)
s(6706) =< s(6712)*(1/2)-1/2
s(6719) =< s(6706)+1/2
s(6720) =< s(6706)*2+2
s(6722) =< s(6706)
s(6725) =< s(6703)*s(6717)
s(6726) =< s(6716)*s(6721)
s(6727) =< s(6716)*s(6723)
s(6728) =< s(6716)*s(6724)
s(6729) =< s(6718)*s(6706)
s(6730) =< s(6718)*aux(1070)
s(6731) =< s(6718)*s(6712)
s(6732) =< s(6716)*s(6719)
s(6733) =< s(6716)*s(6720)
s(6727) =< s(6716)*s(6722)
s(6729) =< s(6731)*(1/2)
s(6734) =< s(6733)
s(6735) =< s(6733)
s(6736) =< s(6726)
s(6732) =< s(6726)
s(6734) =< s(6726)
s(6736) =< aux(1070)
s(6732) =< aux(1070)
s(6734) =< aux(1070)
s(6737) =< s(6728)
s(6738) =< s(6728)
s(6727) =< s(6726)
s(6737) =< s(6726)
s(6727) =< aux(1070)
s(6737) =< aux(1070)
s(6739) =< s(6731)
s(6740) =< s(6731)
s(6741) =< s(6730)
s(6729) =< s(6730)
s(6740) =< s(6730)
s(6741) =< aux(1070)
s(6729) =< aux(1070)
s(6740) =< aux(1070)
s(6701) =< s(6695)
s(6702) =< s(6695)
s(6697) =< aux(1070)
s(6701) =< aux(1070)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2] 

* Chain [68]: 1*s(6745)+1*s(6749)+1*s(6750)+1*s(6751)+1*s(6755)+3*s(6761)+1*s(6762)+6*s(6763)+3*s(6764)+2*s(6766)+1*s(6773)+1*s(6775)+1*s(6777)+1*s(6780)+1*s(6782)+1*s(6783)+2*s(6784)+1*s(6785)+1*s(6786)+2*s(6787)+1*s(6788)+1*s(6789)+1*s(6790)+3
  Such that:s(6757) =< A/2
s(6745) =< -B/2+H/2
s(6745) =< -C/2+G/2
s(6758) =< G+1
s(6754) =< G/2
s(6755) =< G/2+1/2
aux(1071) =< A
aux(1072) =< A+G
aux(1073) =< -C+G
s(6747) =< aux(1071)
s(6757) =< aux(1071)
s(6747) =< aux(1072)
s(6759) =< aux(1071)
s(6759) =< s(6757)
s(6760) =< s(6758)
s(6761) =< s(6758)
s(6755) =< s(6758)
s(6762) =< s(6758)
s(6763) =< aux(1071)
s(6755) =< aux(1071)
s(6762) =< aux(1071)
s(6764) =< aux(1071)
s(6760) =< aux(1072)
s(6765) =< aux(1072)
s(6766) =< s(6757)
s(6764) =< s(6757)
s(6766) =< s(6759)
s(6764) =< s(6759)
s(6765) =< s(6758)
s(6765) =< s(6760)
s(6767) =< s(6760)*(1/2)
s(6768) =< s(6760)+1
s(6769) =< aux(1071)
s(6770) =< s(6760)*(1/2)-1/2
s(6771) =< s(6760)*(1/2)
s(6772) =< s(6760)
s(6754) =< s(6760)*(1/2)-1/2
s(6767) =< s(6754)+1/2
s(6768) =< s(6754)*2+2
s(6770) =< s(6754)
s(6773) =< s(6763)*s(6765)
s(6774) =< s(6764)*s(6769)
s(6775) =< s(6764)*s(6771)
s(6776) =< s(6764)*s(6772)
s(6777) =< s(6766)*s(6754)
s(6778) =< s(6766)*aux(1071)
s(6779) =< s(6766)*s(6760)
s(6780) =< s(6764)*s(6767)
s(6781) =< s(6764)*s(6768)
s(6775) =< s(6764)*s(6770)
s(6777) =< s(6779)*(1/2)
s(6782) =< s(6781)
s(6783) =< s(6781)
s(6784) =< s(6774)
s(6780) =< s(6774)
s(6782) =< s(6774)
s(6784) =< aux(1071)
s(6780) =< aux(1071)
s(6782) =< aux(1071)
s(6785) =< s(6776)
s(6786) =< s(6776)
s(6775) =< s(6774)
s(6785) =< s(6774)
s(6775) =< aux(1071)
s(6785) =< aux(1071)
s(6787) =< s(6779)
s(6788) =< s(6779)
s(6789) =< s(6778)
s(6777) =< s(6778)
s(6788) =< s(6778)
s(6789) =< aux(1071)
s(6777) =< aux(1071)
s(6788) =< aux(1071)
s(6749) =< aux(1073)
s(6750) =< aux(1073)
s(6751) =< aux(1071)
s(6745) =< aux(1071)
s(6749) =< aux(1071)
s(6751) =< s(6747)
s(6745) =< s(6747)
s(6749) =< s(6747)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2,H>=C] 

* Chain [67]: 1*s(6791)+1*s(6794)+1*s(6798)+1*s(6799)+7*s(6800)+1*s(6804)+3*s(6810)+1*s(6811)+3*s(6813)+2*s(6815)+1*s(6822)+1*s(6824)+1*s(6826)+1*s(6829)+1*s(6831)+1*s(6832)+2*s(6833)+1*s(6834)+1*s(6835)+2*s(6836)+1*s(6837)+1*s(6838)+1*s(6839)+3
  Such that:s(6802) =< A+G
s(6806) =< A/2
s(6794) =< -B/2+G/2
s(6794) =< -C/2+H/2
s(6807) =< G+1
s(6803) =< G/2
s(6804) =< G/2+1/2
aux(1074) =< A
aux(1075) =< -B+G
s(6806) =< aux(1074)
s(6791) =< aux(1075)
s(6808) =< aux(1074)
s(6808) =< s(6806)
s(6809) =< s(6807)
s(6810) =< s(6807)
s(6804) =< s(6807)
s(6811) =< s(6807)
s(6800) =< aux(1074)
s(6804) =< aux(1074)
s(6811) =< aux(1074)
s(6813) =< aux(1074)
s(6809) =< s(6802)
s(6814) =< s(6802)
s(6815) =< s(6806)
s(6813) =< s(6806)
s(6815) =< s(6808)
s(6813) =< s(6808)
s(6814) =< s(6807)
s(6814) =< s(6809)
s(6816) =< s(6809)*(1/2)
s(6817) =< s(6809)+1
s(6818) =< aux(1074)
s(6819) =< s(6809)*(1/2)-1/2
s(6820) =< s(6809)*(1/2)
s(6821) =< s(6809)
s(6803) =< s(6809)*(1/2)-1/2
s(6816) =< s(6803)+1/2
s(6817) =< s(6803)*2+2
s(6819) =< s(6803)
s(6822) =< s(6800)*s(6814)
s(6823) =< s(6813)*s(6818)
s(6824) =< s(6813)*s(6820)
s(6825) =< s(6813)*s(6821)
s(6826) =< s(6815)*s(6803)
s(6827) =< s(6815)*aux(1074)
s(6828) =< s(6815)*s(6809)
s(6829) =< s(6813)*s(6816)
s(6830) =< s(6813)*s(6817)
s(6824) =< s(6813)*s(6819)
s(6826) =< s(6828)*(1/2)
s(6831) =< s(6830)
s(6832) =< s(6830)
s(6833) =< s(6823)
s(6829) =< s(6823)
s(6831) =< s(6823)
s(6833) =< aux(1074)
s(6829) =< aux(1074)
s(6831) =< aux(1074)
s(6834) =< s(6825)
s(6835) =< s(6825)
s(6824) =< s(6823)
s(6834) =< s(6823)
s(6824) =< aux(1074)
s(6834) =< aux(1074)
s(6836) =< s(6828)
s(6837) =< s(6828)
s(6838) =< s(6827)
s(6826) =< s(6827)
s(6837) =< s(6827)
s(6838) =< aux(1074)
s(6826) =< aux(1074)
s(6837) =< aux(1074)
s(6798) =< aux(1075)
s(6799) =< aux(1075)
s(6794) =< aux(1074)
s(6798) =< aux(1074)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2,H>=C+1] 

* Chain [66]: 2*s(6842)+2*s(6846)+4*s(6847)+2*s(6848)+2
  Such that:aux(1076) =< A
aux(1077) =< -B+G+1
aux(1078) =< -B/2+G/2+1/2
s(6842) =< aux(1077)
s(6842) =< aux(1078)
s(6847) =< aux(1077)
s(6846) =< aux(1077)
s(6848) =< aux(1076)
s(6842) =< aux(1076)
s(6846) =< aux(1076)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2,H>=C+2] 

* Chain [65]: 2*s(6857)+2*s(6861)+4*s(6862)+2*s(6863)+3
  Such that:aux(1079) =< A
aux(1080) =< -B+G
aux(1081) =< -B/2+G/2
s(6857) =< aux(1080)
s(6857) =< aux(1081)
s(6862) =< aux(1080)
s(6861) =< aux(1080)
s(6863) =< aux(1079)
s(6857) =< aux(1079)
s(6861) =< aux(1079)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2,H>=C+3] 

* Chain [64]: 5*s(6870)+4*s(6873)+2*s(6879)+3
  Such that:aux(1082) =< A
aux(1083) =< -B+G
s(6870) =< aux(1083)
s(6873) =< aux(1083)
s(6879) =< aux(1082)
s(6873) =< aux(1082)

  with precondition: [D=A,C=B,F=E,H=G,D>=4,H>=2,H>=C+4] 


#### Cost of chains of start0(A,B,C,D,E,F,G,H,I):
* Chain [354]: 0
  with precondition: [A=0] 

* Chain [353]: 0
  with precondition: [A=0,C>=0] 

* Chain [352]: 1
  with precondition: [A=0,C>=0,H+1>=C] 

* Chain [351]: 1*s(6886)+1
  Such that:s(6886) =< -C+H+1

  with precondition: [A=0,C>=0,H>=C] 

* Chain [350]: 1
  with precondition: [A=0,H>=C] 

* Chain [349]: 1*s(6887)+1
  Such that:s(6887) =< -C+H

  with precondition: [A=0,H>=C+1] 

* Chain [348]: 3
  with precondition: [A=1,C+1>=0,H>=C] 

* Chain [347]: 1*s(6888)+3
  Such that:s(6888) =< -C+H

  with precondition: [A=1,C+1>=0,H>=C+1] 

* Chain [346]: 1
  with precondition: [A=1,C>=0] 

* Chain [345]: 2
  with precondition: [A=1,C>=0,H+1>=C] 

* Chain [344]: 1*s(6889)+2
  Such that:s(6889) =< -C+H+1

  with precondition: [A=1,C>=0,H>=C] 

* Chain [343]: 2*s(6891)+3
  Such that:s(6890) =< -C+H
s(6891) =< s(6890)

  with precondition: [A=1,H+1>=0,H>=C+1] 

* Chain [342]: 2*s(6893)+3
  Such that:s(6892) =< -C+H
s(6893) =< s(6892)

  with precondition: [A=1,H>=0,H>=C+2] 

* Chain [341]: 0
  with precondition: [0>=A+1] 

* Chain [340]: 0
  with precondition: [A>=0] 

* Chain [339]: 0
  with precondition: [A>=0,C>=0] 

* Chain [338]: 6*s(6906)+10*s(6907)+4*s(6909)+2*s(6916)+2*s(6918)+2*s(6920)+2*s(6923)+2*s(6925)+2*s(6926)+4*s(6927)+2*s(6928)+2*s(6929)+4*s(6930)+2*s(6931)+2*s(6932)+2*s(6953)+1
  Such that:s(6896) =< A
s(6898) =< A/2
aux(1084) =< A+H
aux(1085) =< H+1
aux(1086) =< H/2
s(6903) =< aux(1086)
s(6905) =< aux(1085)
s(6906) =< s(6896)
s(6907) =< s(6896)
s(6905) =< aux(1084)
s(6908) =< aux(1084)
s(6909) =< s(6898)
s(6906) =< s(6898)
s(6908) =< aux(1085)
s(6908) =< s(6905)
s(6910) =< s(6905)*(1/2)
s(6911) =< s(6905)+1
s(6912) =< s(6896)
s(6913) =< s(6905)*(1/2)-1/2
s(6914) =< s(6905)*(1/2)
s(6915) =< s(6905)
s(6903) =< s(6905)*(1/2)-1/2
s(6910) =< s(6903)+1/2
s(6911) =< s(6903)*2+2
s(6913) =< s(6903)
s(6916) =< s(6907)*s(6908)
s(6917) =< s(6906)*s(6912)
s(6918) =< s(6906)*s(6914)
s(6919) =< s(6906)*s(6915)
s(6920) =< s(6909)*s(6903)
s(6921) =< s(6909)*s(6896)
s(6922) =< s(6909)*s(6905)
s(6923) =< s(6906)*s(6910)
s(6924) =< s(6906)*s(6911)
s(6918) =< s(6906)*s(6913)
s(6920) =< s(6922)*(1/2)
s(6925) =< s(6924)
s(6926) =< s(6924)
s(6927) =< s(6917)
s(6923) =< s(6917)
s(6925) =< s(6917)
s(6927) =< s(6896)
s(6923) =< s(6896)
s(6925) =< s(6896)
s(6928) =< s(6919)
s(6929) =< s(6919)
s(6918) =< s(6917)
s(6928) =< s(6917)
s(6918) =< s(6896)
s(6928) =< s(6896)
s(6930) =< s(6922)
s(6931) =< s(6922)
s(6932) =< s(6921)
s(6920) =< s(6921)
s(6931) =< s(6921)
s(6932) =< s(6896)
s(6920) =< s(6896)
s(6931) =< s(6896)

  with precondition: [A>=0,C>=0,H+1>=0,A+C>=1] 

* Chain [337]: 3*s(6961)+6*s(6962)+10*s(6963)+4*s(6965)+2*s(6972)+2*s(6974)+2*s(6976)+2*s(6979)+2*s(6981)+2*s(6982)+4*s(6983)+2*s(6984)+2*s(6985)+4*s(6986)+2*s(6987)+2*s(6988)+2*s(6989)+1
  Such that:s(6954) =< A
s(6955) =< A+H
s(6956) =< A/2
s(6957) =< H+1
s(6958) =< H/2
s(6959) =< s(6958)
s(6960) =< s(6957)
s(6961) =< s(6957)
s(6962) =< s(6954)
s(6963) =< s(6954)
s(6960) =< s(6955)
s(6964) =< s(6955)
s(6965) =< s(6956)
s(6962) =< s(6956)
s(6964) =< s(6957)
s(6964) =< s(6960)
s(6966) =< s(6960)*(1/2)
s(6967) =< s(6960)+1
s(6968) =< s(6954)
s(6969) =< s(6960)*(1/2)-1/2
s(6970) =< s(6960)*(1/2)
s(6971) =< s(6960)
s(6959) =< s(6960)*(1/2)-1/2
s(6966) =< s(6959)+1/2
s(6967) =< s(6959)*2+2
s(6969) =< s(6959)
s(6972) =< s(6963)*s(6964)
s(6973) =< s(6962)*s(6968)
s(6974) =< s(6962)*s(6970)
s(6975) =< s(6962)*s(6971)
s(6976) =< s(6965)*s(6959)
s(6977) =< s(6965)*s(6954)
s(6978) =< s(6965)*s(6960)
s(6979) =< s(6962)*s(6966)
s(6980) =< s(6962)*s(6967)
s(6974) =< s(6962)*s(6969)
s(6976) =< s(6978)*(1/2)
s(6981) =< s(6980)
s(6982) =< s(6980)
s(6983) =< s(6973)
s(6979) =< s(6973)
s(6981) =< s(6973)
s(6983) =< s(6954)
s(6979) =< s(6954)
s(6981) =< s(6954)
s(6984) =< s(6975)
s(6985) =< s(6975)
s(6974) =< s(6973)
s(6984) =< s(6973)
s(6974) =< s(6954)
s(6984) =< s(6954)
s(6986) =< s(6978)
s(6987) =< s(6978)
s(6988) =< s(6977)
s(6976) =< s(6977)
s(6987) =< s(6977)
s(6988) =< s(6954)
s(6976) =< s(6954)
s(6987) =< s(6954)

  with precondition: [A>=0,C>=0,H>=0,A+C>=1] 

* Chain [336]: 1
  with precondition: [A>=0,C>=0,H+1>=C] 

* Chain [335]: 2*s(6991)+1
  Such that:s(6990) =< -C+H+1
s(6991) =< s(6990)

  with precondition: [A>=0,C>=0,H>=C] 

* Chain [334]: 9*s(7003)+15*s(7004)+6*s(7006)+3*s(7013)+3*s(7015)+3*s(7017)+3*s(7020)+3*s(7022)+3*s(7023)+6*s(7024)+3*s(7025)+3*s(7026)+6*s(7027)+3*s(7028)+3*s(7029)+3*s(7052)+0
  Such that:s(6994) =< A
s(6995) =< A/2
aux(1087) =< A+H
aux(1088) =< H+1
aux(1089) =< H/2
s(7000) =< aux(1089)
s(7002) =< aux(1088)
s(7003) =< s(6994)
s(7004) =< s(6994)
s(7002) =< aux(1087)
s(7005) =< aux(1087)
s(7006) =< s(6995)
s(7003) =< s(6995)
s(7005) =< aux(1088)
s(7005) =< s(7002)
s(7007) =< s(7002)*(1/2)
s(7008) =< s(7002)+1
s(7009) =< s(6994)
s(7010) =< s(7002)*(1/2)-1/2
s(7011) =< s(7002)*(1/2)
s(7012) =< s(7002)
s(7000) =< s(7002)*(1/2)-1/2
s(7007) =< s(7000)+1/2
s(7008) =< s(7000)*2+2
s(7010) =< s(7000)
s(7013) =< s(7004)*s(7005)
s(7014) =< s(7003)*s(7009)
s(7015) =< s(7003)*s(7011)
s(7016) =< s(7003)*s(7012)
s(7017) =< s(7006)*s(7000)
s(7018) =< s(7006)*s(6994)
s(7019) =< s(7006)*s(7002)
s(7020) =< s(7003)*s(7007)
s(7021) =< s(7003)*s(7008)
s(7015) =< s(7003)*s(7010)
s(7017) =< s(7019)*(1/2)
s(7022) =< s(7021)
s(7023) =< s(7021)
s(7024) =< s(7014)
s(7020) =< s(7014)
s(7022) =< s(7014)
s(7024) =< s(6994)
s(7020) =< s(6994)
s(7022) =< s(6994)
s(7025) =< s(7016)
s(7026) =< s(7016)
s(7015) =< s(7014)
s(7025) =< s(7014)
s(7015) =< s(6994)
s(7025) =< s(6994)
s(7027) =< s(7019)
s(7028) =< s(7019)
s(7029) =< s(7018)
s(7017) =< s(7018)
s(7028) =< s(7018)
s(7029) =< s(6994)
s(7017) =< s(6994)
s(7028) =< s(6994)

  with precondition: [A>=0,C>=0,A+C>=1] 

* Chain [333]: 1
  with precondition: [A>=0,H>=C] 

* Chain [332]: 2*s(7053)+1
  Such that:aux(1090) =< -C+H
s(7053) =< aux(1090)

  with precondition: [A>=0,H>=C+1] 

* Chain [331]: 2*s(7060)+2*s(7062)+2*s(7063)+2*s(7064)+0
  Such that:s(7059) =< A
aux(1091) =< -C+H+1
aux(1092) =< -C/2+H/2
s(7060) =< aux(1092)
s(7062) =< aux(1091)
s(7063) =< aux(1091)
s(7064) =< s(7059)
s(7060) =< s(7059)
s(7062) =< s(7059)

  with precondition: [A>=1] 

* Chain [330]: 3*s(7072)+6*s(7073)+10*s(7074)+4*s(7076)+2*s(7083)+2*s(7085)+2*s(7087)+2*s(7090)+2*s(7092)+2*s(7093)+4*s(7094)+2*s(7095)+2*s(7096)+4*s(7097)+2*s(7098)+2*s(7099)+2*s(7100)+3
  Such that:s(7065) =< A
s(7066) =< A+H
s(7067) =< A/2
s(7068) =< H+1
s(7069) =< H/2
s(7070) =< s(7069)
s(7071) =< s(7068)
s(7072) =< s(7068)
s(7073) =< s(7065)
s(7074) =< s(7065)
s(7071) =< s(7066)
s(7075) =< s(7066)
s(7076) =< s(7067)
s(7073) =< s(7067)
s(7075) =< s(7068)
s(7075) =< s(7071)
s(7077) =< s(7071)*(1/2)
s(7078) =< s(7071)+1
s(7079) =< s(7065)
s(7080) =< s(7071)*(1/2)-1/2
s(7081) =< s(7071)*(1/2)
s(7082) =< s(7071)
s(7070) =< s(7071)*(1/2)-1/2
s(7077) =< s(7070)+1/2
s(7078) =< s(7070)*2+2
s(7080) =< s(7070)
s(7083) =< s(7074)*s(7075)
s(7084) =< s(7073)*s(7079)
s(7085) =< s(7073)*s(7081)
s(7086) =< s(7073)*s(7082)
s(7087) =< s(7076)*s(7070)
s(7088) =< s(7076)*s(7065)
s(7089) =< s(7076)*s(7071)
s(7090) =< s(7073)*s(7077)
s(7091) =< s(7073)*s(7078)
s(7085) =< s(7073)*s(7080)
s(7087) =< s(7089)*(1/2)
s(7092) =< s(7091)
s(7093) =< s(7091)
s(7094) =< s(7084)
s(7090) =< s(7084)
s(7092) =< s(7084)
s(7094) =< s(7065)
s(7090) =< s(7065)
s(7092) =< s(7065)
s(7095) =< s(7086)
s(7096) =< s(7086)
s(7085) =< s(7084)
s(7095) =< s(7084)
s(7085) =< s(7065)
s(7095) =< s(7065)
s(7097) =< s(7089)
s(7098) =< s(7089)
s(7099) =< s(7088)
s(7087) =< s(7088)
s(7098) =< s(7088)
s(7099) =< s(7065)
s(7087) =< s(7065)
s(7098) =< s(7065)

  with precondition: [A>=1,C+1>=0,H>=0,H>=C,A+C>=1] 

* Chain [329]: 3
  with precondition: [A>=1,C+1>=0,H>=C] 

* Chain [328]: 15*s(7112)+25*s(7113)+10*s(7115)+5*s(7122)+5*s(7124)+5*s(7126)+5*s(7129)+5*s(7131)+5*s(7132)+10*s(7133)+5*s(7134)+5*s(7135)+10*s(7136)+5*s(7137)+5*s(7138)+5*s(7170)+3
  Such that:s(7103) =< A
s(7105) =< A/2
aux(1093) =< A+H
aux(1094) =< H+1
aux(1095) =< H/2
s(7109) =< aux(1095)
s(7111) =< aux(1094)
s(7112) =< s(7103)
s(7113) =< s(7103)
s(7111) =< aux(1093)
s(7114) =< aux(1093)
s(7115) =< s(7105)
s(7112) =< s(7105)
s(7114) =< aux(1094)
s(7114) =< s(7111)
s(7116) =< s(7111)*(1/2)
s(7117) =< s(7111)+1
s(7118) =< s(7103)
s(7119) =< s(7111)*(1/2)-1/2
s(7120) =< s(7111)*(1/2)
s(7121) =< s(7111)
s(7109) =< s(7111)*(1/2)-1/2
s(7116) =< s(7109)+1/2
s(7117) =< s(7109)*2+2
s(7119) =< s(7109)
s(7122) =< s(7113)*s(7114)
s(7123) =< s(7112)*s(7118)
s(7124) =< s(7112)*s(7120)
s(7125) =< s(7112)*s(7121)
s(7126) =< s(7115)*s(7109)
s(7127) =< s(7115)*s(7103)
s(7128) =< s(7115)*s(7111)
s(7129) =< s(7112)*s(7116)
s(7130) =< s(7112)*s(7117)
s(7124) =< s(7112)*s(7119)
s(7126) =< s(7128)*(1/2)
s(7131) =< s(7130)
s(7132) =< s(7130)
s(7133) =< s(7123)
s(7129) =< s(7123)
s(7131) =< s(7123)
s(7133) =< s(7103)
s(7129) =< s(7103)
s(7131) =< s(7103)
s(7134) =< s(7125)
s(7135) =< s(7125)
s(7124) =< s(7123)
s(7134) =< s(7123)
s(7124) =< s(7103)
s(7134) =< s(7103)
s(7136) =< s(7128)
s(7137) =< s(7128)
s(7138) =< s(7127)
s(7126) =< s(7127)
s(7137) =< s(7127)
s(7138) =< s(7103)
s(7126) =< s(7103)
s(7137) =< s(7103)

  with precondition: [A>=1,C+1>=0,H>=C,A+C>=1] 

* Chain [327]: 2*s(7172)+3
  Such that:s(7171) =< -C+H
s(7172) =< s(7171)

  with precondition: [A>=1,C+1>=0,H>=C+1] 

* Chain [326]: 2*s(7174)+2*s(7178)+2*s(7179)+2*s(7180)+1
  Such that:aux(1098) =< A
aux(1099) =< -C+H+2
aux(1100) =< -C/2+H/2+1/2
aux(1101) =< H+2
aux(1102) =< H/2+1/2
s(7173) =< aux(1099)
s(7174) =< aux(1100)
s(7174) =< aux(1102)
s(7173) =< aux(1101)
s(7177) =< s(7173)
s(7177) =< aux(1101)
s(7178) =< s(7177)
s(7179) =< s(7177)
s(7180) =< aux(1098)
s(7174) =< aux(1098)
s(7178) =< aux(1098)

  with precondition: [A>=1,C>=0] 

* Chain [325]: 2*s(7201)+2*s(7207)+2*s(7208)+22*s(7209)+6*s(7210)+4*s(7212)+2*s(7219)+2*s(7221)+2*s(7223)+2*s(7226)+2*s(7228)+2*s(7229)+4*s(7230)+2*s(7231)+2*s(7232)+4*s(7233)+2*s(7234)+2*s(7235)+6*s(7247)+4*s(7249)+2*s(7255)+2*s(7257)+2*s(7259)+2*s(7262)+2*s(7264)+2*s(7265)+4*s(7266)+2*s(7267)+2*s(7268)+4*s(7269)+2*s(7270)+2*s(7271)+4*s(7292)+2
  Such that:s(7190) =< A
s(7192) =< A/2
s(7197) =< H/2+1/2
aux(1103) =< A+H
aux(1104) =< H+1
aux(1105) =< H/2
s(7199) =< aux(1105)
s(7201) =< s(7197)
s(7204) =< s(7190)
s(7204) =< s(7192)
s(7205) =< aux(1104)
s(7206) =< aux(1105)
s(7201) =< aux(1105)
s(7207) =< aux(1104)
s(7208) =< aux(1104)
s(7209) =< s(7190)
s(7201) =< s(7190)
s(7207) =< s(7190)
s(7210) =< s(7190)
s(7205) =< aux(1103)
s(7211) =< aux(1103)
s(7212) =< s(7192)
s(7210) =< s(7192)
s(7212) =< s(7204)
s(7210) =< s(7204)
s(7211) =< aux(1104)
s(7211) =< s(7205)
s(7213) =< s(7205)*(1/2)
s(7214) =< s(7205)+1
s(7215) =< s(7190)
s(7216) =< s(7205)*(1/2)-1/2
s(7217) =< s(7205)*(1/2)
s(7218) =< s(7205)
s(7206) =< s(7205)*(1/2)-1/2
s(7213) =< s(7206)+1/2
s(7214) =< s(7206)*2+2
s(7216) =< s(7206)
s(7219) =< s(7209)*s(7211)
s(7220) =< s(7210)*s(7215)
s(7221) =< s(7210)*s(7217)
s(7222) =< s(7210)*s(7218)
s(7223) =< s(7212)*s(7206)
s(7224) =< s(7212)*s(7190)
s(7225) =< s(7212)*s(7205)
s(7226) =< s(7210)*s(7213)
s(7227) =< s(7210)*s(7214)
s(7221) =< s(7210)*s(7216)
s(7223) =< s(7225)*(1/2)
s(7228) =< s(7227)
s(7229) =< s(7227)
s(7230) =< s(7220)
s(7226) =< s(7220)
s(7228) =< s(7220)
s(7230) =< s(7190)
s(7226) =< s(7190)
s(7228) =< s(7190)
s(7231) =< s(7222)
s(7232) =< s(7222)
s(7221) =< s(7220)
s(7231) =< s(7220)
s(7221) =< s(7190)
s(7231) =< s(7190)
s(7233) =< s(7225)
s(7234) =< s(7225)
s(7235) =< s(7224)
s(7223) =< s(7224)
s(7234) =< s(7224)
s(7235) =< s(7190)
s(7223) =< s(7190)
s(7234) =< s(7190)
s(7246) =< aux(1104)
s(7247) =< s(7190)
s(7246) =< aux(1103)
s(7248) =< aux(1103)
s(7249) =< s(7192)
s(7247) =< s(7192)
s(7248) =< aux(1104)
s(7248) =< s(7246)
s(7250) =< s(7246)*(1/2)
s(7251) =< s(7246)+1
s(7252) =< s(7246)*(1/2)-1/2
s(7253) =< s(7246)*(1/2)
s(7254) =< s(7246)
s(7199) =< s(7246)*(1/2)-1/2
s(7250) =< s(7199)+1/2
s(7251) =< s(7199)*2+2
s(7252) =< s(7199)
s(7255) =< s(7209)*s(7248)
s(7256) =< s(7247)*s(7215)
s(7257) =< s(7247)*s(7253)
s(7258) =< s(7247)*s(7254)
s(7259) =< s(7249)*s(7199)
s(7260) =< s(7249)*s(7190)
s(7261) =< s(7249)*s(7246)
s(7262) =< s(7247)*s(7250)
s(7263) =< s(7247)*s(7251)
s(7257) =< s(7247)*s(7252)
s(7259) =< s(7261)*(1/2)
s(7264) =< s(7263)
s(7265) =< s(7263)
s(7266) =< s(7256)
s(7262) =< s(7256)
s(7264) =< s(7256)
s(7266) =< s(7190)
s(7262) =< s(7190)
s(7264) =< s(7190)
s(7267) =< s(7258)
s(7268) =< s(7258)
s(7257) =< s(7256)
s(7267) =< s(7256)
s(7257) =< s(7190)
s(7267) =< s(7190)
s(7269) =< s(7261)
s(7270) =< s(7261)
s(7271) =< s(7260)
s(7259) =< s(7260)
s(7270) =< s(7260)
s(7271) =< s(7190)
s(7259) =< s(7190)
s(7270) =< s(7190)

  with precondition: [A>=1,C>=0,H+1>=0,A+C>=2] 

* Chain [324]: 8*s(7303)+6*s(7304)+22*s(7305)+4*s(7307)+4*s(7314)+2*s(7316)+2*s(7318)+2*s(7321)+2*s(7323)+2*s(7324)+4*s(7325)+2*s(7326)+2*s(7327)+4*s(7328)+2*s(7329)+2*s(7330)+2*s(7334)+2*s(7335)+6*s(7337)+4*s(7339)+2*s(7348)+2*s(7350)+2*s(7353)+2*s(7355)+2*s(7356)+4*s(7357)+2*s(7358)+2*s(7359)+4*s(7360)+2*s(7361)+2*s(7362)+4*s(7363)+2
  Such that:s(7299) =< H+1
s(7300) =< H/2
aux(1106) =< A
aux(1107) =< A+H
aux(1108) =< A/2
s(7301) =< s(7300)
s(7302) =< s(7299)
s(7303) =< s(7299)
s(7304) =< aux(1106)
s(7305) =< aux(1106)
s(7302) =< aux(1107)
s(7306) =< aux(1107)
s(7307) =< aux(1108)
s(7304) =< aux(1108)
s(7306) =< s(7299)
s(7306) =< s(7302)
s(7308) =< s(7302)*(1/2)
s(7309) =< s(7302)+1
s(7310) =< aux(1106)
s(7311) =< s(7302)*(1/2)-1/2
s(7312) =< s(7302)*(1/2)
s(7313) =< s(7302)
s(7301) =< s(7302)*(1/2)-1/2
s(7308) =< s(7301)+1/2
s(7309) =< s(7301)*2+2
s(7311) =< s(7301)
s(7314) =< s(7305)*s(7306)
s(7315) =< s(7304)*s(7310)
s(7316) =< s(7304)*s(7312)
s(7317) =< s(7304)*s(7313)
s(7318) =< s(7307)*s(7301)
s(7319) =< s(7307)*aux(1106)
s(7320) =< s(7307)*s(7302)
s(7321) =< s(7304)*s(7308)
s(7322) =< s(7304)*s(7309)
s(7316) =< s(7304)*s(7311)
s(7318) =< s(7320)*(1/2)
s(7323) =< s(7322)
s(7324) =< s(7322)
s(7325) =< s(7315)
s(7321) =< s(7315)
s(7323) =< s(7315)
s(7325) =< aux(1106)
s(7321) =< aux(1106)
s(7323) =< aux(1106)
s(7326) =< s(7317)
s(7327) =< s(7317)
s(7316) =< s(7315)
s(7326) =< s(7315)
s(7316) =< aux(1106)
s(7326) =< aux(1106)
s(7328) =< s(7320)
s(7329) =< s(7320)
s(7330) =< s(7319)
s(7318) =< s(7319)
s(7329) =< s(7319)
s(7330) =< aux(1106)
s(7318) =< aux(1106)
s(7329) =< aux(1106)
s(7331) =< aux(1106)
s(7331) =< aux(1108)
s(7334) =< s(7300)
s(7335) =< s(7299)
s(7334) =< aux(1106)
s(7335) =< aux(1106)
s(7337) =< aux(1106)
s(7339) =< aux(1108)
s(7337) =< aux(1108)
s(7339) =< s(7331)
s(7337) =< s(7331)
s(7347) =< s(7337)*s(7310)
s(7348) =< s(7337)*s(7312)
s(7349) =< s(7337)*s(7313)
s(7350) =< s(7339)*s(7301)
s(7351) =< s(7339)*aux(1106)
s(7352) =< s(7339)*s(7302)
s(7353) =< s(7337)*s(7308)
s(7354) =< s(7337)*s(7309)
s(7348) =< s(7337)*s(7311)
s(7350) =< s(7352)*(1/2)
s(7355) =< s(7354)
s(7356) =< s(7354)
s(7357) =< s(7347)
s(7353) =< s(7347)
s(7355) =< s(7347)
s(7357) =< aux(1106)
s(7353) =< aux(1106)
s(7355) =< aux(1106)
s(7358) =< s(7349)
s(7359) =< s(7349)
s(7348) =< s(7347)
s(7358) =< s(7347)
s(7348) =< aux(1106)
s(7358) =< aux(1106)
s(7360) =< s(7352)
s(7361) =< s(7352)
s(7362) =< s(7351)
s(7350) =< s(7351)
s(7361) =< s(7351)
s(7362) =< aux(1106)
s(7350) =< aux(1106)
s(7361) =< aux(1106)

  with precondition: [A>=1,C>=0,H>=0,A+C>=2] 

* Chain [323]: 2*s(7370)+3*s(7371)+5*s(7372)+2*s(7374)+1*s(7381)+1*s(7383)+1*s(7385)+1*s(7388)+1*s(7390)+1*s(7391)+2*s(7392)+1*s(7393)+1*s(7394)+2*s(7395)+1*s(7396)+1*s(7397)+1*s(7398)+1
  Such that:s(7368) =< A
s(7364) =< A+H
s(7365) =< A/2
s(7366) =< H+1
s(7367) =< H/2
s(7369) =< s(7366)
s(7370) =< s(7366)
s(7371) =< s(7368)
s(7372) =< s(7368)
s(7369) =< s(7364)
s(7373) =< s(7364)
s(7374) =< s(7365)
s(7371) =< s(7365)
s(7373) =< s(7366)
s(7373) =< s(7369)
s(7375) =< s(7369)*(1/2)
s(7376) =< s(7369)+1
s(7377) =< s(7368)
s(7378) =< s(7369)*(1/2)-1/2
s(7379) =< s(7369)*(1/2)
s(7380) =< s(7369)
s(7367) =< s(7369)*(1/2)-1/2
s(7375) =< s(7367)+1/2
s(7376) =< s(7367)*2+2
s(7378) =< s(7367)
s(7381) =< s(7372)*s(7373)
s(7382) =< s(7371)*s(7377)
s(7383) =< s(7371)*s(7379)
s(7384) =< s(7371)*s(7380)
s(7385) =< s(7374)*s(7367)
s(7386) =< s(7374)*s(7368)
s(7387) =< s(7374)*s(7369)
s(7388) =< s(7371)*s(7375)
s(7389) =< s(7371)*s(7376)
s(7383) =< s(7371)*s(7378)
s(7385) =< s(7387)*(1/2)
s(7390) =< s(7389)
s(7391) =< s(7389)
s(7392) =< s(7382)
s(7388) =< s(7382)
s(7390) =< s(7382)
s(7392) =< s(7368)
s(7388) =< s(7368)
s(7390) =< s(7368)
s(7393) =< s(7384)
s(7394) =< s(7384)
s(7383) =< s(7382)
s(7393) =< s(7382)
s(7383) =< s(7368)
s(7393) =< s(7368)
s(7395) =< s(7387)
s(7396) =< s(7387)
s(7397) =< s(7386)
s(7385) =< s(7386)
s(7396) =< s(7386)
s(7397) =< s(7368)
s(7385) =< s(7368)
s(7396) =< s(7368)

  with precondition: [A>=1,C>=0,H>=1,A+C>=2] 

* Chain [322]: 2*s(7405)+3*s(7406)+5*s(7407)+2*s(7409)+1*s(7416)+1*s(7418)+1*s(7420)+1*s(7423)+1*s(7425)+1*s(7426)+2*s(7427)+1*s(7428)+1*s(7429)+2*s(7430)+1*s(7431)+1*s(7432)+1*s(7433)+1
  Such that:s(7403) =< A
s(7399) =< A+H
s(7400) =< A/2
s(7401) =< H+1
s(7402) =< H/2
s(7404) =< s(7401)
s(7405) =< s(7401)
s(7406) =< s(7403)
s(7407) =< s(7403)
s(7404) =< s(7399)
s(7408) =< s(7399)
s(7409) =< s(7400)
s(7406) =< s(7400)
s(7408) =< s(7401)
s(7408) =< s(7404)
s(7410) =< s(7404)*(1/2)
s(7411) =< s(7404)+1
s(7412) =< s(7403)
s(7413) =< s(7404)*(1/2)-1/2
s(7414) =< s(7404)*(1/2)
s(7415) =< s(7404)
s(7402) =< s(7404)*(1/2)-1/2
s(7410) =< s(7402)+1/2
s(7411) =< s(7402)*2+2
s(7413) =< s(7402)
s(7416) =< s(7407)*s(7408)
s(7417) =< s(7406)*s(7412)
s(7418) =< s(7406)*s(7414)
s(7419) =< s(7406)*s(7415)
s(7420) =< s(7409)*s(7402)
s(7421) =< s(7409)*s(7403)
s(7422) =< s(7409)*s(7404)
s(7423) =< s(7406)*s(7410)
s(7424) =< s(7406)*s(7411)
s(7418) =< s(7406)*s(7413)
s(7420) =< s(7422)*(1/2)
s(7425) =< s(7424)
s(7426) =< s(7424)
s(7427) =< s(7417)
s(7423) =< s(7417)
s(7425) =< s(7417)
s(7427) =< s(7403)
s(7423) =< s(7403)
s(7425) =< s(7403)
s(7428) =< s(7419)
s(7429) =< s(7419)
s(7418) =< s(7417)
s(7428) =< s(7417)
s(7418) =< s(7403)
s(7428) =< s(7403)
s(7430) =< s(7422)
s(7431) =< s(7422)
s(7432) =< s(7421)
s(7420) =< s(7421)
s(7431) =< s(7421)
s(7432) =< s(7403)
s(7420) =< s(7403)
s(7431) =< s(7403)

  with precondition: [A>=1,C>=0,H>=2,A+C>=2] 

* Chain [321]: 2*s(7435)+2*s(7437)+2*s(7438)+2*s(7439)+2
  Such that:aux(1109) =< A
aux(1110) =< -C+H+1
aux(1111) =< -C/2+H/2+1/2
aux(1112) =< H/2
s(7435) =< aux(1111)
s(7435) =< aux(1112)
s(7437) =< aux(1110)
s(7438) =< aux(1110)
s(7439) =< aux(1109)
s(7435) =< aux(1109)
s(7437) =< aux(1109)

  with precondition: [A>=1,C>=0,H+1>=C] 

* Chain [320]: 2*s(7447)+7*s(7449)+2*s(7450)+2*s(7451)+2
  Such that:aux(1114) =< A
aux(1115) =< -C+H+1
aux(1116) =< -C/2+H/2+1/2
aux(1117) =< H/2
s(7447) =< aux(1116)
s(7447) =< aux(1117)
s(7449) =< aux(1115)
s(7450) =< aux(1115)
s(7451) =< aux(1114)
s(7447) =< aux(1114)
s(7450) =< aux(1114)

  with precondition: [A>=1,C>=0,H>=C] 

* Chain [319]: 2*s(7461)+1
  Such that:s(7460) =< -C+H+1
s(7461) =< s(7460)

  with precondition: [A>=1,C>=0,H>=C+1] 

* Chain [318]: 2*s(7463)+1
  Such that:s(7462) =< -C+H+1
s(7463) =< s(7462)

  with precondition: [A>=1,C>=0,H>=C+2] 

* Chain [317]: 2*s(7482)+9*s(7486)+27*s(7487)+6*s(7489)+5*s(7496)+3*s(7498)+3*s(7500)+3*s(7503)+3*s(7505)+3*s(7506)+6*s(7507)+3*s(7508)+3*s(7509)+6*s(7510)+3*s(7511)+3*s(7512)+2*s(7516)+2*s(7517)+6*s(7518)+4*s(7520)+2*s(7528)+2*s(7530)+2*s(7533)+2*s(7535)+2*s(7536)+4*s(7537)+2*s(7538)+2*s(7539)+4*s(7540)+2*s(7541)+2*s(7542)+5*s(7590)+1
  Such that:aux(1118) =< A
aux(1119) =< A+H
aux(1120) =< A/2
aux(1121) =< H+1
aux(1122) =< H+2
aux(1123) =< H/2
aux(1124) =< H/2+1/2
s(7480) =< aux(1123)
s(7482) =< aux(1124)
s(7485) =< aux(1121)
s(7486) =< aux(1118)
s(7487) =< aux(1118)
s(7485) =< aux(1119)
s(7488) =< aux(1119)
s(7489) =< aux(1120)
s(7486) =< aux(1120)
s(7488) =< aux(1121)
s(7488) =< s(7485)
s(7490) =< s(7485)*(1/2)
s(7491) =< s(7485)+1
s(7492) =< aux(1118)
s(7493) =< s(7485)*(1/2)-1/2
s(7494) =< s(7485)*(1/2)
s(7495) =< s(7485)
s(7480) =< s(7485)*(1/2)-1/2
s(7490) =< s(7480)+1/2
s(7491) =< s(7480)*2+2
s(7493) =< s(7480)
s(7496) =< s(7487)*s(7488)
s(7497) =< s(7486)*s(7492)
s(7498) =< s(7486)*s(7494)
s(7499) =< s(7486)*s(7495)
s(7500) =< s(7489)*s(7480)
s(7501) =< s(7489)*aux(1118)
s(7502) =< s(7489)*s(7485)
s(7503) =< s(7486)*s(7490)
s(7504) =< s(7486)*s(7491)
s(7498) =< s(7486)*s(7493)
s(7500) =< s(7502)*(1/2)
s(7505) =< s(7504)
s(7506) =< s(7504)
s(7507) =< s(7497)
s(7503) =< s(7497)
s(7505) =< s(7497)
s(7507) =< aux(1118)
s(7503) =< aux(1118)
s(7505) =< aux(1118)
s(7508) =< s(7499)
s(7509) =< s(7499)
s(7498) =< s(7497)
s(7508) =< s(7497)
s(7498) =< aux(1118)
s(7508) =< aux(1118)
s(7510) =< s(7502)
s(7511) =< s(7502)
s(7512) =< s(7501)
s(7500) =< s(7501)
s(7511) =< s(7501)
s(7512) =< aux(1118)
s(7500) =< aux(1118)
s(7511) =< aux(1118)
s(7515) =< aux(1118)
s(7515) =< aux(1120)
s(7516) =< aux(1122)
s(7517) =< aux(1122)
s(7482) =< aux(1118)
s(7516) =< aux(1118)
s(7518) =< aux(1118)
s(7520) =< aux(1120)
s(7518) =< aux(1120)
s(7520) =< s(7515)
s(7518) =< s(7515)
s(7527) =< s(7518)*s(7492)
s(7528) =< s(7518)*s(7494)
s(7529) =< s(7518)*s(7495)
s(7530) =< s(7520)*s(7480)
s(7531) =< s(7520)*aux(1118)
s(7532) =< s(7520)*s(7485)
s(7533) =< s(7518)*s(7490)
s(7534) =< s(7518)*s(7491)
s(7528) =< s(7518)*s(7493)
s(7530) =< s(7532)*(1/2)
s(7535) =< s(7534)
s(7536) =< s(7534)
s(7537) =< s(7527)
s(7533) =< s(7527)
s(7535) =< s(7527)
s(7537) =< aux(1118)
s(7533) =< aux(1118)
s(7535) =< aux(1118)
s(7538) =< s(7529)
s(7539) =< s(7529)
s(7528) =< s(7527)
s(7538) =< s(7527)
s(7528) =< aux(1118)
s(7538) =< aux(1118)
s(7540) =< s(7532)
s(7541) =< s(7532)
s(7542) =< s(7531)
s(7530) =< s(7531)
s(7541) =< s(7531)
s(7542) =< aux(1118)
s(7530) =< aux(1118)
s(7541) =< aux(1118)

  with precondition: [A>=1,C>=0,A+C>=2] 

* Chain [316]: 3*s(7592)+3
  Such that:s(7591) =< -C+H
s(7592) =< s(7591)

  with precondition: [A>=1,H+1>=0,H>=C+1] 

* Chain [315]: 4*s(7600)+15*s(7603)+25*s(7604)+10*s(7606)+5*s(7613)+5*s(7615)+5*s(7617)+5*s(7620)+5*s(7622)+5*s(7623)+10*s(7624)+5*s(7625)+5*s(7626)+10*s(7627)+5*s(7628)+5*s(7629)+5*s(7630)+3
  Such that:aux(1130) =< A
aux(1131) =< A+H
aux(1132) =< A/2
aux(1133) =< -C+H
aux(1134) =< H+1
aux(1135) =< H/2
s(7600) =< aux(1133)
s(7601) =< aux(1135)
s(7602) =< aux(1134)
s(7603) =< aux(1130)
s(7604) =< aux(1130)
s(7602) =< aux(1131)
s(7605) =< aux(1131)
s(7606) =< aux(1132)
s(7603) =< aux(1132)
s(7605) =< aux(1134)
s(7605) =< s(7602)
s(7607) =< s(7602)*(1/2)
s(7608) =< s(7602)+1
s(7609) =< aux(1130)
s(7610) =< s(7602)*(1/2)-1/2
s(7611) =< s(7602)*(1/2)
s(7612) =< s(7602)
s(7601) =< s(7602)*(1/2)-1/2
s(7607) =< s(7601)+1/2
s(7608) =< s(7601)*2+2
s(7610) =< s(7601)
s(7613) =< s(7604)*s(7605)
s(7614) =< s(7603)*s(7609)
s(7615) =< s(7603)*s(7611)
s(7616) =< s(7603)*s(7612)
s(7617) =< s(7606)*s(7601)
s(7618) =< s(7606)*aux(1130)
s(7619) =< s(7606)*s(7602)
s(7620) =< s(7603)*s(7607)
s(7621) =< s(7603)*s(7608)
s(7615) =< s(7603)*s(7610)
s(7617) =< s(7619)*(1/2)
s(7622) =< s(7621)
s(7623) =< s(7621)
s(7624) =< s(7614)
s(7620) =< s(7614)
s(7622) =< s(7614)
s(7624) =< aux(1130)
s(7620) =< aux(1130)
s(7622) =< aux(1130)
s(7625) =< s(7616)
s(7626) =< s(7616)
s(7615) =< s(7614)
s(7625) =< s(7614)
s(7615) =< aux(1130)
s(7625) =< aux(1130)
s(7627) =< s(7619)
s(7628) =< s(7619)
s(7629) =< s(7618)
s(7617) =< s(7618)
s(7628) =< s(7618)
s(7629) =< aux(1130)
s(7617) =< aux(1130)
s(7628) =< aux(1130)

  with precondition: [A>=1,H+1>=0,H>=C+1,A+H>=1] 

* Chain [314]: 2*s(7704)+3*s(7709)+6*s(7710)+10*s(7711)+4*s(7713)+2*s(7720)+2*s(7722)+2*s(7724)+2*s(7727)+2*s(7729)+2*s(7730)+4*s(7731)+2*s(7732)+2*s(7733)+4*s(7734)+2*s(7735)+2*s(7736)+2*s(7737)+3
  Such that:aux(1136) =< A
aux(1137) =< A+H
aux(1138) =< A/2
aux(1139) =< -C+H
aux(1140) =< H+1
aux(1141) =< H/2
s(7704) =< aux(1139)
s(7706) =< aux(1141)
s(7708) =< aux(1140)
s(7709) =< aux(1140)
s(7710) =< aux(1136)
s(7711) =< aux(1136)
s(7708) =< aux(1137)
s(7712) =< aux(1137)
s(7713) =< aux(1138)
s(7710) =< aux(1138)
s(7712) =< aux(1140)
s(7712) =< s(7708)
s(7714) =< s(7708)*(1/2)
s(7715) =< s(7708)+1
s(7716) =< aux(1136)
s(7717) =< s(7708)*(1/2)-1/2
s(7718) =< s(7708)*(1/2)
s(7719) =< s(7708)
s(7706) =< s(7708)*(1/2)-1/2
s(7714) =< s(7706)+1/2
s(7715) =< s(7706)*2+2
s(7717) =< s(7706)
s(7720) =< s(7711)*s(7712)
s(7721) =< s(7710)*s(7716)
s(7722) =< s(7710)*s(7718)
s(7723) =< s(7710)*s(7719)
s(7724) =< s(7713)*s(7706)
s(7725) =< s(7713)*aux(1136)
s(7726) =< s(7713)*s(7708)
s(7727) =< s(7710)*s(7714)
s(7728) =< s(7710)*s(7715)
s(7722) =< s(7710)*s(7717)
s(7724) =< s(7726)*(1/2)
s(7729) =< s(7728)
s(7730) =< s(7728)
s(7731) =< s(7721)
s(7727) =< s(7721)
s(7729) =< s(7721)
s(7731) =< aux(1136)
s(7727) =< aux(1136)
s(7729) =< aux(1136)
s(7732) =< s(7723)
s(7733) =< s(7723)
s(7722) =< s(7721)
s(7732) =< s(7721)
s(7722) =< aux(1136)
s(7732) =< aux(1136)
s(7734) =< s(7726)
s(7735) =< s(7726)
s(7736) =< s(7725)
s(7724) =< s(7725)
s(7735) =< s(7725)
s(7736) =< aux(1136)
s(7724) =< aux(1136)
s(7735) =< aux(1136)

  with precondition: [A>=1,H>=0,H>=C+1] 

* Chain [313]: 3*s(7775)+3
  Such that:s(7774) =< -C+H
s(7775) =< s(7774)

  with precondition: [A>=1,H>=0,H>=C+2] 

* Chain [312]: 2*s(7776)+2*s(7781)+2*s(7782)+2*s(7783)+1
  Such that:s(7780) =< A
s(7778) =< -C+H
aux(1142) =< -C/2+H/2
s(7776) =< aux(1142)
s(7781) =< s(7778)
s(7782) =< s(7778)
s(7783) =< s(7780)
s(7776) =< s(7780)
s(7781) =< s(7780)

  with precondition: [A>=1,H>=C] 

* Chain [311]: 5*s(7788)+2*s(7789)+2*s(7790)+2*s(7791)+1
  Such that:s(7787) =< A
s(7784) =< -C+H
aux(1143) =< -C/2+H/2
s(7788) =< s(7784)
s(7789) =< aux(1143)
s(7790) =< s(7784)
s(7791) =< s(7787)
s(7789) =< s(7787)
s(7790) =< s(7787)

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

* Chain [310]: 2*s(7792)+1
  Such that:aux(1144) =< -C+H
s(7792) =< aux(1144)

  with precondition: [A>=1,H>=C+2] 

* Chain [309]: 2*s(7795)+1
  Such that:s(7794) =< -C+H
s(7795) =< s(7794)

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

* Chain [308]: 5*s(7798)+9*s(7820)+20*s(7821)+6*s(7823)+3*s(7830)+3*s(7832)+3*s(7834)+3*s(7837)+3*s(7839)+3*s(7840)+6*s(7841)+3*s(7842)+3*s(7843)+6*s(7844)+3*s(7845)+3*s(7846)+5*s(7847)+5*s(7848)+3*s(7875)+1
  Such that:s(7800) =< A/2
aux(1145) =< A
aux(1146) =< A+H
aux(1147) =< -C+H+1
aux(1148) =< -C/2+H/2
aux(1149) =< H+1
aux(1150) =< H/2
s(7796) =< aux(1146)
s(7798) =< aux(1148)
s(7813) =< s(7800)
s(7816) =< aux(1150)
s(7813) =< aux(1145)
s(7819) =< aux(1149)
s(7820) =< aux(1145)
s(7821) =< aux(1145)
s(7819) =< s(7796)
s(7822) =< s(7796)
s(7823) =< s(7813)
s(7820) =< s(7813)
s(7822) =< aux(1149)
s(7822) =< s(7819)
s(7824) =< s(7819)*(1/2)
s(7825) =< s(7819)+1
s(7826) =< aux(1145)
s(7827) =< s(7819)*(1/2)-1/2
s(7828) =< s(7819)*(1/2)
s(7829) =< s(7819)
s(7816) =< s(7819)*(1/2)-1/2
s(7824) =< s(7816)+1/2
s(7825) =< s(7816)*2+2
s(7827) =< s(7816)
s(7830) =< s(7821)*s(7822)
s(7831) =< s(7820)*s(7826)
s(7832) =< s(7820)*s(7828)
s(7833) =< s(7820)*s(7829)
s(7834) =< s(7823)*s(7816)
s(7835) =< s(7823)*aux(1145)
s(7836) =< s(7823)*s(7819)
s(7837) =< s(7820)*s(7824)
s(7838) =< s(7820)*s(7825)
s(7832) =< s(7820)*s(7827)
s(7834) =< s(7836)*(1/2)
s(7839) =< s(7838)
s(7840) =< s(7838)
s(7841) =< s(7831)
s(7837) =< s(7831)
s(7839) =< s(7831)
s(7841) =< aux(1145)
s(7837) =< aux(1145)
s(7839) =< aux(1145)
s(7842) =< s(7833)
s(7843) =< s(7833)
s(7832) =< s(7831)
s(7842) =< s(7831)
s(7832) =< aux(1145)
s(7842) =< aux(1145)
s(7844) =< s(7836)
s(7845) =< s(7836)
s(7846) =< s(7835)
s(7834) =< s(7835)
s(7845) =< s(7835)
s(7846) =< aux(1145)
s(7834) =< aux(1145)
s(7845) =< aux(1145)
s(7847) =< aux(1147)
s(7848) =< aux(1147)
s(7798) =< aux(1145)
s(7847) =< aux(1145)

  with precondition: [A>=2] 

* Chain [307]: 5*s(7883)+2*s(7885)+2*s(7886)+12*s(7887)+6*s(7888)+4*s(7890)+2*s(7897)+2*s(7899)+2*s(7901)+2*s(7904)+2*s(7906)+2*s(7907)+4*s(7908)+2*s(7909)+2*s(7910)+4*s(7911)+2*s(7912)+2*s(7913)+2*s(7914)+3
  Such that:s(7876) =< A
s(7877) =< A+H
s(7878) =< A/2
s(7879) =< H+1
s(7880) =< H/2
s(7881) =< s(7876)
s(7881) =< s(7878)
s(7882) =< s(7879)
s(7883) =< s(7879)
s(7884) =< s(7880)
s(7885) =< s(7880)
s(7886) =< s(7879)
s(7887) =< s(7876)
s(7885) =< s(7876)
s(7886) =< s(7876)
s(7888) =< s(7876)
s(7882) =< s(7877)
s(7889) =< s(7877)
s(7890) =< s(7878)
s(7888) =< s(7878)
s(7890) =< s(7881)
s(7888) =< s(7881)
s(7889) =< s(7879)
s(7889) =< s(7882)
s(7891) =< s(7882)*(1/2)
s(7892) =< s(7882)+1
s(7893) =< s(7876)
s(7894) =< s(7882)*(1/2)-1/2
s(7895) =< s(7882)*(1/2)
s(7896) =< s(7882)
s(7884) =< s(7882)*(1/2)-1/2
s(7891) =< s(7884)+1/2
s(7892) =< s(7884)*2+2
s(7894) =< s(7884)
s(7897) =< s(7887)*s(7889)
s(7898) =< s(7888)*s(7893)
s(7899) =< s(7888)*s(7895)
s(7900) =< s(7888)*s(7896)
s(7901) =< s(7890)*s(7884)
s(7902) =< s(7890)*s(7876)
s(7903) =< s(7890)*s(7882)
s(7904) =< s(7888)*s(7891)
s(7905) =< s(7888)*s(7892)
s(7899) =< s(7888)*s(7894)
s(7901) =< s(7903)*(1/2)
s(7906) =< s(7905)
s(7907) =< s(7905)
s(7908) =< s(7898)
s(7904) =< s(7898)
s(7906) =< s(7898)
s(7908) =< s(7876)
s(7904) =< s(7876)
s(7906) =< s(7876)
s(7909) =< s(7900)
s(7910) =< s(7900)
s(7899) =< s(7898)
s(7909) =< s(7898)
s(7899) =< s(7876)
s(7909) =< s(7876)
s(7911) =< s(7903)
s(7912) =< s(7903)
s(7913) =< s(7902)
s(7901) =< s(7902)
s(7912) =< s(7902)
s(7913) =< s(7876)
s(7901) =< s(7876)
s(7912) =< s(7876)

  with precondition: [A>=2,C+1>=0,H>=0,H>=C,A+C>=2] 

* Chain [306]: 2*s(7921)+3*s(7922)+5*s(7923)+2*s(7925)+1*s(7932)+1*s(7934)+1*s(7936)+1*s(7939)+1*s(7941)+1*s(7942)+2*s(7943)+1*s(7944)+1*s(7945)+2*s(7946)+1*s(7947)+1*s(7948)+1*s(7949)+3
  Such that:s(7919) =< A
s(7915) =< A+H
s(7916) =< A/2
s(7917) =< H+1
s(7918) =< H/2
s(7920) =< s(7917)
s(7921) =< s(7917)
s(7922) =< s(7919)
s(7923) =< s(7919)
s(7920) =< s(7915)
s(7924) =< s(7915)
s(7925) =< s(7916)
s(7922) =< s(7916)
s(7924) =< s(7917)
s(7924) =< s(7920)
s(7926) =< s(7920)*(1/2)
s(7927) =< s(7920)+1
s(7928) =< s(7919)
s(7929) =< s(7920)*(1/2)-1/2
s(7930) =< s(7920)*(1/2)
s(7931) =< s(7920)
s(7918) =< s(7920)*(1/2)-1/2
s(7926) =< s(7918)+1/2
s(7927) =< s(7918)*2+2
s(7929) =< s(7918)
s(7932) =< s(7923)*s(7924)
s(7933) =< s(7922)*s(7928)
s(7934) =< s(7922)*s(7930)
s(7935) =< s(7922)*s(7931)
s(7936) =< s(7925)*s(7918)
s(7937) =< s(7925)*s(7919)
s(7938) =< s(7925)*s(7920)
s(7939) =< s(7922)*s(7926)
s(7940) =< s(7922)*s(7927)
s(7934) =< s(7922)*s(7929)
s(7936) =< s(7938)*(1/2)
s(7941) =< s(7940)
s(7942) =< s(7940)
s(7943) =< s(7933)
s(7939) =< s(7933)
s(7941) =< s(7933)
s(7943) =< s(7919)
s(7939) =< s(7919)
s(7941) =< s(7919)
s(7944) =< s(7935)
s(7945) =< s(7935)
s(7934) =< s(7933)
s(7944) =< s(7933)
s(7934) =< s(7919)
s(7944) =< s(7919)
s(7946) =< s(7938)
s(7947) =< s(7938)
s(7948) =< s(7937)
s(7936) =< s(7937)
s(7947) =< s(7937)
s(7948) =< s(7919)
s(7936) =< s(7919)
s(7947) =< s(7919)

  with precondition: [A>=2,C+1>=0,H>=1,H>=C,A+C>=2] 

* Chain [305]: 2*s(7956)+3*s(7957)+5*s(7958)+2*s(7960)+1*s(7967)+1*s(7969)+1*s(7971)+1*s(7974)+1*s(7976)+1*s(7977)+2*s(7978)+1*s(7979)+1*s(7980)+2*s(7981)+1*s(7982)+1*s(7983)+1*s(7984)+3
  Such that:s(7954) =< A
s(7950) =< A+H
s(7951) =< A/2
s(7952) =< H+1
s(7953) =< H/2
s(7955) =< s(7952)
s(7956) =< s(7952)
s(7957) =< s(7954)
s(7958) =< s(7954)
s(7955) =< s(7950)
s(7959) =< s(7950)
s(7960) =< s(7951)
s(7957) =< s(7951)
s(7959) =< s(7952)
s(7959) =< s(7955)
s(7961) =< s(7955)*(1/2)
s(7962) =< s(7955)+1
s(7963) =< s(7954)
s(7964) =< s(7955)*(1/2)-1/2
s(7965) =< s(7955)*(1/2)
s(7966) =< s(7955)
s(7953) =< s(7955)*(1/2)-1/2
s(7961) =< s(7953)+1/2
s(7962) =< s(7953)*2+2
s(7964) =< s(7953)
s(7967) =< s(7958)*s(7959)
s(7968) =< s(7957)*s(7963)
s(7969) =< s(7957)*s(7965)
s(7970) =< s(7957)*s(7966)
s(7971) =< s(7960)*s(7953)
s(7972) =< s(7960)*s(7954)
s(7973) =< s(7960)*s(7955)
s(7974) =< s(7957)*s(7961)
s(7975) =< s(7957)*s(7962)
s(7969) =< s(7957)*s(7964)
s(7971) =< s(7973)*(1/2)
s(7976) =< s(7975)
s(7977) =< s(7975)
s(7978) =< s(7968)
s(7974) =< s(7968)
s(7976) =< s(7968)
s(7978) =< s(7954)
s(7974) =< s(7954)
s(7976) =< s(7954)
s(7979) =< s(7970)
s(7980) =< s(7970)
s(7969) =< s(7968)
s(7979) =< s(7968)
s(7969) =< s(7954)
s(7979) =< s(7954)
s(7981) =< s(7973)
s(7982) =< s(7973)
s(7983) =< s(7972)
s(7971) =< s(7972)
s(7982) =< s(7972)
s(7983) =< s(7954)
s(7971) =< s(7954)
s(7982) =< s(7954)

  with precondition: [A>=2,C+1>=0,H>=2,H>=C,A+C>=2] 

* Chain [304]: 2*s(7993)+2*s(7994)+2*s(7995)+2*s(7996)+4*s(7997)+2*s(7999)+2*s(8000)+3
  Such that:s(7989) =< A
s(7985) =< -C+H
s(7987) =< -C+H+1
s(7990) =< H+2
aux(1151) =< -C/2+H/2
aux(1152) =< H/2
s(7993) =< aux(1151)
s(7994) =< aux(1151)
s(7993) =< aux(1152)
s(7995) =< s(7985)
s(7996) =< s(7985)
s(7997) =< s(7989)
s(7993) =< s(7989)
s(7995) =< s(7989)
s(7998) =< s(7987)
s(7998) =< s(7990)
s(7999) =< s(7998)
s(8000) =< s(7998)
s(7994) =< s(7989)
s(7999) =< s(7989)

  with precondition: [A>=2,C+1>=0,H>=C] 

* Chain [303]: 2*s(8013)+2*s(8014)+2*s(8018)+2*s(8019)+24*s(8020)+12*s(8021)+8*s(8023)+4*s(8030)+4*s(8032)+4*s(8034)+4*s(8037)+4*s(8039)+4*s(8040)+8*s(8041)+4*s(8042)+4*s(8043)+8*s(8044)+4*s(8045)+4*s(8046)+2*s(8051)+2*s(8052)+4*s(8090)+3
  Such that:s(8008) =< H+1
s(8009) =< H+2
s(8011) =< H/2+1/2
aux(1153) =< A
aux(1154) =< A+H
aux(1155) =< A/2
aux(1156) =< H/2
s(8012) =< aux(1156)
s(8013) =< s(8011)
s(8014) =< s(8011)
s(8016) =< s(8008)
s(8017) =< aux(1153)
s(8017) =< aux(1155)
s(8018) =< s(8009)
s(8019) =< s(8009)
s(8020) =< aux(1153)
s(8014) =< aux(1153)
s(8018) =< aux(1153)
s(8021) =< aux(1153)
s(8016) =< aux(1154)
s(8022) =< aux(1154)
s(8023) =< aux(1155)
s(8021) =< aux(1155)
s(8023) =< s(8017)
s(8021) =< s(8017)
s(8022) =< s(8008)
s(8022) =< s(8016)
s(8024) =< s(8016)*(1/2)
s(8025) =< s(8016)+1
s(8026) =< aux(1153)
s(8027) =< s(8016)*(1/2)-1/2
s(8028) =< s(8016)*(1/2)
s(8029) =< s(8016)
s(8012) =< s(8016)*(1/2)-1/2
s(8024) =< s(8012)+1/2
s(8025) =< s(8012)*2+2
s(8027) =< s(8012)
s(8030) =< s(8020)*s(8022)
s(8031) =< s(8021)*s(8026)
s(8032) =< s(8021)*s(8028)
s(8033) =< s(8021)*s(8029)
s(8034) =< s(8023)*s(8012)
s(8035) =< s(8023)*aux(1153)
s(8036) =< s(8023)*s(8016)
s(8037) =< s(8021)*s(8024)
s(8038) =< s(8021)*s(8025)
s(8032) =< s(8021)*s(8027)
s(8034) =< s(8036)*(1/2)
s(8039) =< s(8038)
s(8040) =< s(8038)
s(8041) =< s(8031)
s(8037) =< s(8031)
s(8039) =< s(8031)
s(8041) =< aux(1153)
s(8037) =< aux(1153)
s(8039) =< aux(1153)
s(8042) =< s(8033)
s(8043) =< s(8033)
s(8032) =< s(8031)
s(8042) =< s(8031)
s(8032) =< aux(1153)
s(8042) =< aux(1153)
s(8044) =< s(8036)
s(8045) =< s(8036)
s(8046) =< s(8035)
s(8034) =< s(8035)
s(8045) =< s(8035)
s(8046) =< aux(1153)
s(8034) =< aux(1153)
s(8045) =< aux(1153)
s(8013) =< aux(1156)
s(8051) =< s(8008)
s(8052) =< s(8008)
s(8013) =< aux(1153)
s(8051) =< aux(1153)

  with precondition: [A>=2,C+1>=0,H>=C,A+C>=2] 

* Chain [302]: 2*s(8092)+5*s(8097)+2*s(8098)+2*s(8099)+3
  Such that:s(8095) =< A
s(8096) =< H/2
aux(1157) =< -C+H
aux(1158) =< -C/2+H/2
s(8092) =< aux(1158)
s(8092) =< s(8096)
s(8097) =< aux(1157)
s(8098) =< aux(1157)
s(8099) =< s(8095)
s(8092) =< s(8095)
s(8098) =< s(8095)

  with precondition: [A>=2,C+1>=0,H>=C+1] 

* Chain [301]: 2*s(8103)+3
  Such that:s(8102) =< -C+H
s(8103) =< s(8102)

  with precondition: [A>=2,C+1>=0,H>=C+2] 

* Chain [300]: 2*s(8105)+3
  Such that:s(8104) =< -C+H
s(8105) =< s(8104)

  with precondition: [A>=2,C+1>=0,H>=C+3] 

* Chain [299]: 2*s(8107)+2*s(8111)+2*s(8112)+2*s(8113)+1
  Such that:aux(1161) =< A
aux(1162) =< -C+H+2
aux(1163) =< -C/2+H/2+1/2
aux(1164) =< H+2
aux(1165) =< H/2+1/2
s(8106) =< aux(1162)
s(8107) =< aux(1163)
s(8107) =< aux(1165)
s(8106) =< aux(1164)
s(8110) =< s(8106)
s(8110) =< aux(1164)
s(8111) =< s(8110)
s(8112) =< s(8110)
s(8113) =< aux(1161)
s(8107) =< aux(1161)
s(8111) =< aux(1161)

  with precondition: [A>=2,C>=0] 

* Chain [298]: 1*s(8134)+2*s(8135)+1*s(8139)+1*s(8140)+18*s(8141)+9*s(8142)+6*s(8144)+3*s(8151)+3*s(8153)+3*s(8155)+3*s(8158)+3*s(8160)+3*s(8161)+6*s(8162)+3*s(8163)+3*s(8164)+6*s(8165)+3*s(8166)+3*s(8167)+2*s(8170)+2*s(8171)+3*s(8212)+2
  Such that:s(8130) =< H+1
s(8125) =< H+2
s(8132) =< H/2+1/2
aux(1166) =< A
aux(1167) =< A+H
aux(1168) =< A/2
aux(1169) =< H/2
s(8133) =< aux(1169)
s(8134) =< s(8132)
s(8135) =< s(8132)
s(8137) =< aux(1166)
s(8137) =< aux(1168)
s(8138) =< s(8130)
s(8139) =< s(8125)
s(8140) =< s(8125)
s(8139) =< s(8130)
s(8140) =< s(8130)
s(8141) =< aux(1166)
s(8134) =< aux(1166)
s(8139) =< aux(1166)
s(8142) =< aux(1166)
s(8138) =< aux(1167)
s(8143) =< aux(1167)
s(8144) =< aux(1168)
s(8142) =< aux(1168)
s(8144) =< s(8137)
s(8142) =< s(8137)
s(8143) =< s(8130)
s(8143) =< s(8138)
s(8145) =< s(8138)*(1/2)
s(8146) =< s(8138)+1
s(8147) =< aux(1166)
s(8148) =< s(8138)*(1/2)-1/2
s(8149) =< s(8138)*(1/2)
s(8150) =< s(8138)
s(8133) =< s(8138)*(1/2)-1/2
s(8145) =< s(8133)+1/2
s(8146) =< s(8133)*2+2
s(8148) =< s(8133)
s(8151) =< s(8141)*s(8143)
s(8152) =< s(8142)*s(8147)
s(8153) =< s(8142)*s(8149)
s(8154) =< s(8142)*s(8150)
s(8155) =< s(8144)*s(8133)
s(8156) =< s(8144)*aux(1166)
s(8157) =< s(8144)*s(8138)
s(8158) =< s(8142)*s(8145)
s(8159) =< s(8142)*s(8146)
s(8153) =< s(8142)*s(8148)
s(8155) =< s(8157)*(1/2)
s(8160) =< s(8159)
s(8161) =< s(8159)
s(8162) =< s(8152)
s(8158) =< s(8152)
s(8160) =< s(8152)
s(8162) =< aux(1166)
s(8158) =< aux(1166)
s(8160) =< aux(1166)
s(8163) =< s(8154)
s(8164) =< s(8154)
s(8153) =< s(8152)
s(8163) =< s(8152)
s(8153) =< aux(1166)
s(8163) =< aux(1166)
s(8165) =< s(8157)
s(8166) =< s(8157)
s(8167) =< s(8156)
s(8155) =< s(8156)
s(8166) =< s(8156)
s(8167) =< aux(1166)
s(8155) =< aux(1166)
s(8166) =< aux(1166)
s(8135) =< aux(1169)
s(8170) =< s(8130)
s(8171) =< s(8130)
s(8135) =< aux(1166)
s(8170) =< aux(1166)

  with precondition: [A>=2,C>=0,H+1>=0,A+C>=3] 

* Chain [297]: 1*s(8223)+1*s(8224)+7*s(8225)+1*s(8226)+1*s(8227)+19*s(8228)+3*s(8229)+9*s(8230)+6*s(8232)+3*s(8239)+3*s(8241)+3*s(8243)+3*s(8246)+3*s(8248)+3*s(8249)+6*s(8250)+3*s(8251)+3*s(8252)+6*s(8253)+3*s(8254)+3*s(8255)+2*s(8256)+3*s(8257)+2
  Such that:s(8215) =< A
s(8216) =< A+H
s(8217) =< A/2
s(8218) =< H+1
s(8213) =< H+2
s(8219) =< H/2
s(8214) =< H/2+1/2
s(8220) =< s(8219)
s(8221) =< s(8215)
s(8221) =< s(8217)
s(8222) =< s(8218)
s(8223) =< s(8214)
s(8224) =< s(8214)
s(8223) =< s(8218)
s(8225) =< s(8218)
s(8226) =< s(8213)
s(8227) =< s(8213)
s(8226) =< s(8218)
s(8227) =< s(8218)
s(8228) =< s(8215)
s(8223) =< s(8215)
s(8226) =< s(8215)
s(8229) =< s(8218)
s(8224) =< s(8215)
s(8229) =< s(8215)
s(8230) =< s(8215)
s(8222) =< s(8216)
s(8231) =< s(8216)
s(8232) =< s(8217)
s(8230) =< s(8217)
s(8232) =< s(8221)
s(8230) =< s(8221)
s(8231) =< s(8218)
s(8231) =< s(8222)
s(8233) =< s(8222)*(1/2)
s(8234) =< s(8222)+1
s(8235) =< s(8215)
s(8236) =< s(8222)*(1/2)-1/2
s(8237) =< s(8222)*(1/2)
s(8238) =< s(8222)
s(8220) =< s(8222)*(1/2)-1/2
s(8233) =< s(8220)+1/2
s(8234) =< s(8220)*2+2
s(8236) =< s(8220)
s(8239) =< s(8228)*s(8231)
s(8240) =< s(8230)*s(8235)
s(8241) =< s(8230)*s(8237)
s(8242) =< s(8230)*s(8238)
s(8243) =< s(8232)*s(8220)
s(8244) =< s(8232)*s(8215)
s(8245) =< s(8232)*s(8222)
s(8246) =< s(8230)*s(8233)
s(8247) =< s(8230)*s(8234)
s(8241) =< s(8230)*s(8236)
s(8243) =< s(8245)*(1/2)
s(8248) =< s(8247)
s(8249) =< s(8247)
s(8250) =< s(8240)
s(8246) =< s(8240)
s(8248) =< s(8240)
s(8250) =< s(8215)
s(8246) =< s(8215)
s(8248) =< s(8215)
s(8251) =< s(8242)
s(8252) =< s(8242)
s(8241) =< s(8240)
s(8251) =< s(8240)
s(8241) =< s(8215)
s(8251) =< s(8215)
s(8253) =< s(8245)
s(8254) =< s(8245)
s(8255) =< s(8244)
s(8243) =< s(8244)
s(8254) =< s(8244)
s(8255) =< s(8215)
s(8243) =< s(8215)
s(8254) =< s(8215)
s(8256) =< s(8219)
s(8256) =< s(8215)

  with precondition: [A>=2,C>=0,H>=0,A+C>=3] 

* Chain [296]: 2*s(8267)+6*s(8268)+2*s(8269)+12*s(8270)+3*s(8271)+2*s(8273)+2*s(8280)+1*s(8282)+1*s(8284)+1*s(8287)+1*s(8289)+1*s(8290)+2*s(8291)+1*s(8292)+1*s(8293)+2*s(8294)+1*s(8295)+1*s(8296)+3*s(8297)+2*s(8298)+1*s(8300)+1*s(8302)+1*s(8305)+1*s(8307)+1*s(8308)+2*s(8309)+1*s(8310)+1*s(8311)+2*s(8312)+1*s(8313)+1*s(8314)+2*s(8315)+2
  Such that:s(8259) =< A
s(8260) =< A+H
s(8261) =< A/2
s(8262) =< H+1
s(8263) =< H/2
s(8258) =< H/2+1/2
s(8264) =< s(8263)
s(8265) =< s(8259)
s(8265) =< s(8261)
s(8266) =< s(8262)
s(8267) =< s(8258)
s(8267) =< s(8262)
s(8268) =< s(8262)
s(8269) =< s(8262)
s(8270) =< s(8259)
s(8267) =< s(8259)
s(8269) =< s(8259)
s(8271) =< s(8259)
s(8266) =< s(8260)
s(8272) =< s(8260)
s(8273) =< s(8261)
s(8271) =< s(8261)
s(8273) =< s(8265)
s(8271) =< s(8265)
s(8272) =< s(8262)
s(8272) =< s(8266)
s(8274) =< s(8266)*(1/2)
s(8275) =< s(8266)+1
s(8276) =< s(8259)
s(8277) =< s(8266)*(1/2)-1/2
s(8278) =< s(8266)*(1/2)
s(8279) =< s(8266)
s(8264) =< s(8266)*(1/2)-1/2
s(8274) =< s(8264)+1/2
s(8275) =< s(8264)*2+2
s(8277) =< s(8264)
s(8280) =< s(8270)*s(8272)
s(8281) =< s(8271)*s(8276)
s(8282) =< s(8271)*s(8278)
s(8283) =< s(8271)*s(8279)
s(8284) =< s(8273)*s(8264)
s(8285) =< s(8273)*s(8259)
s(8286) =< s(8273)*s(8266)
s(8287) =< s(8271)*s(8274)
s(8288) =< s(8271)*s(8275)
s(8282) =< s(8271)*s(8277)
s(8284) =< s(8286)*(1/2)
s(8289) =< s(8288)
s(8290) =< s(8288)
s(8291) =< s(8281)
s(8287) =< s(8281)
s(8289) =< s(8281)
s(8291) =< s(8259)
s(8287) =< s(8259)
s(8289) =< s(8259)
s(8292) =< s(8283)
s(8293) =< s(8283)
s(8282) =< s(8281)
s(8292) =< s(8281)
s(8282) =< s(8259)
s(8292) =< s(8259)
s(8294) =< s(8286)
s(8295) =< s(8286)
s(8296) =< s(8285)
s(8284) =< s(8285)
s(8295) =< s(8285)
s(8296) =< s(8259)
s(8284) =< s(8259)
s(8295) =< s(8259)
s(8297) =< s(8259)
s(8298) =< s(8261)
s(8297) =< s(8261)
s(8299) =< s(8297)*s(8276)
s(8300) =< s(8297)*s(8278)
s(8301) =< s(8297)*s(8279)
s(8302) =< s(8298)*s(8264)
s(8303) =< s(8298)*s(8259)
s(8304) =< s(8298)*s(8266)
s(8305) =< s(8297)*s(8274)
s(8306) =< s(8297)*s(8275)
s(8300) =< s(8297)*s(8277)
s(8302) =< s(8304)*(1/2)
s(8307) =< s(8306)
s(8308) =< s(8306)
s(8309) =< s(8299)
s(8305) =< s(8299)
s(8307) =< s(8299)
s(8309) =< s(8259)
s(8305) =< s(8259)
s(8307) =< s(8259)
s(8310) =< s(8301)
s(8311) =< s(8301)
s(8300) =< s(8299)
s(8310) =< s(8299)
s(8300) =< s(8259)
s(8310) =< s(8259)
s(8312) =< s(8304)
s(8313) =< s(8304)
s(8314) =< s(8303)
s(8302) =< s(8303)
s(8313) =< s(8303)
s(8314) =< s(8259)
s(8302) =< s(8259)
s(8313) =< s(8259)

  with precondition: [A>=2,C>=0,H>=1,A+C>=3] 

* Chain [295]: 1*s(8316)+5*s(8325)+1*s(8326)+11*s(8327)+3*s(8328)+2*s(8330)+2*s(8337)+1*s(8339)+1*s(8341)+1*s(8344)+1*s(8346)+1*s(8347)+2*s(8348)+1*s(8349)+1*s(8350)+2*s(8351)+1*s(8352)+1*s(8353)+3*s(8354)+2*s(8355)+1*s(8357)+1*s(8359)+1*s(8362)+1*s(8364)+1*s(8365)+2*s(8366)+1*s(8367)+1*s(8368)+2*s(8369)+1*s(8370)+1*s(8371)+2*s(8372)+2
  Such that:s(8317) =< A
s(8318) =< A+H
s(8319) =< A/2
s(8320) =< H+1
s(8321) =< H/2
s(8316) =< H/2+1/2
s(8322) =< s(8321)
s(8323) =< s(8317)
s(8323) =< s(8319)
s(8324) =< s(8320)
s(8325) =< s(8320)
s(8316) =< s(8320)
s(8326) =< s(8320)
s(8327) =< s(8317)
s(8316) =< s(8317)
s(8326) =< s(8317)
s(8328) =< s(8317)
s(8324) =< s(8318)
s(8329) =< s(8318)
s(8330) =< s(8319)
s(8328) =< s(8319)
s(8330) =< s(8323)
s(8328) =< s(8323)
s(8329) =< s(8320)
s(8329) =< s(8324)
s(8331) =< s(8324)*(1/2)
s(8332) =< s(8324)+1
s(8333) =< s(8317)
s(8334) =< s(8324)*(1/2)-1/2
s(8335) =< s(8324)*(1/2)
s(8336) =< s(8324)
s(8322) =< s(8324)*(1/2)-1/2
s(8331) =< s(8322)+1/2
s(8332) =< s(8322)*2+2
s(8334) =< s(8322)
s(8337) =< s(8327)*s(8329)
s(8338) =< s(8328)*s(8333)
s(8339) =< s(8328)*s(8335)
s(8340) =< s(8328)*s(8336)
s(8341) =< s(8330)*s(8322)
s(8342) =< s(8330)*s(8317)
s(8343) =< s(8330)*s(8324)
s(8344) =< s(8328)*s(8331)
s(8345) =< s(8328)*s(8332)
s(8339) =< s(8328)*s(8334)
s(8341) =< s(8343)*(1/2)
s(8346) =< s(8345)
s(8347) =< s(8345)
s(8348) =< s(8338)
s(8344) =< s(8338)
s(8346) =< s(8338)
s(8348) =< s(8317)
s(8344) =< s(8317)
s(8346) =< s(8317)
s(8349) =< s(8340)
s(8350) =< s(8340)
s(8339) =< s(8338)
s(8349) =< s(8338)
s(8339) =< s(8317)
s(8349) =< s(8317)
s(8351) =< s(8343)
s(8352) =< s(8343)
s(8353) =< s(8342)
s(8341) =< s(8342)
s(8352) =< s(8342)
s(8353) =< s(8317)
s(8341) =< s(8317)
s(8352) =< s(8317)
s(8354) =< s(8317)
s(8355) =< s(8319)
s(8354) =< s(8319)
s(8356) =< s(8354)*s(8333)
s(8357) =< s(8354)*s(8335)
s(8358) =< s(8354)*s(8336)
s(8359) =< s(8355)*s(8322)
s(8360) =< s(8355)*s(8317)
s(8361) =< s(8355)*s(8324)
s(8362) =< s(8354)*s(8331)
s(8363) =< s(8354)*s(8332)
s(8357) =< s(8354)*s(8334)
s(8359) =< s(8361)*(1/2)
s(8364) =< s(8363)
s(8365) =< s(8363)
s(8366) =< s(8356)
s(8362) =< s(8356)
s(8364) =< s(8356)
s(8366) =< s(8317)
s(8362) =< s(8317)
s(8364) =< s(8317)
s(8367) =< s(8358)
s(8368) =< s(8358)
s(8357) =< s(8356)
s(8367) =< s(8356)
s(8357) =< s(8317)
s(8367) =< s(8317)
s(8369) =< s(8361)
s(8370) =< s(8361)
s(8371) =< s(8360)
s(8359) =< s(8360)
s(8370) =< s(8360)
s(8371) =< s(8317)
s(8359) =< s(8317)
s(8370) =< s(8317)

  with precondition: [A>=2,C>=0,H>=2,A+C>=3] 

* Chain [294]: 2*s(8374)+2*s(8376)+2*s(8377)+3*s(8378)+1*s(8383)+1*s(8388)+1*s(8389)+2
  Such that:s(8382) =< -C+H+2
aux(1172) =< A
aux(1173) =< -C+H+1
aux(1174) =< -C/2+H/2+1/2
aux(1175) =< H/2
s(8374) =< aux(1174)
s(8374) =< aux(1175)
s(8376) =< aux(1173)
s(8377) =< aux(1173)
s(8378) =< aux(1172)
s(8374) =< aux(1172)
s(8376) =< aux(1172)
s(8383) =< aux(1174)
s(8388) =< s(8382)
s(8389) =< s(8382)
s(8388) =< aux(1173)
s(8389) =< aux(1173)
s(8383) =< aux(1172)
s(8388) =< aux(1172)

  with precondition: [A>=2,C>=0,H+1>=C] 

* Chain [293]: 2*s(8391)+7*s(8393)+3*s(8394)+4*s(8395)+1*s(8401)+1*s(8402)+1*s(8404)+1*s(8405)+2
  Such that:s(8396) =< -C+H+2
aux(1176) =< A
aux(1177) =< -C+H+1
aux(1178) =< -C/2+H/2+1/2
aux(1179) =< H/2
s(8391) =< aux(1178)
s(8391) =< aux(1179)
s(8393) =< aux(1177)
s(8394) =< aux(1177)
s(8395) =< aux(1176)
s(8391) =< aux(1176)
s(8394) =< aux(1176)
s(8401) =< aux(1178)
s(8402) =< aux(1178)
s(8401) =< aux(1177)
s(8404) =< s(8396)
s(8405) =< s(8396)
s(8404) =< aux(1177)
s(8405) =< aux(1177)
s(8401) =< aux(1176)
s(8404) =< aux(1176)
s(8402) =< aux(1176)

  with precondition: [A>=2,C>=0,H>=C] 

* Chain [292]: 6*s(8412)+2*s(8413)+2*s(8415)+2*s(8416)+2
  Such that:s(8411) =< A
s(8410) =< -C/2+H/2+1/2
aux(1180) =< -C+H+1
s(8412) =< aux(1180)
s(8413) =< s(8410)
s(8413) =< aux(1180)
s(8415) =< aux(1180)
s(8416) =< s(8411)
s(8413) =< s(8411)
s(8415) =< s(8411)

  with precondition: [A>=2,C>=0,H>=C+1] 

* Chain [291]: 1*s(8419)+5*s(8421)+1*s(8423)+1*s(8424)+2
  Such that:s(8420) =< A
s(8419) =< -C/2+H/2+1/2
aux(1181) =< -C+H+1
s(8421) =< aux(1181)
s(8419) =< aux(1181)
s(8423) =< aux(1181)
s(8424) =< s(8420)
s(8419) =< s(8420)
s(8423) =< s(8420)

  with precondition: [A>=2,C>=0,H>=C+2] 

* Chain [290]: 2*s(8441)+2*s(8447)+2*s(8448)+12*s(8449)+6*s(8450)+4*s(8452)+2*s(8459)+2*s(8461)+2*s(8463)+2*s(8466)+2*s(8468)+2*s(8469)+4*s(8470)+2*s(8471)+2*s(8472)+4*s(8473)+2*s(8474)+2*s(8475)+2*s(8501)+1
  Such that:aux(1182) =< A
aux(1183) =< A+H
aux(1184) =< A/2
aux(1185) =< H+1
aux(1186) =< H+2
aux(1187) =< H/2
aux(1188) =< H/2+1/2
s(8440) =< aux(1187)
s(8441) =< aux(1188)
s(8444) =< aux(1185)
s(8446) =< aux(1182)
s(8446) =< aux(1184)
s(8447) =< aux(1186)
s(8448) =< aux(1186)
s(8449) =< aux(1182)
s(8441) =< aux(1182)
s(8447) =< aux(1182)
s(8450) =< aux(1182)
s(8444) =< aux(1183)
s(8451) =< aux(1183)
s(8452) =< aux(1184)
s(8450) =< aux(1184)
s(8452) =< s(8446)
s(8450) =< s(8446)
s(8451) =< aux(1185)
s(8451) =< s(8444)
s(8453) =< s(8444)*(1/2)
s(8454) =< s(8444)+1
s(8455) =< aux(1182)
s(8456) =< s(8444)*(1/2)-1/2
s(8457) =< s(8444)*(1/2)
s(8458) =< s(8444)
s(8440) =< s(8444)*(1/2)-1/2
s(8453) =< s(8440)+1/2
s(8454) =< s(8440)*2+2
s(8456) =< s(8440)
s(8459) =< s(8449)*s(8451)
s(8460) =< s(8450)*s(8455)
s(8461) =< s(8450)*s(8457)
s(8462) =< s(8450)*s(8458)
s(8463) =< s(8452)*s(8440)
s(8464) =< s(8452)*aux(1182)
s(8465) =< s(8452)*s(8444)
s(8466) =< s(8450)*s(8453)
s(8467) =< s(8450)*s(8454)
s(8461) =< s(8450)*s(8456)
s(8463) =< s(8465)*(1/2)
s(8468) =< s(8467)
s(8469) =< s(8467)
s(8470) =< s(8460)
s(8466) =< s(8460)
s(8468) =< s(8460)
s(8470) =< aux(1182)
s(8466) =< aux(1182)
s(8468) =< aux(1182)
s(8471) =< s(8462)
s(8472) =< s(8462)
s(8461) =< s(8460)
s(8471) =< s(8460)
s(8461) =< aux(1182)
s(8471) =< aux(1182)
s(8473) =< s(8465)
s(8474) =< s(8465)
s(8475) =< s(8464)
s(8463) =< s(8464)
s(8474) =< s(8464)
s(8475) =< aux(1182)
s(8463) =< aux(1182)
s(8474) =< aux(1182)

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

* Chain [289]: 2*s(8514)+6*s(8519)+12*s(8520)+4*s(8522)+2*s(8529)+2*s(8531)+2*s(8533)+2*s(8536)+2*s(8538)+2*s(8539)+4*s(8540)+2*s(8541)+2*s(8542)+4*s(8543)+2*s(8544)+2*s(8545)+2*s(8546)+2*s(8547)+2*s(8548)+2
  Such that:s(8507) =< A
s(8509) =< A/2
s(8511) =< H+1
aux(1189) =< A+H
aux(1190) =< -C+H+1
aux(1191) =< -C/2+H/2
aux(1192) =< H/2
s(8514) =< aux(1191)
s(8515) =< s(8509)
s(8516) =< aux(1192)
s(8515) =< s(8507)
s(8518) =< s(8511)
s(8519) =< s(8507)
s(8520) =< s(8507)
s(8518) =< aux(1189)
s(8521) =< aux(1189)
s(8522) =< s(8515)
s(8519) =< s(8515)
s(8521) =< s(8511)
s(8521) =< s(8518)
s(8523) =< s(8518)*(1/2)
s(8524) =< s(8518)+1
s(8525) =< s(8507)
s(8526) =< s(8518)*(1/2)-1/2
s(8527) =< s(8518)*(1/2)
s(8528) =< s(8518)
s(8516) =< s(8518)*(1/2)-1/2
s(8523) =< s(8516)+1/2
s(8524) =< s(8516)*2+2
s(8526) =< s(8516)
s(8529) =< s(8520)*s(8521)
s(8530) =< s(8519)*s(8525)
s(8531) =< s(8519)*s(8527)
s(8532) =< s(8519)*s(8528)
s(8533) =< s(8522)*s(8516)
s(8534) =< s(8522)*s(8507)
s(8535) =< s(8522)*s(8518)
s(8536) =< s(8519)*s(8523)
s(8537) =< s(8519)*s(8524)
s(8531) =< s(8519)*s(8526)
s(8533) =< s(8535)*(1/2)
s(8538) =< s(8537)
s(8539) =< s(8537)
s(8540) =< s(8530)
s(8536) =< s(8530)
s(8538) =< s(8530)
s(8540) =< s(8507)
s(8536) =< s(8507)
s(8538) =< s(8507)
s(8541) =< s(8532)
s(8542) =< s(8532)
s(8531) =< s(8530)
s(8541) =< s(8530)
s(8531) =< s(8507)
s(8541) =< s(8507)
s(8543) =< s(8535)
s(8544) =< s(8535)
s(8545) =< s(8534)
s(8533) =< s(8534)
s(8544) =< s(8534)
s(8545) =< s(8507)
s(8533) =< s(8507)
s(8544) =< s(8507)
s(8546) =< aux(1190)
s(8547) =< aux(1190)
s(8514) =< s(8507)
s(8546) =< s(8507)

  with precondition: [A>=2,H+1>=0] 

* Chain [288]: 2*s(8554)+2*s(8555)+2*s(8556)+2*s(8557)+2
  Such that:s(8549) =< A
s(8551) =< -C+H+1
s(8552) =< -C/2+H/2+1/2
aux(1193) =< -C/2+H/2
s(8554) =< aux(1193)
s(8554) =< s(8552)
s(8555) =< s(8551)
s(8556) =< s(8551)
s(8557) =< s(8549)
s(8554) =< s(8549)
s(8555) =< s(8549)

  with precondition: [A>=2,H+1>=0,H+1>=C] 

* Chain [287]: 4*s(8573)+6*s(8578)+14*s(8579)+4*s(8581)+2*s(8588)+2*s(8590)+2*s(8592)+2*s(8595)+2*s(8597)+2*s(8598)+4*s(8599)+2*s(8600)+2*s(8601)+4*s(8602)+2*s(8603)+2*s(8604)+4*s(8605)+4*s(8606)+2*s(8610)+3
  Such that:s(8568) =< A/2
s(8570) =< H+1
aux(1194) =< A
aux(1195) =< A+H
aux(1196) =< -C+H
aux(1197) =< -C/2+H/2
aux(1198) =< H/2
s(8573) =< aux(1197)
s(8575) =< s(8568)
s(8576) =< aux(1198)
s(8575) =< aux(1194)
s(8577) =< s(8570)
s(8578) =< aux(1194)
s(8579) =< aux(1194)
s(8577) =< aux(1195)
s(8580) =< aux(1195)
s(8581) =< s(8575)
s(8578) =< s(8575)
s(8580) =< s(8570)
s(8580) =< s(8577)
s(8582) =< s(8577)*(1/2)
s(8583) =< s(8577)+1
s(8584) =< aux(1194)
s(8585) =< s(8577)*(1/2)-1/2
s(8586) =< s(8577)*(1/2)
s(8587) =< s(8577)
s(8576) =< s(8577)*(1/2)-1/2
s(8582) =< s(8576)+1/2
s(8583) =< s(8576)*2+2
s(8585) =< s(8576)
s(8588) =< s(8579)*s(8580)
s(8589) =< s(8578)*s(8584)
s(8590) =< s(8578)*s(8586)
s(8591) =< s(8578)*s(8587)
s(8592) =< s(8581)*s(8576)
s(8593) =< s(8581)*aux(1194)
s(8594) =< s(8581)*s(8577)
s(8595) =< s(8578)*s(8582)
s(8596) =< s(8578)*s(8583)
s(8590) =< s(8578)*s(8585)
s(8592) =< s(8594)*(1/2)
s(8597) =< s(8596)
s(8598) =< s(8596)
s(8599) =< s(8589)
s(8595) =< s(8589)
s(8597) =< s(8589)
s(8599) =< aux(1194)
s(8595) =< aux(1194)
s(8597) =< aux(1194)
s(8600) =< s(8591)
s(8601) =< s(8591)
s(8590) =< s(8589)
s(8600) =< s(8589)
s(8590) =< aux(1194)
s(8600) =< aux(1194)
s(8602) =< s(8594)
s(8603) =< s(8594)
s(8604) =< s(8593)
s(8592) =< s(8593)
s(8603) =< s(8593)
s(8604) =< aux(1194)
s(8592) =< aux(1194)
s(8603) =< aux(1194)
s(8605) =< aux(1196)
s(8606) =< aux(1196)
s(8573) =< aux(1194)
s(8605) =< aux(1194)

  with precondition: [A>=2,H+1>=0,H>=C] 

* Chain [286]: 4*s(8629)+2*s(8631)+2*s(8632)+12*s(8635)+6*s(8637)+18*s(8638)+4*s(8640)+2*s(8647)+2*s(8649)+2*s(8651)+2*s(8654)+2*s(8656)+2*s(8657)+4*s(8658)+2*s(8659)+2*s(8660)+4*s(8661)+2*s(8662)+2*s(8663)+6*s(8664)+2*s(8665)+2*s(8668)+2*s(8669)+2*s(8675)+3
  Such that:s(8623) =< A/2
s(8614) =< -C+H+1
s(8626) =< H+1
s(8624) =< H+2
aux(1199) =< A
aux(1200) =< A+H
aux(1201) =< -C+H
aux(1202) =< -C/2+H/2
aux(1203) =< H/2
s(8629) =< aux(1202)
s(8631) =< aux(1202)
s(8632) =< aux(1202)
s(8633) =< s(8623)
s(8632) =< aux(1203)
s(8634) =< aux(1203)
s(8635) =< aux(1201)
s(8633) =< aux(1199)
s(8636) =< s(8626)
s(8637) =< aux(1199)
s(8638) =< aux(1199)
s(8636) =< aux(1200)
s(8639) =< aux(1200)
s(8640) =< s(8633)
s(8637) =< s(8633)
s(8639) =< s(8626)
s(8639) =< s(8636)
s(8641) =< s(8636)*(1/2)
s(8642) =< s(8636)+1
s(8643) =< aux(1199)
s(8644) =< s(8636)*(1/2)-1/2
s(8645) =< s(8636)*(1/2)
s(8646) =< s(8636)
s(8634) =< s(8636)*(1/2)-1/2
s(8641) =< s(8634)+1/2
s(8642) =< s(8634)*2+2
s(8644) =< s(8634)
s(8647) =< s(8638)*s(8639)
s(8648) =< s(8637)*s(8643)
s(8649) =< s(8637)*s(8645)
s(8650) =< s(8637)*s(8646)
s(8651) =< s(8640)*s(8634)
s(8652) =< s(8640)*aux(1199)
s(8653) =< s(8640)*s(8636)
s(8654) =< s(8637)*s(8641)
s(8655) =< s(8637)*s(8642)
s(8649) =< s(8637)*s(8644)
s(8651) =< s(8653)*(1/2)
s(8656) =< s(8655)
s(8657) =< s(8655)
s(8658) =< s(8648)
s(8654) =< s(8648)
s(8656) =< s(8648)
s(8658) =< aux(1199)
s(8654) =< aux(1199)
s(8656) =< aux(1199)
s(8659) =< s(8650)
s(8660) =< s(8650)
s(8649) =< s(8648)
s(8659) =< s(8648)
s(8649) =< aux(1199)
s(8659) =< aux(1199)
s(8661) =< s(8653)
s(8662) =< s(8653)
s(8663) =< s(8652)
s(8651) =< s(8652)
s(8662) =< s(8652)
s(8663) =< aux(1199)
s(8651) =< aux(1199)
s(8662) =< aux(1199)
s(8664) =< aux(1201)
s(8631) =< aux(1199)
s(8664) =< aux(1199)
s(8665) =< aux(1201)
s(8629) =< aux(1201)
s(8666) =< aux(1201)
s(8665) =< s(8614)
s(8666) =< s(8614)
s(8667) =< s(8666)
s(8667) =< s(8624)
s(8668) =< s(8667)
s(8669) =< s(8667)
s(8629) =< aux(1199)
s(8668) =< aux(1199)
s(8632) =< aux(1201)
s(8632) =< aux(1199)

  with precondition: [A>=2,H+1>=0,H>=C+1] 

* Chain [285]: 4*s(8688)+2*s(8690)+2*s(8691)+2*s(8695)+2*s(8696)+24*s(8697)+12*s(8698)+8*s(8700)+4*s(8707)+4*s(8709)+4*s(8711)+4*s(8714)+4*s(8716)+4*s(8717)+8*s(8718)+4*s(8719)+4*s(8720)+8*s(8721)+4*s(8722)+4*s(8723)+2*s(8728)+2*s(8729)+4*s(8767)+3
  Such that:s(8679) =< -C+H
s(8684) =< H+1
s(8685) =< H+2
s(8687) =< H/2+1/2
aux(1204) =< A
aux(1205) =< A+H
aux(1206) =< A/2
aux(1207) =< H/2
s(8688) =< s(8679)
s(8689) =< aux(1207)
s(8690) =< s(8687)
s(8691) =< s(8687)
s(8693) =< s(8684)
s(8694) =< aux(1204)
s(8694) =< aux(1206)
s(8695) =< s(8685)
s(8696) =< s(8685)
s(8697) =< aux(1204)
s(8691) =< aux(1204)
s(8695) =< aux(1204)
s(8698) =< aux(1204)
s(8693) =< aux(1205)
s(8699) =< aux(1205)
s(8700) =< aux(1206)
s(8698) =< aux(1206)
s(8700) =< s(8694)
s(8698) =< s(8694)
s(8699) =< s(8684)
s(8699) =< s(8693)
s(8701) =< s(8693)*(1/2)
s(8702) =< s(8693)+1
s(8703) =< aux(1204)
s(8704) =< s(8693)*(1/2)-1/2
s(8705) =< s(8693)*(1/2)
s(8706) =< s(8693)
s(8689) =< s(8693)*(1/2)-1/2
s(8701) =< s(8689)+1/2
s(8702) =< s(8689)*2+2
s(8704) =< s(8689)
s(8707) =< s(8697)*s(8699)
s(8708) =< s(8698)*s(8703)
s(8709) =< s(8698)*s(8705)
s(8710) =< s(8698)*s(8706)
s(8711) =< s(8700)*s(8689)
s(8712) =< s(8700)*aux(1204)
s(8713) =< s(8700)*s(8693)
s(8714) =< s(8698)*s(8701)
s(8715) =< s(8698)*s(8702)
s(8709) =< s(8698)*s(8704)
s(8711) =< s(8713)*(1/2)
s(8716) =< s(8715)
s(8717) =< s(8715)
s(8718) =< s(8708)
s(8714) =< s(8708)
s(8716) =< s(8708)
s(8718) =< aux(1204)
s(8714) =< aux(1204)
s(8716) =< aux(1204)
s(8719) =< s(8710)
s(8720) =< s(8710)
s(8709) =< s(8708)
s(8719) =< s(8708)
s(8709) =< aux(1204)
s(8719) =< aux(1204)
s(8721) =< s(8713)
s(8722) =< s(8713)
s(8723) =< s(8712)
s(8711) =< s(8712)
s(8722) =< s(8712)
s(8723) =< aux(1204)
s(8711) =< aux(1204)
s(8722) =< aux(1204)
s(8690) =< aux(1207)
s(8728) =< s(8684)
s(8729) =< s(8684)
s(8690) =< aux(1204)
s(8728) =< aux(1204)

  with precondition: [A>=2,H+1>=0,H>=C+1,A+H>=2] 

* Chain [284]: 1*s(8777)+1*s(8778)+3*s(8783)+6*s(8784)+11*s(8785)+4*s(8787)+2*s(8794)+2*s(8796)+2*s(8798)+2*s(8801)+2*s(8803)+2*s(8804)+4*s(8805)+2*s(8806)+2*s(8807)+4*s(8808)+2*s(8809)+2*s(8810)+1*s(8811)+2*s(8812)+1*s(8814)+1*s(8815)+2*s(8816)+2
  Such that:s(8772) =< A
s(8773) =< A+H
s(8774) =< A/2
s(8775) =< H+1
s(8776) =< H/2
aux(1208) =< -C+H+1
aux(1209) =< -C/2+H/2
s(8777) =< aux(1209)
s(8778) =< aux(1209)
s(8779) =< s(8774)
s(8780) =< s(8776)
s(8779) =< s(8772)
s(8782) =< s(8775)
s(8783) =< s(8775)
s(8784) =< s(8772)
s(8785) =< s(8772)
s(8782) =< s(8773)
s(8786) =< s(8773)
s(8787) =< s(8779)
s(8784) =< s(8779)
s(8786) =< s(8775)
s(8786) =< s(8782)
s(8788) =< s(8782)*(1/2)
s(8789) =< s(8782)+1
s(8790) =< s(8772)
s(8791) =< s(8782)*(1/2)-1/2
s(8792) =< s(8782)*(1/2)
s(8793) =< s(8782)
s(8780) =< s(8782)*(1/2)-1/2
s(8788) =< s(8780)+1/2
s(8789) =< s(8780)*2+2
s(8791) =< s(8780)
s(8794) =< s(8785)*s(8786)
s(8795) =< s(8784)*s(8790)
s(8796) =< s(8784)*s(8792)
s(8797) =< s(8784)*s(8793)
s(8798) =< s(8787)*s(8780)
s(8799) =< s(8787)*s(8772)
s(8800) =< s(8787)*s(8782)
s(8801) =< s(8784)*s(8788)
s(8802) =< s(8784)*s(8789)
s(8796) =< s(8784)*s(8791)
s(8798) =< s(8800)*(1/2)
s(8803) =< s(8802)
s(8804) =< s(8802)
s(8805) =< s(8795)
s(8801) =< s(8795)
s(8803) =< s(8795)
s(8805) =< s(8772)
s(8801) =< s(8772)
s(8803) =< s(8772)
s(8806) =< s(8797)
s(8807) =< s(8797)
s(8796) =< s(8795)
s(8806) =< s(8795)
s(8796) =< s(8772)
s(8806) =< s(8772)
s(8808) =< s(8800)
s(8809) =< s(8800)
s(8810) =< s(8799)
s(8798) =< s(8799)
s(8809) =< s(8799)
s(8810) =< s(8772)
s(8798) =< s(8772)
s(8809) =< s(8772)
s(8811) =< aux(1208)
s(8812) =< aux(1208)
s(8777) =< s(8772)
s(8811) =< s(8772)
s(8813) =< s(8772)
s(8813) =< s(8773)
s(8814) =< aux(1208)
s(8815) =< s(8772)
s(8778) =< s(8772)
s(8814) =< s(8772)
s(8815) =< s(8813)
s(8778) =< s(8813)
s(8814) =< s(8813)

  with precondition: [A>=2,H>=0] 

* Chain [283]: 2*s(8830)+2*s(8831)+3*s(8835)+6*s(8836)+12*s(8837)+4*s(8839)+2*s(8846)+2*s(8848)+2*s(8850)+2*s(8853)+2*s(8855)+2*s(8856)+4*s(8857)+2*s(8858)+2*s(8859)+4*s(8860)+2*s(8861)+2*s(8862)+2*s(8863)+2*s(8864)+2*s(8865)+3*s(8866)+2*s(8867)+2*s(8868)+2*s(8869)+3
  Such that:s(8817) =< A
s(8818) =< A+H
s(8819) =< A/2
s(8821) =< -C+H+1
s(8826) =< H+1
s(8827) =< H/2
aux(1210) =< -C+H
aux(1211) =< -C/2+H/2
s(8828) =< s(8819)
s(8829) =< aux(1210)
s(8830) =< aux(1211)
s(8831) =< aux(1211)
s(8832) =< s(8827)
s(8833) =< s(8817)
s(8828) =< s(8817)
s(8833) =< s(8818)
s(8834) =< s(8826)
s(8835) =< s(8826)
s(8836) =< s(8817)
s(8837) =< s(8817)
s(8834) =< s(8818)
s(8838) =< s(8818)
s(8839) =< s(8828)
s(8836) =< s(8828)
s(8838) =< s(8826)
s(8838) =< s(8834)
s(8840) =< s(8834)*(1/2)
s(8841) =< s(8834)+1
s(8842) =< s(8817)
s(8843) =< s(8834)*(1/2)-1/2
s(8844) =< s(8834)*(1/2)
s(8845) =< s(8834)
s(8832) =< s(8834)*(1/2)-1/2
s(8840) =< s(8832)+1/2
s(8841) =< s(8832)*2+2
s(8843) =< s(8832)
s(8846) =< s(8837)*s(8838)
s(8847) =< s(8836)*s(8842)
s(8848) =< s(8836)*s(8844)
s(8849) =< s(8836)*s(8845)
s(8850) =< s(8839)*s(8832)
s(8851) =< s(8839)*s(8817)
s(8852) =< s(8839)*s(8834)
s(8853) =< s(8836)*s(8840)
s(8854) =< s(8836)*s(8841)
s(8848) =< s(8836)*s(8843)
s(8850) =< s(8852)*(1/2)
s(8855) =< s(8854)
s(8856) =< s(8854)
s(8857) =< s(8847)
s(8853) =< s(8847)
s(8855) =< s(8847)
s(8857) =< s(8817)
s(8853) =< s(8817)
s(8855) =< s(8817)
s(8858) =< s(8849)
s(8859) =< s(8849)
s(8848) =< s(8847)
s(8858) =< s(8847)
s(8848) =< s(8817)
s(8858) =< s(8817)
s(8860) =< s(8852)
s(8861) =< s(8852)
s(8862) =< s(8851)
s(8850) =< s(8851)
s(8861) =< s(8851)
s(8862) =< s(8817)
s(8850) =< s(8817)
s(8861) =< s(8817)
s(8863) =< aux(1210)
s(8864) =< aux(1210)
s(8865) =< s(8817)
s(8831) =< s(8817)
s(8863) =< s(8817)
s(8865) =< s(8833)
s(8831) =< s(8833)
s(8863) =< s(8833)
s(8830) =< s(8821)
s(8829) =< s(8821)
s(8866) =< s(8821)
s(8867) =< s(8821)
s(8868) =< s(8821)
s(8867) =< s(8829)
s(8868) =< s(8829)
s(8830) =< s(8817)
s(8867) =< s(8817)

  with precondition: [A>=2,H>=0,H>=C] 

* Chain [282]: 2*s(8880)+2*s(8881)+11*s(8882)+8*s(8885)+2*s(8886)+2*s(8887)+26*s(8888)+6*s(8889)+4*s(8891)+4*s(8898)+2*s(8900)+2*s(8902)+2*s(8905)+2*s(8907)+2*s(8908)+4*s(8909)+2*s(8910)+2*s(8911)+4*s(8912)+2*s(8913)+2*s(8914)+6*s(8916)+4*s(8917)+2*s(8919)+2*s(8921)+2*s(8924)+2*s(8926)+2*s(8927)+4*s(8928)+2*s(8929)+2*s(8930)+4*s(8931)+2*s(8932)+2*s(8933)+4*s(8934)+4*s(8935)+3
  Such that:s(8870) =< A
s(8871) =< A+H
s(8872) =< A/2
s(8877) =< H+1
s(8878) =< H/2
aux(1212) =< -C+H
aux(1213) =< -C/2+H/2
s(8879) =< s(8872)
s(8880) =< aux(1213)
s(8881) =< aux(1213)
s(8882) =< aux(1212)
s(8883) =< s(8878)
s(8879) =< s(8870)
s(8884) =< s(8877)
s(8885) =< s(8877)
s(8886) =< s(8878)
s(8887) =< s(8877)
s(8888) =< s(8870)
s(8886) =< s(8870)
s(8887) =< s(8870)
s(8889) =< s(8870)
s(8884) =< s(8871)
s(8890) =< s(8871)
s(8891) =< s(8872)
s(8889) =< s(8872)
s(8891) =< s(8879)
s(8889) =< s(8879)
s(8890) =< s(8877)
s(8890) =< s(8884)
s(8892) =< s(8884)*(1/2)
s(8893) =< s(8884)+1
s(8894) =< s(8870)
s(8895) =< s(8884)*(1/2)-1/2
s(8896) =< s(8884)*(1/2)
s(8897) =< s(8884)
s(8883) =< s(8884)*(1/2)-1/2
s(8892) =< s(8883)+1/2
s(8893) =< s(8883)*2+2
s(8895) =< s(8883)
s(8898) =< s(8888)*s(8890)
s(8899) =< s(8889)*s(8894)
s(8900) =< s(8889)*s(8896)
s(8901) =< s(8889)*s(8897)
s(8902) =< s(8891)*s(8883)
s(8903) =< s(8891)*s(8870)
s(8904) =< s(8891)*s(8884)
s(8905) =< s(8889)*s(8892)
s(8906) =< s(8889)*s(8893)
s(8900) =< s(8889)*s(8895)
s(8902) =< s(8904)*(1/2)
s(8907) =< s(8906)
s(8908) =< s(8906)
s(8909) =< s(8899)
s(8905) =< s(8899)
s(8907) =< s(8899)
s(8909) =< s(8870)
s(8905) =< s(8870)
s(8907) =< s(8870)
s(8910) =< s(8901)
s(8911) =< s(8901)
s(8900) =< s(8899)
s(8910) =< s(8899)
s(8900) =< s(8870)
s(8910) =< s(8870)
s(8912) =< s(8904)
s(8913) =< s(8904)
s(8914) =< s(8903)
s(8902) =< s(8903)
s(8913) =< s(8903)
s(8914) =< s(8870)
s(8902) =< s(8870)
s(8913) =< s(8870)
s(8916) =< s(8870)
s(8917) =< s(8879)
s(8916) =< s(8879)
s(8918) =< s(8916)*s(8894)
s(8919) =< s(8916)*s(8896)
s(8920) =< s(8916)*s(8897)
s(8921) =< s(8917)*s(8883)
s(8922) =< s(8917)*s(8870)
s(8923) =< s(8917)*s(8884)
s(8924) =< s(8916)*s(8892)
s(8925) =< s(8916)*s(8893)
s(8919) =< s(8916)*s(8895)
s(8921) =< s(8923)*(1/2)
s(8926) =< s(8925)
s(8927) =< s(8925)
s(8928) =< s(8918)
s(8924) =< s(8918)
s(8926) =< s(8918)
s(8928) =< s(8870)
s(8924) =< s(8870)
s(8926) =< s(8870)
s(8929) =< s(8920)
s(8930) =< s(8920)
s(8919) =< s(8918)
s(8929) =< s(8918)
s(8919) =< s(8870)
s(8929) =< s(8870)
s(8931) =< s(8923)
s(8932) =< s(8923)
s(8933) =< s(8922)
s(8921) =< s(8922)
s(8932) =< s(8922)
s(8933) =< s(8870)
s(8921) =< s(8870)
s(8932) =< s(8870)
s(8934) =< aux(1212)
s(8881) =< s(8870)
s(8934) =< s(8870)
s(8880) =< aux(1212)
s(8880) =< s(8870)

  with precondition: [A>=2,H>=0,H>=C+1] 

* Chain [281]: 2*s(8941)+14*s(8943)+6*s(8944)+4*s(8945)+3
  Such that:s(8940) =< H/2
aux(1214) =< A
aux(1215) =< -C+H
s(8941) =< s(8940)
s(8943) =< aux(1215)
s(8944) =< aux(1215)
s(8945) =< aux(1214)
s(8944) =< aux(1214)
s(8941) =< aux(1215)
s(8941) =< aux(1214)

  with precondition: [A>=2,H>=0,H>=C+2] 

* Chain [280]: 1*s(8952)+2*s(8957)+3*s(8958)+5*s(8959)+2*s(8961)+1*s(8968)+1*s(8970)+1*s(8972)+1*s(8975)+1*s(8977)+1*s(8978)+2*s(8979)+1*s(8980)+1*s(8981)+2*s(8982)+1*s(8983)+1*s(8984)+1*s(8985)+3
  Such that:s(8955) =< A
s(8950) =< A+H
s(8951) =< A/2
s(8952) =< -C+H
s(8953) =< H+1
s(8954) =< H/2
s(8956) =< s(8953)
s(8957) =< s(8953)
s(8958) =< s(8955)
s(8959) =< s(8955)
s(8956) =< s(8950)
s(8960) =< s(8950)
s(8961) =< s(8951)
s(8958) =< s(8951)
s(8960) =< s(8953)
s(8960) =< s(8956)
s(8962) =< s(8956)*(1/2)
s(8963) =< s(8956)+1
s(8964) =< s(8955)
s(8965) =< s(8956)*(1/2)-1/2
s(8966) =< s(8956)*(1/2)
s(8967) =< s(8956)
s(8954) =< s(8956)*(1/2)-1/2
s(8962) =< s(8954)+1/2
s(8963) =< s(8954)*2+2
s(8965) =< s(8954)
s(8968) =< s(8959)*s(8960)
s(8969) =< s(8958)*s(8964)
s(8970) =< s(8958)*s(8966)
s(8971) =< s(8958)*s(8967)
s(8972) =< s(8961)*s(8954)
s(8973) =< s(8961)*s(8955)
s(8974) =< s(8961)*s(8956)
s(8975) =< s(8958)*s(8962)
s(8976) =< s(8958)*s(8963)
s(8970) =< s(8958)*s(8965)
s(8972) =< s(8974)*(1/2)
s(8977) =< s(8976)
s(8978) =< s(8976)
s(8979) =< s(8969)
s(8975) =< s(8969)
s(8977) =< s(8969)
s(8979) =< s(8955)
s(8975) =< s(8955)
s(8977) =< s(8955)
s(8980) =< s(8971)
s(8981) =< s(8971)
s(8970) =< s(8969)
s(8980) =< s(8969)
s(8970) =< s(8955)
s(8980) =< s(8955)
s(8982) =< s(8974)
s(8983) =< s(8974)
s(8984) =< s(8973)
s(8972) =< s(8973)
s(8983) =< s(8973)
s(8984) =< s(8955)
s(8972) =< s(8955)
s(8983) =< s(8955)

  with precondition: [A>=2,H>=1,H>=C+1] 

* Chain [279]: 3*s(8987)+3
  Such that:s(8986) =< -C+H
s(8987) =< s(8986)

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

* Chain [278]: 1*s(8990)+2*s(8995)+3*s(8996)+5*s(8997)+2*s(8999)+1*s(9006)+1*s(9008)+1*s(9010)+1*s(9013)+1*s(9015)+1*s(9016)+2*s(9017)+1*s(9018)+1*s(9019)+2*s(9020)+1*s(9021)+1*s(9022)+1*s(9023)+3
  Such that:s(8993) =< A
s(8988) =< A+H
s(8989) =< A/2
s(8990) =< -C+H
s(8991) =< H+1
s(8992) =< H/2
s(8994) =< s(8991)
s(8995) =< s(8991)
s(8996) =< s(8993)
s(8997) =< s(8993)
s(8994) =< s(8988)
s(8998) =< s(8988)
s(8999) =< s(8989)
s(8996) =< s(8989)
s(8998) =< s(8991)
s(8998) =< s(8994)
s(9000) =< s(8994)*(1/2)
s(9001) =< s(8994)+1
s(9002) =< s(8993)
s(9003) =< s(8994)*(1/2)-1/2
s(9004) =< s(8994)*(1/2)
s(9005) =< s(8994)
s(8992) =< s(8994)*(1/2)-1/2
s(9000) =< s(8992)+1/2
s(9001) =< s(8992)*2+2
s(9003) =< s(8992)
s(9006) =< s(8997)*s(8998)
s(9007) =< s(8996)*s(9002)
s(9008) =< s(8996)*s(9004)
s(9009) =< s(8996)*s(9005)
s(9010) =< s(8999)*s(8992)
s(9011) =< s(8999)*s(8993)
s(9012) =< s(8999)*s(8994)
s(9013) =< s(8996)*s(9000)
s(9014) =< s(8996)*s(9001)
s(9008) =< s(8996)*s(9003)
s(9010) =< s(9012)*(1/2)
s(9015) =< s(9014)
s(9016) =< s(9014)
s(9017) =< s(9007)
s(9013) =< s(9007)
s(9015) =< s(9007)
s(9017) =< s(8993)
s(9013) =< s(8993)
s(9015) =< s(8993)
s(9018) =< s(9009)
s(9019) =< s(9009)
s(9008) =< s(9007)
s(9018) =< s(9007)
s(9008) =< s(8993)
s(9018) =< s(8993)
s(9020) =< s(9012)
s(9021) =< s(9012)
s(9022) =< s(9011)
s(9010) =< s(9011)
s(9021) =< s(9011)
s(9022) =< s(8993)
s(9010) =< s(8993)
s(9021) =< s(8993)

  with precondition: [A>=2,H>=2,H>=C+1] 

* Chain [277]: 3*s(9025)+3
  Such that:s(9024) =< -C+H
s(9025) =< s(9024)

  with precondition: [A>=2,H>=2,H>=C+4] 

* Chain [276]: 6*s(9030)+9*s(9052)+21*s(9053)+6*s(9055)+3*s(9062)+3*s(9064)+3*s(9066)+3*s(9069)+3*s(9071)+3*s(9072)+6*s(9073)+3*s(9074)+3*s(9075)+6*s(9076)+3*s(9077)+3*s(9078)+5*s(9079)+5*s(9080)+1*s(9103)+1*s(9104)+3*s(9108)+2
  Such that:s(9036) =< A/2
s(9027) =< -C+H+1
aux(1216) =< A
aux(1217) =< A+H
aux(1218) =< -C+H
aux(1219) =< -C/2+H/2
aux(1220) =< H+1
aux(1221) =< H/2
s(9032) =< aux(1217)
s(9030) =< aux(1219)
s(9044) =< s(9036)
s(9047) =< aux(1221)
s(9044) =< aux(1216)
s(9051) =< aux(1220)
s(9052) =< aux(1216)
s(9053) =< aux(1216)
s(9051) =< s(9032)
s(9054) =< s(9032)
s(9055) =< s(9044)
s(9052) =< s(9044)
s(9054) =< aux(1220)
s(9054) =< s(9051)
s(9056) =< s(9051)*(1/2)
s(9057) =< s(9051)+1
s(9058) =< aux(1216)
s(9059) =< s(9051)*(1/2)-1/2
s(9060) =< s(9051)*(1/2)
s(9061) =< s(9051)
s(9047) =< s(9051)*(1/2)-1/2
s(9056) =< s(9047)+1/2
s(9057) =< s(9047)*2+2
s(9059) =< s(9047)
s(9062) =< s(9053)*s(9054)
s(9063) =< s(9052)*s(9058)
s(9064) =< s(9052)*s(9060)
s(9065) =< s(9052)*s(9061)
s(9066) =< s(9055)*s(9047)
s(9067) =< s(9055)*aux(1216)
s(9068) =< s(9055)*s(9051)
s(9069) =< s(9052)*s(9056)
s(9070) =< s(9052)*s(9057)
s(9064) =< s(9052)*s(9059)
s(9066) =< s(9068)*(1/2)
s(9071) =< s(9070)
s(9072) =< s(9070)
s(9073) =< s(9063)
s(9069) =< s(9063)
s(9071) =< s(9063)
s(9073) =< aux(1216)
s(9069) =< aux(1216)
s(9071) =< aux(1216)
s(9074) =< s(9065)
s(9075) =< s(9065)
s(9064) =< s(9063)
s(9074) =< s(9063)
s(9064) =< aux(1216)
s(9074) =< aux(1216)
s(9076) =< s(9068)
s(9077) =< s(9068)
s(9078) =< s(9067)
s(9066) =< s(9067)
s(9077) =< s(9067)
s(9078) =< aux(1216)
s(9066) =< aux(1216)
s(9077) =< aux(1216)
s(9079) =< aux(1218)
s(9080) =< aux(1218)
s(9030) =< aux(1216)
s(9079) =< aux(1216)
s(9103) =< s(9027)
s(9104) =< s(9027)
s(9103) =< aux(1218)
s(9104) =< aux(1218)
s(9103) =< aux(1216)

  with precondition: [A>=2,H>=C] 

* Chain [275]: 1*s(9111)+6*s(9127)+12*s(9130)+9*s(9135)+22*s(9136)+6*s(9138)+3*s(9145)+3*s(9147)+3*s(9149)+3*s(9152)+3*s(9154)+3*s(9155)+6*s(9156)+3*s(9157)+3*s(9158)+6*s(9159)+3*s(9160)+3*s(9161)+6*s(9162)+1*s(9186)+1*s(9187)+3*s(9190)+2
  Such that:s(9117) =< A/2
s(9110) =< -C+H+1
aux(1222) =< A
aux(1223) =< A+H
aux(1224) =< -C+H
aux(1225) =< -C/2+H/2
aux(1226) =< H+1
aux(1227) =< H/2
s(9113) =< aux(1223)
s(9111) =< aux(1225)
s(9126) =< s(9117)
s(9127) =< aux(1225)
s(9129) =< aux(1227)
s(9126) =< aux(1222)
s(9130) =< aux(1224)
s(9134) =< aux(1226)
s(9135) =< aux(1222)
s(9136) =< aux(1222)
s(9134) =< s(9113)
s(9137) =< s(9113)
s(9138) =< s(9126)
s(9135) =< s(9126)
s(9137) =< aux(1226)
s(9137) =< s(9134)
s(9139) =< s(9134)*(1/2)
s(9140) =< s(9134)+1
s(9141) =< aux(1222)
s(9142) =< s(9134)*(1/2)-1/2
s(9143) =< s(9134)*(1/2)
s(9144) =< s(9134)
s(9129) =< s(9134)*(1/2)-1/2
s(9139) =< s(9129)+1/2
s(9140) =< s(9129)*2+2
s(9142) =< s(9129)
s(9145) =< s(9136)*s(9137)
s(9146) =< s(9135)*s(9141)
s(9147) =< s(9135)*s(9143)
s(9148) =< s(9135)*s(9144)
s(9149) =< s(9138)*s(9129)
s(9150) =< s(9138)*aux(1222)
s(9151) =< s(9138)*s(9134)
s(9152) =< s(9135)*s(9139)
s(9153) =< s(9135)*s(9140)
s(9147) =< s(9135)*s(9142)
s(9149) =< s(9151)*(1/2)
s(9154) =< s(9153)
s(9155) =< s(9153)
s(9156) =< s(9146)
s(9152) =< s(9146)
s(9154) =< s(9146)
s(9156) =< aux(1222)
s(9152) =< aux(1222)
s(9154) =< aux(1222)
s(9157) =< s(9148)
s(9158) =< s(9148)
s(9147) =< s(9146)
s(9157) =< s(9146)
s(9147) =< aux(1222)
s(9157) =< aux(1222)
s(9159) =< s(9151)
s(9160) =< s(9151)
s(9161) =< s(9150)
s(9149) =< s(9150)
s(9160) =< s(9150)
s(9161) =< aux(1222)
s(9149) =< aux(1222)
s(9160) =< aux(1222)
s(9162) =< aux(1224)
s(9127) =< aux(1222)
s(9162) =< aux(1222)
s(9111) =< aux(1224)
s(9186) =< s(9110)
s(9187) =< s(9110)
s(9186) =< aux(1224)
s(9187) =< aux(1224)
s(9111) =< aux(1222)
s(9186) =< aux(1222)

  with precondition: [A>=2,H>=C+1] 

* Chain [274]: 2*s(9194)+4*s(9195)+2*s(9196)+2*s(9197)+1
  Such that:s(9193) =< A
s(9191) =< -C+H
s(9192) =< -C/2+H/2
s(9194) =< s(9192)
s(9194) =< s(9191)
s(9195) =< s(9191)
s(9196) =< s(9191)
s(9197) =< s(9193)
s(9194) =< s(9193)
s(9196) =< s(9193)

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

* Chain [273]: 1*s(9198)+3*s(9201)+1*s(9202)+1*s(9203)+1
  Such that:s(9200) =< A
s(9199) =< -C+H
s(9198) =< -C/2+H/2
s(9201) =< s(9199)
s(9198) =< s(9199)
s(9202) =< s(9199)
s(9203) =< s(9200)
s(9198) =< s(9200)
s(9202) =< s(9200)

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

* Chain [272]: 4*s(9210)+2*s(9230)+2*s(9234)+2*s(9241)+2*s(9242)+18*s(9243)+6*s(9244)+4*s(9246)+2*s(9253)+2*s(9255)+2*s(9257)+2*s(9260)+2*s(9262)+2*s(9263)+4*s(9264)+2*s(9265)+2*s(9266)+4*s(9267)+2*s(9268)+2*s(9269)+4*s(9270)+4*s(9271)+2*s(9306)+2*s(9307)+2*s(9313)+1
  Such that:s(9215) =< -C/2+H/2+1/2
aux(1228) =< A
aux(1229) =< A+H
aux(1230) =< A/2
aux(1231) =< -C+H+1
aux(1232) =< -C+H+2
aux(1233) =< -C/2+H/2
aux(1234) =< H+1
aux(1235) =< H+2
aux(1236) =< H/2
aux(1237) =< H/2+1/2
s(9205) =< aux(1229)
s(9207) =< aux(1230)
s(9208) =< aux(1232)
s(9210) =< aux(1233)
s(9230) =< s(9215)
s(9232) =< aux(1236)
s(9230) =< aux(1237)
s(9234) =< aux(1237)
s(9207) =< aux(1228)
s(9238) =< aux(1234)
s(9240) =< aux(1228)
s(9240) =< s(9207)
s(9241) =< aux(1235)
s(9242) =< aux(1235)
s(9243) =< aux(1228)
s(9234) =< aux(1228)
s(9241) =< aux(1228)
s(9244) =< aux(1228)
s(9238) =< s(9205)
s(9245) =< s(9205)
s(9246) =< s(9207)
s(9244) =< s(9207)
s(9246) =< s(9240)
s(9244) =< s(9240)
s(9245) =< aux(1234)
s(9245) =< s(9238)
s(9247) =< s(9238)*(1/2)
s(9248) =< s(9238)+1
s(9249) =< aux(1228)
s(9250) =< s(9238)*(1/2)-1/2
s(9251) =< s(9238)*(1/2)
s(9252) =< s(9238)
s(9232) =< s(9238)*(1/2)-1/2
s(9247) =< s(9232)+1/2
s(9248) =< s(9232)*2+2
s(9250) =< s(9232)
s(9253) =< s(9243)*s(9245)
s(9254) =< s(9244)*s(9249)
s(9255) =< s(9244)*s(9251)
s(9256) =< s(9244)*s(9252)
s(9257) =< s(9246)*s(9232)
s(9258) =< s(9246)*aux(1228)
s(9259) =< s(9246)*s(9238)
s(9260) =< s(9244)*s(9247)
s(9261) =< s(9244)*s(9248)
s(9255) =< s(9244)*s(9250)
s(9257) =< s(9259)*(1/2)
s(9262) =< s(9261)
s(9263) =< s(9261)
s(9264) =< s(9254)
s(9260) =< s(9254)
s(9262) =< s(9254)
s(9264) =< aux(1228)
s(9260) =< aux(1228)
s(9262) =< aux(1228)
s(9265) =< s(9256)
s(9266) =< s(9256)
s(9255) =< s(9254)
s(9265) =< s(9254)
s(9255) =< aux(1228)
s(9265) =< aux(1228)
s(9267) =< s(9259)
s(9268) =< s(9259)
s(9269) =< s(9258)
s(9257) =< s(9258)
s(9268) =< s(9258)
s(9269) =< aux(1228)
s(9257) =< aux(1228)
s(9268) =< aux(1228)
s(9270) =< aux(1231)
s(9271) =< aux(1231)
s(9210) =< aux(1228)
s(9270) =< aux(1228)
s(9208) =< aux(1235)
s(9305) =< s(9208)
s(9305) =< aux(1235)
s(9306) =< s(9305)
s(9307) =< s(9305)
s(9230) =< aux(1228)
s(9306) =< aux(1228)

  with precondition: [A>=3] 

* Chain [271]: 1*s(9323)+1*s(9324)+2*s(9325)+1*s(9326)+1*s(9327)+7*s(9328)+1*s(9329)+3*s(9330)+2*s(9332)+1*s(9339)+1*s(9341)+1*s(9343)+1*s(9346)+1*s(9348)+1*s(9349)+2*s(9350)+1*s(9351)+1*s(9352)+2*s(9353)+1*s(9354)+1*s(9355)+1*s(9356)+3
  Such that:s(9320) =< A
s(9314) =< A+H
s(9315) =< A/2
s(9316) =< H+1
s(9317) =< H+2
s(9318) =< H/2
s(9319) =< H/2+1/2
s(9321) =< s(9320)
s(9321) =< s(9315)
s(9322) =< s(9316)
s(9323) =< s(9319)
s(9324) =< s(9319)
s(9323) =< s(9316)
s(9325) =< s(9316)
s(9326) =< s(9317)
s(9327) =< s(9317)
s(9326) =< s(9316)
s(9327) =< s(9316)
s(9328) =< s(9320)
s(9323) =< s(9320)
s(9326) =< s(9320)
s(9329) =< s(9316)
s(9324) =< s(9320)
s(9329) =< s(9320)
s(9330) =< s(9320)
s(9322) =< s(9314)
s(9331) =< s(9314)
s(9332) =< s(9315)
s(9330) =< s(9315)
s(9332) =< s(9321)
s(9330) =< s(9321)
s(9331) =< s(9316)
s(9331) =< s(9322)
s(9333) =< s(9322)*(1/2)
s(9334) =< s(9322)+1
s(9335) =< s(9320)
s(9336) =< s(9322)*(1/2)-1/2
s(9337) =< s(9322)*(1/2)
s(9338) =< s(9322)
s(9318) =< s(9322)*(1/2)-1/2
s(9333) =< s(9318)+1/2
s(9334) =< s(9318)*2+2
s(9336) =< s(9318)
s(9339) =< s(9328)*s(9331)
s(9340) =< s(9330)*s(9335)
s(9341) =< s(9330)*s(9337)
s(9342) =< s(9330)*s(9338)
s(9343) =< s(9332)*s(9318)
s(9344) =< s(9332)*s(9320)
s(9345) =< s(9332)*s(9322)
s(9346) =< s(9330)*s(9333)
s(9347) =< s(9330)*s(9334)
s(9341) =< s(9330)*s(9336)
s(9343) =< s(9345)*(1/2)
s(9348) =< s(9347)
s(9349) =< s(9347)
s(9350) =< s(9340)
s(9346) =< s(9340)
s(9348) =< s(9340)
s(9350) =< s(9320)
s(9346) =< s(9320)
s(9348) =< s(9320)
s(9351) =< s(9342)
s(9352) =< s(9342)
s(9341) =< s(9340)
s(9351) =< s(9340)
s(9341) =< s(9320)
s(9351) =< s(9320)
s(9353) =< s(9345)
s(9354) =< s(9345)
s(9355) =< s(9344)
s(9343) =< s(9344)
s(9354) =< s(9344)
s(9355) =< s(9320)
s(9343) =< s(9320)
s(9354) =< s(9320)

  with precondition: [A>=3,C+1>=0,H>=0,H>=C,A+C>=3] 

* Chain [270]: 2*s(9365)+4*s(9366)+2*s(9367)+7*s(9368)+3*s(9369)+2*s(9371)+1*s(9378)+1*s(9380)+1*s(9382)+1*s(9385)+1*s(9387)+1*s(9388)+2*s(9389)+1*s(9390)+1*s(9391)+2*s(9392)+1*s(9393)+1*s(9394)+1*s(9395)+3
  Such that:s(9362) =< A
s(9357) =< A+H
s(9358) =< A/2
s(9359) =< H+1
s(9360) =< H/2
s(9361) =< H/2+1/2
s(9363) =< s(9362)
s(9363) =< s(9358)
s(9364) =< s(9359)
s(9365) =< s(9361)
s(9365) =< s(9359)
s(9366) =< s(9359)
s(9367) =< s(9359)
s(9368) =< s(9362)
s(9365) =< s(9362)
s(9367) =< s(9362)
s(9369) =< s(9362)
s(9364) =< s(9357)
s(9370) =< s(9357)
s(9371) =< s(9358)
s(9369) =< s(9358)
s(9371) =< s(9363)
s(9369) =< s(9363)
s(9370) =< s(9359)
s(9370) =< s(9364)
s(9372) =< s(9364)*(1/2)
s(9373) =< s(9364)+1
s(9374) =< s(9362)
s(9375) =< s(9364)*(1/2)-1/2
s(9376) =< s(9364)*(1/2)
s(9377) =< s(9364)
s(9360) =< s(9364)*(1/2)-1/2
s(9372) =< s(9360)+1/2
s(9373) =< s(9360)*2+2
s(9375) =< s(9360)
s(9378) =< s(9368)*s(9370)
s(9379) =< s(9369)*s(9374)
s(9380) =< s(9369)*s(9376)
s(9381) =< s(9369)*s(9377)
s(9382) =< s(9371)*s(9360)
s(9383) =< s(9371)*s(9362)
s(9384) =< s(9371)*s(9364)
s(9385) =< s(9369)*s(9372)
s(9386) =< s(9369)*s(9373)
s(9380) =< s(9369)*s(9375)
s(9382) =< s(9384)*(1/2)
s(9387) =< s(9386)
s(9388) =< s(9386)
s(9389) =< s(9379)
s(9385) =< s(9379)
s(9387) =< s(9379)
s(9389) =< s(9362)
s(9385) =< s(9362)
s(9387) =< s(9362)
s(9390) =< s(9381)
s(9391) =< s(9381)
s(9380) =< s(9379)
s(9390) =< s(9379)
s(9380) =< s(9362)
s(9390) =< s(9362)
s(9392) =< s(9384)
s(9393) =< s(9384)
s(9394) =< s(9383)
s(9382) =< s(9383)
s(9393) =< s(9383)
s(9394) =< s(9362)
s(9382) =< s(9362)
s(9393) =< s(9362)

  with precondition: [A>=3,C+1>=0,H>=1,H>=C,A+C>=3] 

* Chain [269]: 1*s(9400)+3*s(9404)+1*s(9405)+6*s(9406)+3*s(9407)+2*s(9409)+1*s(9416)+1*s(9418)+1*s(9420)+1*s(9423)+1*s(9425)+1*s(9426)+2*s(9427)+1*s(9428)+1*s(9429)+2*s(9430)+1*s(9431)+1*s(9432)+1*s(9433)+3
  Such that:s(9401) =< A
s(9396) =< A+H
s(9397) =< A/2
s(9398) =< H+1
s(9399) =< H/2
s(9400) =< H/2+1/2
s(9402) =< s(9401)
s(9402) =< s(9397)
s(9403) =< s(9398)
s(9404) =< s(9398)
s(9400) =< s(9398)
s(9405) =< s(9398)
s(9406) =< s(9401)
s(9400) =< s(9401)
s(9405) =< s(9401)
s(9407) =< s(9401)
s(9403) =< s(9396)
s(9408) =< s(9396)
s(9409) =< s(9397)
s(9407) =< s(9397)
s(9409) =< s(9402)
s(9407) =< s(9402)
s(9408) =< s(9398)
s(9408) =< s(9403)
s(9410) =< s(9403)*(1/2)
s(9411) =< s(9403)+1
s(9412) =< s(9401)
s(9413) =< s(9403)*(1/2)-1/2
s(9414) =< s(9403)*(1/2)
s(9415) =< s(9403)
s(9399) =< s(9403)*(1/2)-1/2
s(9410) =< s(9399)+1/2
s(9411) =< s(9399)*2+2
s(9413) =< s(9399)
s(9416) =< s(9406)*s(9408)
s(9417) =< s(9407)*s(9412)
s(9418) =< s(9407)*s(9414)
s(9419) =< s(9407)*s(9415)
s(9420) =< s(9409)*s(9399)
s(9421) =< s(9409)*s(9401)
s(9422) =< s(9409)*s(9403)
s(9423) =< s(9407)*s(9410)
s(9424) =< s(9407)*s(9411)
s(9418) =< s(9407)*s(9413)
s(9420) =< s(9422)*(1/2)
s(9425) =< s(9424)
s(9426) =< s(9424)
s(9427) =< s(9417)
s(9423) =< s(9417)
s(9425) =< s(9417)
s(9427) =< s(9401)
s(9423) =< s(9401)
s(9425) =< s(9401)
s(9428) =< s(9419)
s(9429) =< s(9419)
s(9418) =< s(9417)
s(9428) =< s(9417)
s(9418) =< s(9401)
s(9428) =< s(9401)
s(9430) =< s(9422)
s(9431) =< s(9422)
s(9432) =< s(9421)
s(9420) =< s(9421)
s(9431) =< s(9421)
s(9432) =< s(9401)
s(9420) =< s(9401)
s(9431) =< s(9401)

  with precondition: [A>=3,C+1>=0,H>=2,H>=C,A+C>=3] 

* Chain [268]: 1*s(9436)+1*s(9438)+1*s(9439)+1*s(9440)+2
  Such that:s(9437) =< A
s(9434) =< -C+H
s(9435) =< -C+H+1
s(9436) =< -C/2+H/2
s(9438) =< s(9435)
s(9439) =< s(9435)
s(9438) =< s(9434)
s(9439) =< s(9434)
s(9440) =< s(9437)
s(9436) =< s(9437)
s(9438) =< s(9437)

  with precondition: [A>=3,C+1>=0,H>=C] 

* Chain [267]: 1*s(9446)+1*s(9450)+1*s(9451)+6*s(9452)+3*s(9453)+2*s(9455)+1*s(9462)+1*s(9464)+1*s(9466)+1*s(9469)+1*s(9471)+1*s(9472)+2*s(9473)+1*s(9474)+1*s(9475)+2*s(9476)+1*s(9477)+1*s(9478)+1*s(9479)+2
  Such that:s(9447) =< A
s(9441) =< A+H
s(9442) =< A/2
s(9444) =< H+1
s(9445) =< H+2
s(9443) =< H/2
s(9446) =< H/2+1/2
s(9448) =< s(9447)
s(9448) =< s(9442)
s(9449) =< s(9444)
s(9450) =< s(9445)
s(9451) =< s(9445)
s(9450) =< s(9444)
s(9451) =< s(9444)
s(9452) =< s(9447)
s(9446) =< s(9447)
s(9450) =< s(9447)
s(9453) =< s(9447)
s(9449) =< s(9441)
s(9454) =< s(9441)
s(9455) =< s(9442)
s(9453) =< s(9442)
s(9455) =< s(9448)
s(9453) =< s(9448)
s(9454) =< s(9444)
s(9454) =< s(9449)
s(9456) =< s(9449)*(1/2)
s(9457) =< s(9449)+1
s(9458) =< s(9447)
s(9459) =< s(9449)*(1/2)-1/2
s(9460) =< s(9449)*(1/2)
s(9461) =< s(9449)
s(9443) =< s(9449)*(1/2)-1/2
s(9456) =< s(9443)+1/2
s(9457) =< s(9443)*2+2
s(9459) =< s(9443)
s(9462) =< s(9452)*s(9454)
s(9463) =< s(9453)*s(9458)
s(9464) =< s(9453)*s(9460)
s(9465) =< s(9453)*s(9461)
s(9466) =< s(9455)*s(9443)
s(9467) =< s(9455)*s(9447)
s(9468) =< s(9455)*s(9449)
s(9469) =< s(9453)*s(9456)
s(9470) =< s(9453)*s(9457)
s(9464) =< s(9453)*s(9459)
s(9466) =< s(9468)*(1/2)
s(9471) =< s(9470)
s(9472) =< s(9470)
s(9473) =< s(9463)
s(9469) =< s(9463)
s(9471) =< s(9463)
s(9473) =< s(9447)
s(9469) =< s(9447)
s(9471) =< s(9447)
s(9474) =< s(9465)
s(9475) =< s(9465)
s(9464) =< s(9463)
s(9474) =< s(9463)
s(9464) =< s(9447)
s(9474) =< s(9447)
s(9476) =< s(9468)
s(9477) =< s(9468)
s(9478) =< s(9467)
s(9466) =< s(9467)
s(9477) =< s(9467)
s(9478) =< s(9447)
s(9466) =< s(9447)
s(9477) =< s(9447)

  with precondition: [A>=3,C+1>=0,H>=C,A+C>=3] 

* Chain [266]: 1*s(9484)+1*s(9485)+2*s(9486)+1*s(9487)+1*s(9488)+2*s(9489)+1*s(9490)+3
  Such that:s(9483) =< A
s(9480) =< -C+H
s(9481) =< -C+H+1
s(9482) =< -C/2+H/2
s(9484) =< s(9482)
s(9485) =< s(9482)
s(9484) =< s(9480)
s(9486) =< s(9480)
s(9487) =< s(9481)
s(9488) =< s(9481)
s(9487) =< s(9480)
s(9488) =< s(9480)
s(9489) =< s(9483)
s(9484) =< s(9483)
s(9487) =< s(9483)
s(9490) =< s(9480)
s(9485) =< s(9483)
s(9490) =< s(9483)

  with precondition: [A>=3,C+1>=0,H>=C+1] 

* Chain [265]: 2*s(9494)+4*s(9495)+2*s(9496)+2*s(9497)+3
  Such that:s(9493) =< A
s(9491) =< -C+H
s(9492) =< -C/2+H/2
s(9494) =< s(9492)
s(9494) =< s(9491)
s(9495) =< s(9491)
s(9496) =< s(9491)
s(9497) =< s(9493)
s(9494) =< s(9493)
s(9496) =< s(9493)

  with precondition: [A>=3,C+1>=0,H>=C+2] 

* Chain [264]: 1*s(9499)+3*s(9501)+1*s(9502)+1*s(9503)+3
  Such that:s(9500) =< A
s(9498) =< -C+H
s(9499) =< -C/2+H/2
s(9501) =< s(9498)
s(9499) =< s(9498)
s(9502) =< s(9498)
s(9503) =< s(9500)
s(9499) =< s(9500)
s(9502) =< s(9500)

  with precondition: [A>=3,C+1>=0,H>=C+3] 

* Chain [263]: 1*s(9509)+1*s(9513)+1*s(9514)+6*s(9515)+3*s(9516)+2*s(9518)+1*s(9525)+1*s(9527)+1*s(9529)+1*s(9532)+1*s(9534)+1*s(9535)+2*s(9536)+1*s(9537)+1*s(9538)+2*s(9539)+1*s(9540)+1*s(9541)+1*s(9542)+1
  Such that:s(9510) =< A
s(9504) =< A+H
s(9505) =< A/2
s(9507) =< H+1
s(9508) =< H+2
s(9506) =< H/2
s(9509) =< H/2+1/2
s(9511) =< s(9510)
s(9511) =< s(9505)
s(9512) =< s(9507)
s(9513) =< s(9508)
s(9514) =< s(9508)
s(9513) =< s(9507)
s(9514) =< s(9507)
s(9515) =< s(9510)
s(9509) =< s(9510)
s(9513) =< s(9510)
s(9516) =< s(9510)
s(9512) =< s(9504)
s(9517) =< s(9504)
s(9518) =< s(9505)
s(9516) =< s(9505)
s(9518) =< s(9511)
s(9516) =< s(9511)
s(9517) =< s(9507)
s(9517) =< s(9512)
s(9519) =< s(9512)*(1/2)
s(9520) =< s(9512)+1
s(9521) =< s(9510)
s(9522) =< s(9512)*(1/2)-1/2
s(9523) =< s(9512)*(1/2)
s(9524) =< s(9512)
s(9506) =< s(9512)*(1/2)-1/2
s(9519) =< s(9506)+1/2
s(9520) =< s(9506)*2+2
s(9522) =< s(9506)
s(9525) =< s(9515)*s(9517)
s(9526) =< s(9516)*s(9521)
s(9527) =< s(9516)*s(9523)
s(9528) =< s(9516)*s(9524)
s(9529) =< s(9518)*s(9506)
s(9530) =< s(9518)*s(9510)
s(9531) =< s(9518)*s(9512)
s(9532) =< s(9516)*s(9519)
s(9533) =< s(9516)*s(9520)
s(9527) =< s(9516)*s(9522)
s(9529) =< s(9531)*(1/2)
s(9534) =< s(9533)
s(9535) =< s(9533)
s(9536) =< s(9526)
s(9532) =< s(9526)
s(9534) =< s(9526)
s(9536) =< s(9510)
s(9532) =< s(9510)
s(9534) =< s(9510)
s(9537) =< s(9528)
s(9538) =< s(9528)
s(9527) =< s(9526)
s(9537) =< s(9526)
s(9527) =< s(9510)
s(9537) =< s(9510)
s(9539) =< s(9531)
s(9540) =< s(9531)
s(9541) =< s(9530)
s(9529) =< s(9530)
s(9540) =< s(9530)
s(9541) =< s(9510)
s(9529) =< s(9510)
s(9540) =< s(9510)

  with precondition: [A>=3,C>=0,H+1>=0,A+C>=4] 

* Chain [262]: 1*s(9552)+1*s(9553)+2*s(9554)+1*s(9555)+1*s(9556)+7*s(9557)+1*s(9558)+3*s(9559)+2*s(9561)+1*s(9568)+1*s(9570)+1*s(9572)+1*s(9575)+1*s(9577)+1*s(9578)+2*s(9579)+1*s(9580)+1*s(9581)+2*s(9582)+1*s(9583)+1*s(9584)+1*s(9585)+2
  Such that:s(9549) =< A
s(9543) =< A+H
s(9544) =< A/2
s(9545) =< H+1
s(9546) =< H+2
s(9547) =< H/2
s(9548) =< H/2+1/2
s(9550) =< s(9549)
s(9550) =< s(9544)
s(9551) =< s(9545)
s(9552) =< s(9548)
s(9553) =< s(9548)
s(9552) =< s(9545)
s(9554) =< s(9545)
s(9555) =< s(9546)
s(9556) =< s(9546)
s(9555) =< s(9545)
s(9556) =< s(9545)
s(9557) =< s(9549)
s(9552) =< s(9549)
s(9555) =< s(9549)
s(9558) =< s(9545)
s(9553) =< s(9549)
s(9558) =< s(9549)
s(9559) =< s(9549)
s(9551) =< s(9543)
s(9560) =< s(9543)
s(9561) =< s(9544)
s(9559) =< s(9544)
s(9561) =< s(9550)
s(9559) =< s(9550)
s(9560) =< s(9545)
s(9560) =< s(9551)
s(9562) =< s(9551)*(1/2)
s(9563) =< s(9551)+1
s(9564) =< s(9549)
s(9565) =< s(9551)*(1/2)-1/2
s(9566) =< s(9551)*(1/2)
s(9567) =< s(9551)
s(9547) =< s(9551)*(1/2)-1/2
s(9562) =< s(9547)+1/2
s(9563) =< s(9547)*2+2
s(9565) =< s(9547)
s(9568) =< s(9557)*s(9560)
s(9569) =< s(9559)*s(9564)
s(9570) =< s(9559)*s(9566)
s(9571) =< s(9559)*s(9567)
s(9572) =< s(9561)*s(9547)
s(9573) =< s(9561)*s(9549)
s(9574) =< s(9561)*s(9551)
s(9575) =< s(9559)*s(9562)
s(9576) =< s(9559)*s(9563)
s(9570) =< s(9559)*s(9565)
s(9572) =< s(9574)*(1/2)
s(9577) =< s(9576)
s(9578) =< s(9576)
s(9579) =< s(9569)
s(9575) =< s(9569)
s(9577) =< s(9569)
s(9579) =< s(9549)
s(9575) =< s(9549)
s(9577) =< s(9549)
s(9580) =< s(9571)
s(9581) =< s(9571)
s(9570) =< s(9569)
s(9580) =< s(9569)
s(9570) =< s(9549)
s(9580) =< s(9549)
s(9582) =< s(9574)
s(9583) =< s(9574)
s(9584) =< s(9573)
s(9572) =< s(9573)
s(9583) =< s(9573)
s(9584) =< s(9549)
s(9572) =< s(9549)
s(9583) =< s(9549)

  with precondition: [A>=3,C>=0,H>=0,A+C>=4] 

* Chain [261]: 2*s(9594)+4*s(9595)+2*s(9596)+7*s(9597)+3*s(9598)+2*s(9600)+1*s(9607)+1*s(9609)+1*s(9611)+1*s(9614)+1*s(9616)+1*s(9617)+2*s(9618)+1*s(9619)+1*s(9620)+2*s(9621)+1*s(9622)+1*s(9623)+1*s(9624)+2
  Such that:s(9591) =< A
s(9586) =< A+H
s(9587) =< A/2
s(9588) =< H+1
s(9589) =< H/2
s(9590) =< H/2+1/2
s(9592) =< s(9591)
s(9592) =< s(9587)
s(9593) =< s(9588)
s(9594) =< s(9590)
s(9594) =< s(9588)
s(9595) =< s(9588)
s(9596) =< s(9588)
s(9597) =< s(9591)
s(9594) =< s(9591)
s(9596) =< s(9591)
s(9598) =< s(9591)
s(9593) =< s(9586)
s(9599) =< s(9586)
s(9600) =< s(9587)
s(9598) =< s(9587)
s(9600) =< s(9592)
s(9598) =< s(9592)
s(9599) =< s(9588)
s(9599) =< s(9593)
s(9601) =< s(9593)*(1/2)
s(9602) =< s(9593)+1
s(9603) =< s(9591)
s(9604) =< s(9593)*(1/2)-1/2
s(9605) =< s(9593)*(1/2)
s(9606) =< s(9593)
s(9589) =< s(9593)*(1/2)-1/2
s(9601) =< s(9589)+1/2
s(9602) =< s(9589)*2+2
s(9604) =< s(9589)
s(9607) =< s(9597)*s(9599)
s(9608) =< s(9598)*s(9603)
s(9609) =< s(9598)*s(9605)
s(9610) =< s(9598)*s(9606)
s(9611) =< s(9600)*s(9589)
s(9612) =< s(9600)*s(9591)
s(9613) =< s(9600)*s(9593)
s(9614) =< s(9598)*s(9601)
s(9615) =< s(9598)*s(9602)
s(9609) =< s(9598)*s(9604)
s(9611) =< s(9613)*(1/2)
s(9616) =< s(9615)
s(9617) =< s(9615)
s(9618) =< s(9608)
s(9614) =< s(9608)
s(9616) =< s(9608)
s(9618) =< s(9591)
s(9614) =< s(9591)
s(9616) =< s(9591)
s(9619) =< s(9610)
s(9620) =< s(9610)
s(9609) =< s(9608)
s(9619) =< s(9608)
s(9609) =< s(9591)
s(9619) =< s(9591)
s(9621) =< s(9613)
s(9622) =< s(9613)
s(9623) =< s(9612)
s(9611) =< s(9612)
s(9622) =< s(9612)
s(9623) =< s(9591)
s(9611) =< s(9591)
s(9622) =< s(9591)

  with precondition: [A>=3,C>=0,H>=1,A+C>=4] 

* Chain [260]: 1*s(9629)+3*s(9633)+1*s(9634)+6*s(9635)+3*s(9636)+2*s(9638)+1*s(9645)+1*s(9647)+1*s(9649)+1*s(9652)+1*s(9654)+1*s(9655)+2*s(9656)+1*s(9657)+1*s(9658)+2*s(9659)+1*s(9660)+1*s(9661)+1*s(9662)+2
  Such that:s(9630) =< A
s(9625) =< A+H
s(9626) =< A/2
s(9627) =< H+1
s(9628) =< H/2
s(9629) =< H/2+1/2
s(9631) =< s(9630)
s(9631) =< s(9626)
s(9632) =< s(9627)
s(9633) =< s(9627)
s(9629) =< s(9627)
s(9634) =< s(9627)
s(9635) =< s(9630)
s(9629) =< s(9630)
s(9634) =< s(9630)
s(9636) =< s(9630)
s(9632) =< s(9625)
s(9637) =< s(9625)
s(9638) =< s(9626)
s(9636) =< s(9626)
s(9638) =< s(9631)
s(9636) =< s(9631)
s(9637) =< s(9627)
s(9637) =< s(9632)
s(9639) =< s(9632)*(1/2)
s(9640) =< s(9632)+1
s(9641) =< s(9630)
s(9642) =< s(9632)*(1/2)-1/2
s(9643) =< s(9632)*(1/2)
s(9644) =< s(9632)
s(9628) =< s(9632)*(1/2)-1/2
s(9639) =< s(9628)+1/2
s(9640) =< s(9628)*2+2
s(9642) =< s(9628)
s(9645) =< s(9635)*s(9637)
s(9646) =< s(9636)*s(9641)
s(9647) =< s(9636)*s(9643)
s(9648) =< s(9636)*s(9644)
s(9649) =< s(9638)*s(9628)
s(9650) =< s(9638)*s(9630)
s(9651) =< s(9638)*s(9632)
s(9652) =< s(9636)*s(9639)
s(9653) =< s(9636)*s(9640)
s(9647) =< s(9636)*s(9642)
s(9649) =< s(9651)*(1/2)
s(9654) =< s(9653)
s(9655) =< s(9653)
s(9656) =< s(9646)
s(9652) =< s(9646)
s(9654) =< s(9646)
s(9656) =< s(9630)
s(9652) =< s(9630)
s(9654) =< s(9630)
s(9657) =< s(9648)
s(9658) =< s(9648)
s(9647) =< s(9646)
s(9657) =< s(9646)
s(9647) =< s(9630)
s(9657) =< s(9630)
s(9659) =< s(9651)
s(9660) =< s(9651)
s(9661) =< s(9650)
s(9649) =< s(9650)
s(9660) =< s(9650)
s(9661) =< s(9630)
s(9649) =< s(9630)
s(9660) =< s(9630)

  with precondition: [A>=3,C>=0,H>=2,A+C>=4] 

* Chain [259]: 1*s(9665)+1*s(9667)+1*s(9668)+1*s(9669)+1
  Such that:s(9666) =< A
s(9663) =< -C+H+1
s(9664) =< -C+H+2
s(9665) =< -C/2+H/2+1/2
s(9667) =< s(9664)
s(9668) =< s(9664)
s(9667) =< s(9663)
s(9668) =< s(9663)
s(9669) =< s(9666)
s(9665) =< s(9666)
s(9667) =< s(9666)

  with precondition: [A>=3,C>=0,H+1>=C] 

* Chain [258]: 1*s(9674)+1*s(9675)+2*s(9676)+1*s(9677)+1*s(9678)+2*s(9679)+1*s(9680)+2
  Such that:s(9673) =< A
s(9670) =< -C+H+1
s(9671) =< -C+H+2
s(9672) =< -C/2+H/2+1/2
s(9674) =< s(9672)
s(9675) =< s(9672)
s(9674) =< s(9670)
s(9676) =< s(9670)
s(9677) =< s(9671)
s(9678) =< s(9671)
s(9677) =< s(9670)
s(9678) =< s(9670)
s(9679) =< s(9673)
s(9674) =< s(9673)
s(9677) =< s(9673)
s(9680) =< s(9670)
s(9675) =< s(9673)
s(9680) =< s(9673)

  with precondition: [A>=3,C>=0,H>=C] 

* Chain [257]: 2*s(9684)+4*s(9685)+2*s(9686)+2*s(9687)+2
  Such that:s(9683) =< A
s(9681) =< -C+H+1
s(9682) =< -C/2+H/2+1/2
s(9684) =< s(9682)
s(9684) =< s(9681)
s(9685) =< s(9681)
s(9686) =< s(9681)
s(9687) =< s(9683)
s(9684) =< s(9683)
s(9686) =< s(9683)

  with precondition: [A>=3,C>=0,H>=C+1] 

* Chain [256]: 1*s(9689)+3*s(9691)+1*s(9692)+1*s(9693)+2
  Such that:s(9690) =< A
s(9688) =< -C+H+1
s(9689) =< -C/2+H/2+1/2
s(9691) =< s(9688)
s(9689) =< s(9688)
s(9692) =< s(9688)
s(9693) =< s(9690)
s(9689) =< s(9690)
s(9692) =< s(9690)

  with precondition: [A>=3,C>=0,H>=C+2] 

* Chain [255]: 2*s(9705)+2*s(9707)+2*s(9714)+2*s(9715)+14*s(9716)+6*s(9717)+4*s(9719)+2*s(9726)+2*s(9728)+2*s(9730)+2*s(9733)+2*s(9735)+2*s(9736)+4*s(9737)+2*s(9738)+2*s(9739)+4*s(9740)+2*s(9741)+2*s(9742)+2*s(9743)+2*s(9744)+2*s(9755)+2
  Such that:s(9698) =< A
s(9699) =< A+H
s(9700) =< A/2
s(9702) =< H+1
s(9704) =< H/2+1/2
aux(1238) =< -C+H+1
aux(1239) =< -C/2+H/2
aux(1240) =< H/2
s(9705) =< aux(1239)
s(9706) =< s(9700)
s(9707) =< s(9704)
s(9706) =< s(9698)
s(9711) =< s(9698)
s(9711) =< s(9706)
s(9712) =< s(9702)
s(9713) =< aux(1240)
s(9707) =< aux(1240)
s(9714) =< s(9702)
s(9715) =< s(9702)
s(9716) =< s(9698)
s(9707) =< s(9698)
s(9714) =< s(9698)
s(9717) =< s(9698)
s(9712) =< s(9699)
s(9718) =< s(9699)
s(9719) =< s(9706)
s(9717) =< s(9706)
s(9719) =< s(9711)
s(9717) =< s(9711)
s(9718) =< s(9702)
s(9718) =< s(9712)
s(9720) =< s(9712)*(1/2)
s(9721) =< s(9712)+1
s(9722) =< s(9698)
s(9723) =< s(9712)*(1/2)-1/2
s(9724) =< s(9712)*(1/2)
s(9725) =< s(9712)
s(9713) =< s(9712)*(1/2)-1/2
s(9720) =< s(9713)+1/2
s(9721) =< s(9713)*2+2
s(9723) =< s(9713)
s(9726) =< s(9716)*s(9718)
s(9727) =< s(9717)*s(9722)
s(9728) =< s(9717)*s(9724)
s(9729) =< s(9717)*s(9725)
s(9730) =< s(9719)*s(9713)
s(9731) =< s(9719)*s(9698)
s(9732) =< s(9719)*s(9712)
s(9733) =< s(9717)*s(9720)
s(9734) =< s(9717)*s(9721)
s(9728) =< s(9717)*s(9723)
s(9730) =< s(9732)*(1/2)
s(9735) =< s(9734)
s(9736) =< s(9734)
s(9737) =< s(9727)
s(9733) =< s(9727)
s(9735) =< s(9727)
s(9737) =< s(9698)
s(9733) =< s(9698)
s(9735) =< s(9698)
s(9738) =< s(9729)
s(9739) =< s(9729)
s(9728) =< s(9727)
s(9738) =< s(9727)
s(9728) =< s(9698)
s(9738) =< s(9698)
s(9740) =< s(9732)
s(9741) =< s(9732)
s(9742) =< s(9731)
s(9730) =< s(9731)
s(9741) =< s(9731)
s(9742) =< s(9698)
s(9730) =< s(9698)
s(9741) =< s(9698)
s(9743) =< aux(1238)
s(9744) =< aux(1238)
s(9705) =< s(9698)
s(9743) =< s(9698)

  with precondition: [A>=3,H+1>=0] 

* Chain [254]: 2*s(9763)+2*s(9764)+4*s(9765)+4*s(9766)+4*s(9767)+2
  Such that:s(9756) =< A
s(9758) =< -C+H+1
s(9759) =< -C/2+H/2+1/2
aux(1241) =< -C/2+H/2
aux(1242) =< H/2
s(9763) =< aux(1241)
s(9764) =< aux(1242)
s(9763) =< s(9758)
s(9764) =< s(9758)
s(9763) =< s(9759)
s(9764) =< s(9759)
s(9765) =< s(9758)
s(9766) =< s(9758)
s(9767) =< s(9756)
s(9764) =< s(9756)
s(9765) =< s(9756)
s(9763) =< s(9756)

  with precondition: [A>=3,H+1>=0,H+1>=C] 

* Chain [253]: 2*s(9782)+2*s(9783)+2*s(9785)+2*s(9786)+2*s(9792)+2*s(9793)+18*s(9794)+6*s(9795)+4*s(9797)+2*s(9804)+2*s(9806)+2*s(9808)+2*s(9811)+2*s(9813)+2*s(9814)+4*s(9815)+2*s(9816)+2*s(9817)+4*s(9818)+2*s(9819)+2*s(9820)+6*s(9821)+6*s(9822)+2*s(9836)+3
  Such that:s(9776) =< A+H
s(9777) =< A/2
s(9779) =< H+1
s(9781) =< H/2+1/2
aux(1243) =< A
aux(1244) =< -C+H
aux(1245) =< -C/2+H/2
aux(1246) =< H/2
s(9782) =< aux(1245)
s(9783) =< aux(1245)
s(9784) =< s(9777)
s(9785) =< aux(1246)
s(9786) =< s(9781)
s(9784) =< aux(1243)
s(9789) =< aux(1243)
s(9789) =< s(9784)
s(9790) =< s(9779)
s(9791) =< aux(1246)
s(9786) =< aux(1246)
s(9792) =< s(9779)
s(9793) =< s(9779)
s(9794) =< aux(1243)
s(9786) =< aux(1243)
s(9792) =< aux(1243)
s(9795) =< aux(1243)
s(9790) =< s(9776)
s(9796) =< s(9776)
s(9797) =< s(9784)
s(9795) =< s(9784)
s(9797) =< s(9789)
s(9795) =< s(9789)
s(9796) =< s(9779)
s(9796) =< s(9790)
s(9798) =< s(9790)*(1/2)
s(9799) =< s(9790)+1
s(9800) =< aux(1243)
s(9801) =< s(9790)*(1/2)-1/2
s(9802) =< s(9790)*(1/2)
s(9803) =< s(9790)
s(9791) =< s(9790)*(1/2)-1/2
s(9798) =< s(9791)+1/2
s(9799) =< s(9791)*2+2
s(9801) =< s(9791)
s(9804) =< s(9794)*s(9796)
s(9805) =< s(9795)*s(9800)
s(9806) =< s(9795)*s(9802)
s(9807) =< s(9795)*s(9803)
s(9808) =< s(9797)*s(9791)
s(9809) =< s(9797)*aux(1243)
s(9810) =< s(9797)*s(9790)
s(9811) =< s(9795)*s(9798)
s(9812) =< s(9795)*s(9799)
s(9806) =< s(9795)*s(9801)
s(9808) =< s(9810)*(1/2)
s(9813) =< s(9812)
s(9814) =< s(9812)
s(9815) =< s(9805)
s(9811) =< s(9805)
s(9813) =< s(9805)
s(9815) =< aux(1243)
s(9811) =< aux(1243)
s(9813) =< aux(1243)
s(9816) =< s(9807)
s(9817) =< s(9807)
s(9806) =< s(9805)
s(9816) =< s(9805)
s(9806) =< aux(1243)
s(9816) =< aux(1243)
s(9818) =< s(9810)
s(9819) =< s(9810)
s(9820) =< s(9809)
s(9808) =< s(9809)
s(9819) =< s(9809)
s(9820) =< aux(1243)
s(9808) =< aux(1243)
s(9819) =< aux(1243)
s(9821) =< aux(1244)
s(9822) =< aux(1244)
s(9782) =< aux(1243)
s(9821) =< aux(1243)
s(9783) =< aux(1244)
s(9785) =< aux(1244)
s(9785) =< aux(1245)
s(9785) =< aux(1243)
s(9783) =< aux(1243)

  with precondition: [A>=3,H+1>=0,H>=C] 

* Chain [252]: 3*s(9852)+2*s(9854)+2*s(9856)+2*s(9857)+1*s(9859)+1*s(9861)+1*s(9862)+19*s(9863)+10*s(9864)+6*s(9865)+2*s(9872)+2*s(9873)+6*s(9874)+4*s(9876)+2*s(9883)+2*s(9885)+2*s(9887)+2*s(9890)+2*s(9892)+2*s(9893)+4*s(9894)+2*s(9895)+2*s(9896)+4*s(9897)+2*s(9898)+2*s(9899)+2*s(9911)+3
  Such that:s(9846) =< A+H
s(9847) =< A/2
s(9837) =< -C+H+1
s(9849) =< H+1
s(9851) =< H/2+1/2
aux(1247) =< A
aux(1248) =< -C+H
aux(1249) =< -C/2+H/2
aux(1250) =< H/2
s(9852) =< aux(1249)
s(9854) =< aux(1249)
s(9855) =< s(9847)
s(9856) =< aux(1250)
s(9857) =< s(9851)
s(9859) =< aux(1248)
s(9860) =< aux(1248)
s(9852) =< aux(1248)
s(9859) =< s(9837)
s(9860) =< s(9837)
s(9861) =< s(9860)
s(9862) =< s(9860)
s(9861) =< aux(1248)
s(9862) =< aux(1248)
s(9863) =< aux(1247)
s(9852) =< aux(1247)
s(9861) =< aux(1247)
s(9864) =< aux(1248)
s(9856) =< aux(1248)
s(9865) =< aux(1248)
s(9856) =< aux(1247)
s(9865) =< aux(1247)
s(9855) =< aux(1247)
s(9869) =< aux(1247)
s(9869) =< s(9855)
s(9870) =< s(9849)
s(9871) =< aux(1250)
s(9857) =< aux(1250)
s(9872) =< s(9849)
s(9873) =< s(9849)
s(9857) =< aux(1247)
s(9872) =< aux(1247)
s(9874) =< aux(1247)
s(9870) =< s(9846)
s(9875) =< s(9846)
s(9876) =< s(9855)
s(9874) =< s(9855)
s(9876) =< s(9869)
s(9874) =< s(9869)
s(9875) =< s(9849)
s(9875) =< s(9870)
s(9877) =< s(9870)*(1/2)
s(9878) =< s(9870)+1
s(9879) =< aux(1247)
s(9880) =< s(9870)*(1/2)-1/2
s(9881) =< s(9870)*(1/2)
s(9882) =< s(9870)
s(9871) =< s(9870)*(1/2)-1/2
s(9877) =< s(9871)+1/2
s(9878) =< s(9871)*2+2
s(9880) =< s(9871)
s(9883) =< s(9863)*s(9875)
s(9884) =< s(9874)*s(9879)
s(9885) =< s(9874)*s(9881)
s(9886) =< s(9874)*s(9882)
s(9887) =< s(9876)*s(9871)
s(9888) =< s(9876)*aux(1247)
s(9889) =< s(9876)*s(9870)
s(9890) =< s(9874)*s(9877)
s(9891) =< s(9874)*s(9878)
s(9885) =< s(9874)*s(9880)
s(9887) =< s(9889)*(1/2)
s(9892) =< s(9891)
s(9893) =< s(9891)
s(9894) =< s(9884)
s(9890) =< s(9884)
s(9892) =< s(9884)
s(9894) =< aux(1247)
s(9890) =< aux(1247)
s(9892) =< aux(1247)
s(9895) =< s(9886)
s(9896) =< s(9886)
s(9885) =< s(9884)
s(9895) =< s(9884)
s(9885) =< aux(1247)
s(9895) =< aux(1247)
s(9897) =< s(9889)
s(9898) =< s(9889)
s(9899) =< s(9888)
s(9887) =< s(9888)
s(9898) =< s(9888)
s(9899) =< aux(1247)
s(9887) =< aux(1247)
s(9898) =< aux(1247)
s(9854) =< aux(1247)

  with precondition: [A>=3,H+1>=0,H>=C+1] 

* Chain [251]: 1*s(9914)+1*s(9918)+1*s(9922)+1*s(9923)+6*s(9924)+3*s(9925)+2*s(9927)+1*s(9934)+1*s(9936)+1*s(9938)+1*s(9941)+1*s(9943)+1*s(9944)+2*s(9945)+1*s(9946)+1*s(9947)+2*s(9948)+1*s(9949)+1*s(9950)+1*s(9951)+2
  Such that:s(9919) =< A
s(9912) =< A+H
s(9913) =< A/2
s(9914) =< -C+H
s(9916) =< H+1
s(9917) =< H+2
s(9915) =< H/2
s(9918) =< H/2+1/2
s(9920) =< s(9919)
s(9920) =< s(9913)
s(9921) =< s(9916)
s(9922) =< s(9917)
s(9923) =< s(9917)
s(9922) =< s(9916)
s(9923) =< s(9916)
s(9924) =< s(9919)
s(9918) =< s(9919)
s(9922) =< s(9919)
s(9925) =< s(9919)
s(9921) =< s(9912)
s(9926) =< s(9912)
s(9927) =< s(9913)
s(9925) =< s(9913)
s(9927) =< s(9920)
s(9925) =< s(9920)
s(9926) =< s(9916)
s(9926) =< s(9921)
s(9928) =< s(9921)*(1/2)
s(9929) =< s(9921)+1
s(9930) =< s(9919)
s(9931) =< s(9921)*(1/2)-1/2
s(9932) =< s(9921)*(1/2)
s(9933) =< s(9921)
s(9915) =< s(9921)*(1/2)-1/2
s(9928) =< s(9915)+1/2
s(9929) =< s(9915)*2+2
s(9931) =< s(9915)
s(9934) =< s(9924)*s(9926)
s(9935) =< s(9925)*s(9930)
s(9936) =< s(9925)*s(9932)
s(9937) =< s(9925)*s(9933)
s(9938) =< s(9927)*s(9915)
s(9939) =< s(9927)*s(9919)
s(9940) =< s(9927)*s(9921)
s(9941) =< s(9925)*s(9928)
s(9942) =< s(9925)*s(9929)
s(9936) =< s(9925)*s(9931)
s(9938) =< s(9940)*(1/2)
s(9943) =< s(9942)
s(9944) =< s(9942)
s(9945) =< s(9935)
s(9941) =< s(9935)
s(9943) =< s(9935)
s(9945) =< s(9919)
s(9941) =< s(9919)
s(9943) =< s(9919)
s(9946) =< s(9937)
s(9947) =< s(9937)
s(9936) =< s(9935)
s(9946) =< s(9935)
s(9936) =< s(9919)
s(9946) =< s(9919)
s(9948) =< s(9940)
s(9949) =< s(9940)
s(9950) =< s(9939)
s(9938) =< s(9939)
s(9949) =< s(9939)
s(9950) =< s(9919)
s(9938) =< s(9919)
s(9949) =< s(9919)

  with precondition: [A>=3,H+1>=0,H>=C+1,A+H>=3] 

* Chain [250]: 2*s(9961)+5*s(9966)+2*s(9968)+2*s(9969)+14*s(9970)+6*s(9971)+4*s(9973)+2*s(9980)+2*s(9982)+2*s(9984)+2*s(9987)+2*s(9989)+2*s(9990)+4*s(9991)+2*s(9992)+2*s(9993)+4*s(9994)+2*s(9995)+2*s(9996)+2*s(9997)+2*s(9998)+2*s(9999)+2
  Such that:s(9956) =< A
s(9957) =< A+H
s(9958) =< A/2
s(9959) =< H+1
s(9960) =< H/2
aux(1251) =< -C+H+1
aux(1252) =< -C/2+H/2
s(9961) =< aux(1252)
s(9962) =< s(9958)
s(9962) =< s(9956)
s(9964) =< s(9956)
s(9964) =< s(9962)
s(9965) =< s(9959)
s(9966) =< s(9959)
s(9967) =< s(9960)
s(9968) =< s(9960)
s(9969) =< s(9959)
s(9970) =< s(9956)
s(9968) =< s(9956)
s(9969) =< s(9956)
s(9971) =< s(9956)
s(9965) =< s(9957)
s(9972) =< s(9957)
s(9973) =< s(9962)
s(9971) =< s(9962)
s(9973) =< s(9964)
s(9971) =< s(9964)
s(9972) =< s(9959)
s(9972) =< s(9965)
s(9974) =< s(9965)*(1/2)
s(9975) =< s(9965)+1
s(9976) =< s(9956)
s(9977) =< s(9965)*(1/2)-1/2
s(9978) =< s(9965)*(1/2)
s(9979) =< s(9965)
s(9967) =< s(9965)*(1/2)-1/2
s(9974) =< s(9967)+1/2
s(9975) =< s(9967)*2+2
s(9977) =< s(9967)
s(9980) =< s(9970)*s(9972)
s(9981) =< s(9971)*s(9976)
s(9982) =< s(9971)*s(9978)
s(9983) =< s(9971)*s(9979)
s(9984) =< s(9973)*s(9967)
s(9985) =< s(9973)*s(9956)
s(9986) =< s(9973)*s(9965)
s(9987) =< s(9971)*s(9974)
s(9988) =< s(9971)*s(9975)
s(9982) =< s(9971)*s(9977)
s(9984) =< s(9986)*(1/2)
s(9989) =< s(9988)
s(9990) =< s(9988)
s(9991) =< s(9981)
s(9987) =< s(9981)
s(9989) =< s(9981)
s(9991) =< s(9956)
s(9987) =< s(9956)
s(9989) =< s(9956)
s(9992) =< s(9983)
s(9993) =< s(9983)
s(9982) =< s(9981)
s(9992) =< s(9981)
s(9982) =< s(9956)
s(9992) =< s(9956)
s(9994) =< s(9986)
s(9995) =< s(9986)
s(9996) =< s(9985)
s(9984) =< s(9985)
s(9995) =< s(9985)
s(9996) =< s(9956)
s(9984) =< s(9956)
s(9995) =< s(9956)
s(9997) =< aux(1251)
s(9998) =< aux(1251)
s(9961) =< s(9956)
s(9997) =< s(9956)

  with precondition: [A>=3,H>=0] 

* Chain [249]: 2*s(10011)+3*s(10012)+7*s(10013)+5*s(10014)+16*s(10015)+5*s(10019)+2*s(10021)+2*s(10022)+6*s(10023)+4*s(10025)+2*s(10032)+2*s(10034)+2*s(10036)+2*s(10039)+2*s(10041)+2*s(10042)+4*s(10043)+2*s(10044)+2*s(10045)+4*s(10046)+2*s(10047)+2*s(10048)+2*s(10049)+2*s(10050)+2*s(10051)+2*s(10052)+3
  Such that:s(10000) =< A
s(10001) =< A+H
s(10002) =< A/2
s(10004) =< -C+H
s(10005) =< -C+H+1
s(10006) =< -C/2+H/2+1/2
s(10008) =< H+1
s(10009) =< H/2
aux(1253) =< -C/2+H/2
s(10010) =< s(10002)
s(10011) =< aux(1253)
s(10012) =< s(10006)
s(10012) =< s(10005)
s(10013) =< s(10005)
s(10014) =< s(10005)
s(10015) =< s(10000)
s(10012) =< s(10000)
s(10014) =< s(10000)
s(10016) =< s(10000)
s(10010) =< s(10000)
s(10016) =< s(10001)
s(10017) =< s(10000)
s(10017) =< s(10010)
s(10018) =< s(10008)
s(10019) =< s(10008)
s(10020) =< s(10009)
s(10021) =< s(10009)
s(10022) =< s(10008)
s(10021) =< s(10000)
s(10022) =< s(10000)
s(10023) =< s(10000)
s(10018) =< s(10001)
s(10024) =< s(10001)
s(10025) =< s(10010)
s(10023) =< s(10010)
s(10025) =< s(10017)
s(10023) =< s(10017)
s(10024) =< s(10008)
s(10024) =< s(10018)
s(10026) =< s(10018)*(1/2)
s(10027) =< s(10018)+1
s(10028) =< s(10000)
s(10029) =< s(10018)*(1/2)-1/2
s(10030) =< s(10018)*(1/2)
s(10031) =< s(10018)
s(10020) =< s(10018)*(1/2)-1/2
s(10026) =< s(10020)+1/2
s(10027) =< s(10020)*2+2
s(10029) =< s(10020)
s(10032) =< s(10015)*s(10024)
s(10033) =< s(10023)*s(10028)
s(10034) =< s(10023)*s(10030)
s(10035) =< s(10023)*s(10031)
s(10036) =< s(10025)*s(10020)
s(10037) =< s(10025)*s(10000)
s(10038) =< s(10025)*s(10018)
s(10039) =< s(10023)*s(10026)
s(10040) =< s(10023)*s(10027)
s(10034) =< s(10023)*s(10029)
s(10036) =< s(10038)*(1/2)
s(10041) =< s(10040)
s(10042) =< s(10040)
s(10043) =< s(10033)
s(10039) =< s(10033)
s(10041) =< s(10033)
s(10043) =< s(10000)
s(10039) =< s(10000)
s(10041) =< s(10000)
s(10044) =< s(10035)
s(10045) =< s(10035)
s(10034) =< s(10033)
s(10044) =< s(10033)
s(10034) =< s(10000)
s(10044) =< s(10000)
s(10046) =< s(10038)
s(10047) =< s(10038)
s(10048) =< s(10037)
s(10036) =< s(10037)
s(10047) =< s(10037)
s(10048) =< s(10000)
s(10036) =< s(10000)
s(10047) =< s(10000)
s(10049) =< s(10004)
s(10050) =< s(10004)
s(10051) =< s(10000)
s(10011) =< s(10000)
s(10049) =< s(10000)
s(10051) =< s(10016)
s(10011) =< s(10016)
s(10049) =< s(10016)

  with precondition: [A>=3,H>=0,H>=C] 

* Chain [248]: 2*s(10066)+12*s(10067)+3*s(10068)+7*s(10070)+25*s(10071)+1*s(10073)+1*s(10074)+7*s(10075)+1*s(10076)+1*s(10077)+3*s(10078)+3*s(10079)+2*s(10081)+3*s(10088)+1*s(10090)+1*s(10092)+1*s(10095)+1*s(10097)+1*s(10098)+2*s(10099)+1*s(10100)+1*s(10101)+2*s(10102)+1*s(10103)+1*s(10104)+2*s(10107)+6*s(10108)+4*s(10109)+2*s(10111)+2*s(10113)+2*s(10116)+2*s(10118)+2*s(10119)+4*s(10120)+2*s(10121)+2*s(10122)+4*s(10123)+2*s(10124)+2*s(10125)+3*s(10127)+3
  Such that:s(10055) =< A
s(10056) =< A+H
s(10057) =< A/2
s(10063) =< H+1
s(10053) =< H+2
s(10064) =< H/2
s(10054) =< H/2+1/2
aux(1254) =< -C+H
aux(1255) =< -C/2+H/2
s(10065) =< s(10057)
s(10066) =< aux(1255)
s(10067) =< aux(1254)
s(10068) =< aux(1255)
s(10069) =< s(10064)
s(10068) =< aux(1254)
s(10070) =< aux(1254)
s(10071) =< s(10055)
s(10068) =< s(10055)
s(10070) =< s(10055)
s(10065) =< s(10055)
s(10072) =< s(10063)
s(10073) =< s(10054)
s(10074) =< s(10054)
s(10073) =< s(10063)
s(10075) =< s(10063)
s(10076) =< s(10053)
s(10077) =< s(10053)
s(10076) =< s(10063)
s(10077) =< s(10063)
s(10073) =< s(10055)
s(10076) =< s(10055)
s(10078) =< s(10063)
s(10074) =< s(10055)
s(10078) =< s(10055)
s(10079) =< s(10055)
s(10072) =< s(10056)
s(10080) =< s(10056)
s(10081) =< s(10057)
s(10079) =< s(10057)
s(10081) =< s(10065)
s(10079) =< s(10065)
s(10080) =< s(10063)
s(10080) =< s(10072)
s(10082) =< s(10072)*(1/2)
s(10083) =< s(10072)+1
s(10084) =< s(10055)
s(10085) =< s(10072)*(1/2)-1/2
s(10086) =< s(10072)*(1/2)
s(10087) =< s(10072)
s(10069) =< s(10072)*(1/2)-1/2
s(10082) =< s(10069)+1/2
s(10083) =< s(10069)*2+2
s(10085) =< s(10069)
s(10088) =< s(10071)*s(10080)
s(10089) =< s(10079)*s(10084)
s(10090) =< s(10079)*s(10086)
s(10091) =< s(10079)*s(10087)
s(10092) =< s(10081)*s(10069)
s(10093) =< s(10081)*s(10055)
s(10094) =< s(10081)*s(10072)
s(10095) =< s(10079)*s(10082)
s(10096) =< s(10079)*s(10083)
s(10090) =< s(10079)*s(10085)
s(10092) =< s(10094)*(1/2)
s(10097) =< s(10096)
s(10098) =< s(10096)
s(10099) =< s(10089)
s(10095) =< s(10089)
s(10097) =< s(10089)
s(10099) =< s(10055)
s(10095) =< s(10055)
s(10097) =< s(10055)
s(10100) =< s(10091)
s(10101) =< s(10091)
s(10090) =< s(10089)
s(10100) =< s(10089)
s(10090) =< s(10055)
s(10100) =< s(10055)
s(10102) =< s(10094)
s(10103) =< s(10094)
s(10104) =< s(10093)
s(10092) =< s(10093)
s(10103) =< s(10093)
s(10104) =< s(10055)
s(10092) =< s(10055)
s(10103) =< s(10055)
s(10106) =< s(10055)
s(10106) =< s(10065)
s(10107) =< s(10064)
s(10107) =< s(10055)
s(10108) =< s(10055)
s(10109) =< s(10065)
s(10108) =< s(10065)
s(10109) =< s(10106)
s(10108) =< s(10106)
s(10110) =< s(10108)*s(10084)
s(10111) =< s(10108)*s(10086)
s(10112) =< s(10108)*s(10087)
s(10113) =< s(10109)*s(10069)
s(10114) =< s(10109)*s(10055)
s(10115) =< s(10109)*s(10072)
s(10116) =< s(10108)*s(10082)
s(10117) =< s(10108)*s(10083)
s(10111) =< s(10108)*s(10085)
s(10113) =< s(10115)*(1/2)
s(10118) =< s(10117)
s(10119) =< s(10117)
s(10120) =< s(10110)
s(10116) =< s(10110)
s(10118) =< s(10110)
s(10120) =< s(10055)
s(10116) =< s(10055)
s(10118) =< s(10055)
s(10121) =< s(10112)
s(10122) =< s(10112)
s(10111) =< s(10110)
s(10121) =< s(10110)
s(10111) =< s(10055)
s(10121) =< s(10055)
s(10123) =< s(10115)
s(10124) =< s(10115)
s(10125) =< s(10114)
s(10113) =< s(10114)
s(10124) =< s(10114)
s(10125) =< s(10055)
s(10113) =< s(10055)
s(10124) =< s(10055)
s(10066) =< s(10055)

  with precondition: [A>=3,H>=0,H>=C+1] 

* Chain [247]: 11*s(10133)+9*s(10134)+6*s(10135)+1*s(10136)+1*s(10138)+1*s(10139)+1*s(10140)+1*s(10141)+3
  Such that:s(10132) =< -C+H
s(10128) =< -C+H+1
s(10129) =< -C/2+H/2
aux(1256) =< A
s(10133) =< s(10132)
s(10134) =< s(10132)
s(10135) =< aux(1256)
s(10134) =< aux(1256)
s(10136) =< s(10132)
s(10137) =< s(10132)
s(10129) =< s(10132)
s(10136) =< s(10128)
s(10137) =< s(10128)
s(10138) =< s(10129)
s(10139) =< s(10129)
s(10138) =< s(10132)
s(10140) =< s(10137)
s(10141) =< s(10137)
s(10140) =< s(10132)
s(10141) =< s(10132)
s(10138) =< aux(1256)
s(10140) =< aux(1256)
s(10139) =< aux(1256)

  with precondition: [A>=3,H>=0,H>=C+2] 

* Chain [246]: 1*s(10144)+2*s(10154)+3*s(10155)+6*s(10156)+2*s(10158)+1*s(10165)+1*s(10167)+1*s(10169)+1*s(10172)+1*s(10174)+1*s(10175)+2*s(10176)+1*s(10177)+1*s(10178)+2*s(10179)+1*s(10180)+1*s(10181)+1*s(10182)+1*s(10183)+1*s(10184)+2
  Such that:s(10151) =< A
s(10145) =< A+H
s(10146) =< A/2
s(10144) =< -C/2+H/2
s(10147) =< H+1
s(10148) =< H/2
aux(1257) =< -C+H+1
s(10146) =< s(10151)
s(10153) =< s(10147)
s(10154) =< s(10147)
s(10155) =< s(10151)
s(10156) =< s(10151)
s(10153) =< s(10145)
s(10157) =< s(10145)
s(10158) =< s(10146)
s(10155) =< s(10146)
s(10157) =< s(10147)
s(10157) =< s(10153)
s(10159) =< s(10153)*(1/2)
s(10160) =< s(10153)+1
s(10161) =< s(10151)
s(10162) =< s(10153)*(1/2)-1/2
s(10163) =< s(10153)*(1/2)
s(10164) =< s(10153)
s(10148) =< s(10153)*(1/2)-1/2
s(10159) =< s(10148)+1/2
s(10160) =< s(10148)*2+2
s(10162) =< s(10148)
s(10165) =< s(10156)*s(10157)
s(10166) =< s(10155)*s(10161)
s(10167) =< s(10155)*s(10163)
s(10168) =< s(10155)*s(10164)
s(10169) =< s(10158)*s(10148)
s(10170) =< s(10158)*s(10151)
s(10171) =< s(10158)*s(10153)
s(10172) =< s(10155)*s(10159)
s(10173) =< s(10155)*s(10160)
s(10167) =< s(10155)*s(10162)
s(10169) =< s(10171)*(1/2)
s(10174) =< s(10173)
s(10175) =< s(10173)
s(10176) =< s(10166)
s(10172) =< s(10166)
s(10174) =< s(10166)
s(10176) =< s(10151)
s(10172) =< s(10151)
s(10174) =< s(10151)
s(10177) =< s(10168)
s(10178) =< s(10168)
s(10167) =< s(10166)
s(10177) =< s(10166)
s(10167) =< s(10151)
s(10177) =< s(10151)
s(10179) =< s(10171)
s(10180) =< s(10171)
s(10181) =< s(10170)
s(10169) =< s(10170)
s(10180) =< s(10170)
s(10181) =< s(10151)
s(10169) =< s(10151)
s(10180) =< s(10151)
s(10182) =< aux(1257)
s(10183) =< aux(1257)
s(10144) =< s(10151)
s(10182) =< s(10151)

  with precondition: [A>=3,H>=1] 

* Chain [245]: 1*s(10186)+2*s(10194)+3*s(10195)+5*s(10196)+2*s(10198)+1*s(10205)+1*s(10207)+1*s(10209)+1*s(10212)+1*s(10214)+1*s(10215)+2*s(10216)+1*s(10217)+1*s(10218)+2*s(10219)+1*s(10220)+1*s(10221)+1*s(10222)+1*s(10223)+1*s(10224)+1*s(10225)+3
  Such that:s(10189) =< A
s(10190) =< A+H
s(10185) =< A/2
s(10191) =< -C+H
s(10186) =< -C/2+H/2
s(10187) =< H+1
s(10188) =< H/2
s(10192) =< s(10189)
s(10185) =< s(10189)
s(10192) =< s(10190)
s(10193) =< s(10187)
s(10194) =< s(10187)
s(10195) =< s(10189)
s(10196) =< s(10189)
s(10193) =< s(10190)
s(10197) =< s(10190)
s(10198) =< s(10185)
s(10195) =< s(10185)
s(10197) =< s(10187)
s(10197) =< s(10193)
s(10199) =< s(10193)*(1/2)
s(10200) =< s(10193)+1
s(10201) =< s(10189)
s(10202) =< s(10193)*(1/2)-1/2
s(10203) =< s(10193)*(1/2)
s(10204) =< s(10193)
s(10188) =< s(10193)*(1/2)-1/2
s(10199) =< s(10188)+1/2
s(10200) =< s(10188)*2+2
s(10202) =< s(10188)
s(10205) =< s(10196)*s(10197)
s(10206) =< s(10195)*s(10201)
s(10207) =< s(10195)*s(10203)
s(10208) =< s(10195)*s(10204)
s(10209) =< s(10198)*s(10188)
s(10210) =< s(10198)*s(10189)
s(10211) =< s(10198)*s(10193)
s(10212) =< s(10195)*s(10199)
s(10213) =< s(10195)*s(10200)
s(10207) =< s(10195)*s(10202)
s(10209) =< s(10211)*(1/2)
s(10214) =< s(10213)
s(10215) =< s(10213)
s(10216) =< s(10206)
s(10212) =< s(10206)
s(10214) =< s(10206)
s(10216) =< s(10189)
s(10212) =< s(10189)
s(10214) =< s(10189)
s(10217) =< s(10208)
s(10218) =< s(10208)
s(10207) =< s(10206)
s(10217) =< s(10206)
s(10207) =< s(10189)
s(10217) =< s(10189)
s(10219) =< s(10211)
s(10220) =< s(10211)
s(10221) =< s(10210)
s(10209) =< s(10210)
s(10220) =< s(10210)
s(10221) =< s(10189)
s(10209) =< s(10189)
s(10220) =< s(10189)
s(10222) =< s(10191)
s(10223) =< s(10191)
s(10224) =< s(10189)
s(10186) =< s(10189)
s(10222) =< s(10189)
s(10224) =< s(10192)
s(10186) =< s(10192)
s(10222) =< s(10192)

  with precondition: [A>=3,H>=1,H>=C] 

* Chain [244]: 3*s(10227)+1*s(10228)+1*s(10239)+2*s(10242)+6*s(10243)+2*s(10244)+14*s(10245)+3*s(10246)+2*s(10248)+2*s(10255)+1*s(10257)+1*s(10259)+1*s(10262)+1*s(10264)+1*s(10265)+2*s(10266)+1*s(10267)+1*s(10268)+2*s(10269)+1*s(10270)+1*s(10271)+3*s(10273)+2*s(10274)+1*s(10276)+1*s(10278)+1*s(10281)+1*s(10283)+1*s(10284)+2*s(10285)+1*s(10286)+1*s(10287)+2*s(10288)+1*s(10289)+1*s(10290)+1*s(10291)+2*s(10292)+1*s(10293)+1*s(10294)+2*s(10295)+3
  Such that:s(10230) =< A
s(10231) =< A+H
s(10232) =< A/2
s(10226) =< -C+H+1
s(10235) =< H+1
s(10236) =< H/2
s(10229) =< H/2+1/2
aux(1258) =< -C+H
aux(1259) =< -C/2+H/2
s(10227) =< aux(1258)
s(10228) =< aux(1259)
s(10237) =< s(10232)
s(10238) =< aux(1258)
s(10239) =< aux(1259)
s(10240) =< s(10236)
s(10237) =< s(10230)
s(10241) =< s(10235)
s(10242) =< s(10229)
s(10242) =< s(10235)
s(10243) =< s(10235)
s(10244) =< s(10235)
s(10245) =< s(10230)
s(10242) =< s(10230)
s(10244) =< s(10230)
s(10246) =< s(10230)
s(10241) =< s(10231)
s(10247) =< s(10231)
s(10248) =< s(10232)
s(10246) =< s(10232)
s(10248) =< s(10237)
s(10246) =< s(10237)
s(10247) =< s(10235)
s(10247) =< s(10241)
s(10249) =< s(10241)*(1/2)
s(10250) =< s(10241)+1
s(10251) =< s(10230)
s(10252) =< s(10241)*(1/2)-1/2
s(10253) =< s(10241)*(1/2)
s(10254) =< s(10241)
s(10240) =< s(10241)*(1/2)-1/2
s(10249) =< s(10240)+1/2
s(10250) =< s(10240)*2+2
s(10252) =< s(10240)
s(10255) =< s(10245)*s(10247)
s(10256) =< s(10246)*s(10251)
s(10257) =< s(10246)*s(10253)
s(10258) =< s(10246)*s(10254)
s(10259) =< s(10248)*s(10240)
s(10260) =< s(10248)*s(10230)
s(10261) =< s(10248)*s(10241)
s(10262) =< s(10246)*s(10249)
s(10263) =< s(10246)*s(10250)
s(10257) =< s(10246)*s(10252)
s(10259) =< s(10261)*(1/2)
s(10264) =< s(10263)
s(10265) =< s(10263)
s(10266) =< s(10256)
s(10262) =< s(10256)
s(10264) =< s(10256)
s(10266) =< s(10230)
s(10262) =< s(10230)
s(10264) =< s(10230)
s(10267) =< s(10258)
s(10268) =< s(10258)
s(10257) =< s(10256)
s(10267) =< s(10256)
s(10257) =< s(10230)
s(10267) =< s(10230)
s(10269) =< s(10261)
s(10270) =< s(10261)
s(10271) =< s(10260)
s(10259) =< s(10260)
s(10270) =< s(10260)
s(10271) =< s(10230)
s(10259) =< s(10230)
s(10270) =< s(10230)
s(10273) =< s(10230)
s(10274) =< s(10237)
s(10273) =< s(10237)
s(10275) =< s(10273)*s(10251)
s(10276) =< s(10273)*s(10253)
s(10277) =< s(10273)*s(10254)
s(10278) =< s(10274)*s(10240)
s(10279) =< s(10274)*s(10230)
s(10280) =< s(10274)*s(10241)
s(10281) =< s(10273)*s(10249)
s(10282) =< s(10273)*s(10250)
s(10276) =< s(10273)*s(10252)
s(10278) =< s(10280)*(1/2)
s(10283) =< s(10282)
s(10284) =< s(10282)
s(10285) =< s(10275)
s(10281) =< s(10275)
s(10283) =< s(10275)
s(10285) =< s(10230)
s(10281) =< s(10230)
s(10283) =< s(10230)
s(10286) =< s(10277)
s(10287) =< s(10277)
s(10276) =< s(10275)
s(10286) =< s(10275)
s(10276) =< s(10230)
s(10286) =< s(10230)
s(10288) =< s(10280)
s(10289) =< s(10280)
s(10290) =< s(10279)
s(10278) =< s(10279)
s(10289) =< s(10279)
s(10290) =< s(10230)
s(10278) =< s(10230)
s(10289) =< s(10230)
s(10291) =< aux(1258)
s(10228) =< s(10230)
s(10291) =< s(10230)
s(10239) =< s(10226)
s(10238) =< s(10226)
s(10292) =< s(10226)
s(10293) =< s(10226)
s(10294) =< s(10226)
s(10293) =< s(10238)
s(10294) =< s(10238)
s(10239) =< s(10230)
s(10293) =< s(10230)

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

* Chain [243]: 1*s(10296)+3*s(10299)+1*s(10300)+1*s(10301)+3
  Such that:s(10297) =< A
s(10298) =< -C+H
s(10296) =< -C/2+H/2
s(10296) =< s(10298)
s(10299) =< s(10298)
s(10300) =< s(10298)
s(10301) =< s(10297)
s(10296) =< s(10297)
s(10300) =< s(10297)

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

* Chain [242]: 9*s(10307)+4*s(10308)+3*s(10309)+2*s(10311)+3
  Such that:s(10305) =< -C/2+H/2
aux(1260) =< A
aux(1261) =< -C+H
s(10307) =< aux(1261)
s(10308) =< aux(1261)
s(10309) =< aux(1260)
s(10308) =< aux(1260)
s(10305) =< aux(1261)
s(10311) =< s(10305)
s(10311) =< aux(1261)
s(10311) =< aux(1260)

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

* Chain [241]: 1*s(10314)+2*s(10324)+3*s(10325)+6*s(10326)+2*s(10328)+1*s(10335)+1*s(10337)+1*s(10339)+1*s(10342)+1*s(10344)+1*s(10345)+2*s(10346)+1*s(10347)+1*s(10348)+2*s(10349)+1*s(10350)+1*s(10351)+1*s(10352)+1*s(10353)+1*s(10354)+2
  Such that:s(10321) =< A
s(10315) =< A+H
s(10316) =< A/2
s(10314) =< -C/2+H/2
s(10317) =< H+1
s(10318) =< H/2
aux(1262) =< -C+H+1
s(10316) =< s(10321)
s(10323) =< s(10317)
s(10324) =< s(10317)
s(10325) =< s(10321)
s(10326) =< s(10321)
s(10323) =< s(10315)
s(10327) =< s(10315)
s(10328) =< s(10316)
s(10325) =< s(10316)
s(10327) =< s(10317)
s(10327) =< s(10323)
s(10329) =< s(10323)*(1/2)
s(10330) =< s(10323)+1
s(10331) =< s(10321)
s(10332) =< s(10323)*(1/2)-1/2
s(10333) =< s(10323)*(1/2)
s(10334) =< s(10323)
s(10318) =< s(10323)*(1/2)-1/2
s(10329) =< s(10318)+1/2
s(10330) =< s(10318)*2+2
s(10332) =< s(10318)
s(10335) =< s(10326)*s(10327)
s(10336) =< s(10325)*s(10331)
s(10337) =< s(10325)*s(10333)
s(10338) =< s(10325)*s(10334)
s(10339) =< s(10328)*s(10318)
s(10340) =< s(10328)*s(10321)
s(10341) =< s(10328)*s(10323)
s(10342) =< s(10325)*s(10329)
s(10343) =< s(10325)*s(10330)
s(10337) =< s(10325)*s(10332)
s(10339) =< s(10341)*(1/2)
s(10344) =< s(10343)
s(10345) =< s(10343)
s(10346) =< s(10336)
s(10342) =< s(10336)
s(10344) =< s(10336)
s(10346) =< s(10321)
s(10342) =< s(10321)
s(10344) =< s(10321)
s(10347) =< s(10338)
s(10348) =< s(10338)
s(10337) =< s(10336)
s(10347) =< s(10336)
s(10337) =< s(10321)
s(10347) =< s(10321)
s(10349) =< s(10341)
s(10350) =< s(10341)
s(10351) =< s(10340)
s(10339) =< s(10340)
s(10350) =< s(10340)
s(10351) =< s(10321)
s(10339) =< s(10321)
s(10350) =< s(10321)
s(10352) =< aux(1262)
s(10353) =< aux(1262)
s(10314) =< s(10321)
s(10352) =< s(10321)

  with precondition: [A>=3,H>=2] 

* Chain [240]: 1*s(10356)+2*s(10364)+3*s(10365)+5*s(10366)+2*s(10368)+1*s(10375)+1*s(10377)+1*s(10379)+1*s(10382)+1*s(10384)+1*s(10385)+2*s(10386)+1*s(10387)+1*s(10388)+2*s(10389)+1*s(10390)+1*s(10391)+1*s(10392)+1*s(10393)+1*s(10394)+1*s(10395)+3
  Such that:s(10359) =< A
s(10360) =< A+H
s(10355) =< A/2
s(10361) =< -C+H
s(10356) =< -C/2+H/2
s(10357) =< H+1
s(10358) =< H/2
s(10362) =< s(10359)
s(10355) =< s(10359)
s(10362) =< s(10360)
s(10363) =< s(10357)
s(10364) =< s(10357)
s(10365) =< s(10359)
s(10366) =< s(10359)
s(10363) =< s(10360)
s(10367) =< s(10360)
s(10368) =< s(10355)
s(10365) =< s(10355)
s(10367) =< s(10357)
s(10367) =< s(10363)
s(10369) =< s(10363)*(1/2)
s(10370) =< s(10363)+1
s(10371) =< s(10359)
s(10372) =< s(10363)*(1/2)-1/2
s(10373) =< s(10363)*(1/2)
s(10374) =< s(10363)
s(10358) =< s(10363)*(1/2)-1/2
s(10369) =< s(10358)+1/2
s(10370) =< s(10358)*2+2
s(10372) =< s(10358)
s(10375) =< s(10366)*s(10367)
s(10376) =< s(10365)*s(10371)
s(10377) =< s(10365)*s(10373)
s(10378) =< s(10365)*s(10374)
s(10379) =< s(10368)*s(10358)
s(10380) =< s(10368)*s(10359)
s(10381) =< s(10368)*s(10363)
s(10382) =< s(10365)*s(10369)
s(10383) =< s(10365)*s(10370)
s(10377) =< s(10365)*s(10372)
s(10379) =< s(10381)*(1/2)
s(10384) =< s(10383)
s(10385) =< s(10383)
s(10386) =< s(10376)
s(10382) =< s(10376)
s(10384) =< s(10376)
s(10386) =< s(10359)
s(10382) =< s(10359)
s(10384) =< s(10359)
s(10387) =< s(10378)
s(10388) =< s(10378)
s(10377) =< s(10376)
s(10387) =< s(10376)
s(10377) =< s(10359)
s(10387) =< s(10359)
s(10389) =< s(10381)
s(10390) =< s(10381)
s(10391) =< s(10380)
s(10379) =< s(10380)
s(10390) =< s(10380)
s(10391) =< s(10359)
s(10379) =< s(10359)
s(10390) =< s(10359)
s(10392) =< s(10361)
s(10393) =< s(10361)
s(10394) =< s(10359)
s(10356) =< s(10359)
s(10392) =< s(10359)
s(10394) =< s(10362)
s(10356) =< s(10362)
s(10392) =< s(10362)

  with precondition: [A>=3,H>=2,H>=C] 

* Chain [239]: 1*s(10397)+3*s(10398)+1*s(10399)+5*s(10408)+1*s(10409)+12*s(10410)+3*s(10411)+2*s(10413)+2*s(10420)+1*s(10422)+1*s(10424)+1*s(10427)+1*s(10429)+1*s(10430)+2*s(10431)+1*s(10432)+1*s(10433)+2*s(10434)+1*s(10435)+1*s(10436)+3*s(10438)+2*s(10439)+1*s(10441)+1*s(10443)+1*s(10446)+1*s(10448)+1*s(10449)+2*s(10450)+1*s(10451)+1*s(10452)+2*s(10453)+1*s(10454)+1*s(10455)+1*s(10456)+2*s(10457)+3
  Such that:s(10400) =< A
s(10401) =< A+H
s(10402) =< A/2
s(10397) =< -C/2+H/2
s(10403) =< H+1
s(10404) =< H/2
s(10399) =< H/2+1/2
aux(1263) =< -C+H
s(10398) =< aux(1263)
s(10405) =< s(10402)
s(10406) =< s(10404)
s(10405) =< s(10400)
s(10407) =< s(10403)
s(10408) =< s(10403)
s(10399) =< s(10403)
s(10409) =< s(10403)
s(10410) =< s(10400)
s(10399) =< s(10400)
s(10409) =< s(10400)
s(10411) =< s(10400)
s(10407) =< s(10401)
s(10412) =< s(10401)
s(10413) =< s(10402)
s(10411) =< s(10402)
s(10413) =< s(10405)
s(10411) =< s(10405)
s(10412) =< s(10403)
s(10412) =< s(10407)
s(10414) =< s(10407)*(1/2)
s(10415) =< s(10407)+1
s(10416) =< s(10400)
s(10417) =< s(10407)*(1/2)-1/2
s(10418) =< s(10407)*(1/2)
s(10419) =< s(10407)
s(10406) =< s(10407)*(1/2)-1/2
s(10414) =< s(10406)+1/2
s(10415) =< s(10406)*2+2
s(10417) =< s(10406)
s(10420) =< s(10410)*s(10412)
s(10421) =< s(10411)*s(10416)
s(10422) =< s(10411)*s(10418)
s(10423) =< s(10411)*s(10419)
s(10424) =< s(10413)*s(10406)
s(10425) =< s(10413)*s(10400)
s(10426) =< s(10413)*s(10407)
s(10427) =< s(10411)*s(10414)
s(10428) =< s(10411)*s(10415)
s(10422) =< s(10411)*s(10417)
s(10424) =< s(10426)*(1/2)
s(10429) =< s(10428)
s(10430) =< s(10428)
s(10431) =< s(10421)
s(10427) =< s(10421)
s(10429) =< s(10421)
s(10431) =< s(10400)
s(10427) =< s(10400)
s(10429) =< s(10400)
s(10432) =< s(10423)
s(10433) =< s(10423)
s(10422) =< s(10421)
s(10432) =< s(10421)
s(10422) =< s(10400)
s(10432) =< s(10400)
s(10434) =< s(10426)
s(10435) =< s(10426)
s(10436) =< s(10425)
s(10424) =< s(10425)
s(10435) =< s(10425)
s(10436) =< s(10400)
s(10424) =< s(10400)
s(10435) =< s(10400)
s(10438) =< s(10400)
s(10439) =< s(10405)
s(10438) =< s(10405)
s(10440) =< s(10438)*s(10416)
s(10441) =< s(10438)*s(10418)
s(10442) =< s(10438)*s(10419)
s(10443) =< s(10439)*s(10406)
s(10444) =< s(10439)*s(10400)
s(10445) =< s(10439)*s(10407)
s(10446) =< s(10438)*s(10414)
s(10447) =< s(10438)*s(10415)
s(10441) =< s(10438)*s(10417)
s(10443) =< s(10445)*(1/2)
s(10448) =< s(10447)
s(10449) =< s(10447)
s(10450) =< s(10440)
s(10446) =< s(10440)
s(10448) =< s(10440)
s(10450) =< s(10400)
s(10446) =< s(10400)
s(10448) =< s(10400)
s(10451) =< s(10442)
s(10452) =< s(10442)
s(10441) =< s(10440)
s(10451) =< s(10440)
s(10441) =< s(10400)
s(10451) =< s(10400)
s(10453) =< s(10445)
s(10454) =< s(10445)
s(10455) =< s(10444)
s(10443) =< s(10444)
s(10454) =< s(10444)
s(10455) =< s(10400)
s(10443) =< s(10400)
s(10454) =< s(10400)
s(10456) =< aux(1263)
s(10397) =< s(10400)
s(10456) =< s(10400)

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

* Chain [238]: 1*s(10459)+2*s(10462)+1*s(10463)+1*s(10464)+1*s(10465)+2
  Such that:s(10460) =< A
s(10458) =< -C+H
s(10461) =< -C+H+1
s(10459) =< -C/2+H/2
s(10459) =< s(10461)
s(10458) =< s(10461)
s(10462) =< s(10461)
s(10463) =< s(10461)
s(10464) =< s(10461)
s(10463) =< s(10458)
s(10464) =< s(10458)
s(10465) =< s(10460)
s(10459) =< s(10460)
s(10463) =< s(10460)

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

* Chain [237]: 1*s(10466)+3*s(10469)+1*s(10470)+1*s(10471)+3
  Such that:s(10467) =< A
s(10468) =< -C+H
s(10466) =< -C/2+H/2
s(10466) =< s(10468)
s(10469) =< s(10468)
s(10470) =< s(10468)
s(10471) =< s(10467)
s(10466) =< s(10467)
s(10470) =< s(10467)

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

* Chain [236]: 1*s(10475)+8*s(10477)+3*s(10478)+2*s(10479)+3
  Such that:s(10475) =< -C/2+H/2
aux(1264) =< A
aux(1265) =< -C+H
s(10477) =< aux(1265)
s(10478) =< aux(1265)
s(10479) =< aux(1264)
s(10478) =< aux(1264)
s(10475) =< aux(1265)
s(10475) =< aux(1264)

  with precondition: [A>=3,H>=2,H>=C+4] 

* Chain [235]: 4*s(10484)+2*s(10509)+2*s(10510)+2*s(10514)+2*s(10515)+18*s(10516)+6*s(10517)+4*s(10519)+2*s(10526)+2*s(10528)+2*s(10530)+2*s(10533)+2*s(10535)+2*s(10536)+4*s(10537)+2*s(10538)+2*s(10539)+4*s(10540)+2*s(10541)+2*s(10542)+4*s(10543)+4*s(10544)+2*s(10551)+2*s(10552)+2*s(10555)+2
  Such that:s(10488) =< A/2
s(10489) =< -C+H+1
aux(1266) =< A
aux(1267) =< A+H
aux(1268) =< -C+H
aux(1269) =< -C/2+H/2
aux(1270) =< H+1
aux(1271) =< H+2
aux(1272) =< H/2
aux(1273) =< H/2+1/2
s(10484) =< aux(1269)
s(10504) =< s(10488)
s(10505) =< s(10489)
s(10508) =< aux(1272)
s(10509) =< aux(1273)
s(10510) =< aux(1273)
s(10504) =< aux(1266)
s(10512) =< aux(1270)
s(10513) =< aux(1266)
s(10513) =< s(10504)
s(10514) =< aux(1271)
s(10515) =< aux(1271)
s(10516) =< aux(1266)
s(10510) =< aux(1266)
s(10514) =< aux(1266)
s(10517) =< aux(1266)
s(10512) =< aux(1267)
s(10518) =< aux(1267)
s(10519) =< s(10504)
s(10517) =< s(10504)
s(10519) =< s(10513)
s(10517) =< s(10513)
s(10518) =< aux(1270)
s(10518) =< s(10512)
s(10520) =< s(10512)*(1/2)
s(10521) =< s(10512)+1
s(10522) =< aux(1266)
s(10523) =< s(10512)*(1/2)-1/2
s(10524) =< s(10512)*(1/2)
s(10525) =< s(10512)
s(10508) =< s(10512)*(1/2)-1/2
s(10520) =< s(10508)+1/2
s(10521) =< s(10508)*2+2
s(10523) =< s(10508)
s(10526) =< s(10516)*s(10518)
s(10527) =< s(10517)*s(10522)
s(10528) =< s(10517)*s(10524)
s(10529) =< s(10517)*s(10525)
s(10530) =< s(10519)*s(10508)
s(10531) =< s(10519)*aux(1266)
s(10532) =< s(10519)*s(10512)
s(10533) =< s(10517)*s(10520)
s(10534) =< s(10517)*s(10521)
s(10528) =< s(10517)*s(10523)
s(10530) =< s(10532)*(1/2)
s(10535) =< s(10534)
s(10536) =< s(10534)
s(10537) =< s(10527)
s(10533) =< s(10527)
s(10535) =< s(10527)
s(10537) =< aux(1266)
s(10533) =< aux(1266)
s(10535) =< aux(1266)
s(10538) =< s(10529)
s(10539) =< s(10529)
s(10528) =< s(10527)
s(10538) =< s(10527)
s(10528) =< aux(1266)
s(10538) =< aux(1266)
s(10540) =< s(10532)
s(10541) =< s(10532)
s(10542) =< s(10531)
s(10530) =< s(10531)
s(10541) =< s(10531)
s(10542) =< aux(1266)
s(10530) =< aux(1266)
s(10541) =< aux(1266)
s(10543) =< aux(1268)
s(10544) =< aux(1268)
s(10484) =< aux(1266)
s(10543) =< aux(1266)
s(10509) =< aux(1269)
s(10505) =< aux(1271)
s(10550) =< s(10505)
s(10550) =< aux(1271)
s(10551) =< s(10550)
s(10552) =< s(10550)
s(10509) =< aux(1266)
s(10551) =< aux(1266)

  with precondition: [A>=3,H>=C] 

* Chain [234]: 4*s(10578)+2*s(10579)+2*s(10583)+8*s(10585)+2*s(10589)+2*s(10590)+18*s(10591)+6*s(10592)+4*s(10594)+2*s(10601)+2*s(10603)+2*s(10605)+2*s(10608)+2*s(10610)+2*s(10611)+4*s(10612)+2*s(10613)+2*s(10614)+4*s(10615)+2*s(10616)+2*s(10617)+4*s(10618)+2*s(10644)+2*s(10645)+2*s(10648)+2
  Such that:s(10559) =< A/2
aux(1274) =< A
aux(1275) =< A+H
aux(1276) =< -C+H
aux(1277) =< -C/2+H/2
aux(1278) =< H+1
aux(1279) =< H+2
aux(1280) =< H/2
aux(1281) =< H/2+1/2
s(10556) =< aux(1275)
s(10576) =< s(10559)
s(10577) =< aux(1276)
s(10578) =< aux(1277)
s(10579) =< aux(1277)
s(10581) =< aux(1280)
s(10579) =< aux(1281)
s(10583) =< aux(1281)
s(10576) =< aux(1274)
s(10585) =< aux(1276)
s(10587) =< aux(1278)
s(10588) =< aux(1274)
s(10588) =< s(10576)
s(10589) =< aux(1279)
s(10590) =< aux(1279)
s(10591) =< aux(1274)
s(10583) =< aux(1274)
s(10589) =< aux(1274)
s(10592) =< aux(1274)
s(10587) =< s(10556)
s(10593) =< s(10556)
s(10594) =< s(10576)
s(10592) =< s(10576)
s(10594) =< s(10588)
s(10592) =< s(10588)
s(10593) =< aux(1278)
s(10593) =< s(10587)
s(10595) =< s(10587)*(1/2)
s(10596) =< s(10587)+1
s(10597) =< aux(1274)
s(10598) =< s(10587)*(1/2)-1/2
s(10599) =< s(10587)*(1/2)
s(10600) =< s(10587)
s(10581) =< s(10587)*(1/2)-1/2
s(10595) =< s(10581)+1/2
s(10596) =< s(10581)*2+2
s(10598) =< s(10581)
s(10601) =< s(10591)*s(10593)
s(10602) =< s(10592)*s(10597)
s(10603) =< s(10592)*s(10599)
s(10604) =< s(10592)*s(10600)
s(10605) =< s(10594)*s(10581)
s(10606) =< s(10594)*aux(1274)
s(10607) =< s(10594)*s(10587)
s(10608) =< s(10592)*s(10595)
s(10609) =< s(10592)*s(10596)
s(10603) =< s(10592)*s(10598)
s(10605) =< s(10607)*(1/2)
s(10610) =< s(10609)
s(10611) =< s(10609)
s(10612) =< s(10602)
s(10608) =< s(10602)
s(10610) =< s(10602)
s(10612) =< aux(1274)
s(10608) =< aux(1274)
s(10610) =< aux(1274)
s(10613) =< s(10604)
s(10614) =< s(10604)
s(10603) =< s(10602)
s(10613) =< s(10602)
s(10603) =< aux(1274)
s(10613) =< aux(1274)
s(10615) =< s(10607)
s(10616) =< s(10607)
s(10617) =< s(10606)
s(10605) =< s(10606)
s(10616) =< s(10606)
s(10617) =< aux(1274)
s(10605) =< aux(1274)
s(10616) =< aux(1274)
s(10618) =< aux(1276)
s(10578) =< aux(1274)
s(10618) =< aux(1274)
s(10577) =< aux(1279)
s(10643) =< s(10577)
s(10643) =< aux(1279)
s(10644) =< s(10643)
s(10645) =< s(10643)
s(10579) =< aux(1274)
s(10644) =< aux(1274)

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

* Chain [233]: 1*s(10651)+1*s(10655)+1*s(10662)+1*s(10663)+7*s(10664)+3*s(10665)+2*s(10667)+1*s(10674)+1*s(10676)+1*s(10678)+1*s(10681)+1*s(10683)+1*s(10684)+2*s(10685)+1*s(10686)+1*s(10687)+2*s(10688)+1*s(10689)+1*s(10690)+1*s(10691)+1*s(10692)+1*s(10693)+1
  Such that:s(10656) =< A
s(10649) =< A+H
s(10650) =< A/2
s(10651) =< -C/2+H/2
s(10653) =< H+1
s(10654) =< H+2
s(10652) =< H/2
s(10655) =< H/2+1/2
aux(1282) =< -C+H+1
s(10650) =< s(10656)
s(10660) =< s(10656)
s(10660) =< s(10650)
s(10661) =< s(10653)
s(10662) =< s(10654)
s(10663) =< s(10654)
s(10662) =< s(10653)
s(10663) =< s(10653)
s(10664) =< s(10656)
s(10655) =< s(10656)
s(10662) =< s(10656)
s(10665) =< s(10656)
s(10661) =< s(10649)
s(10666) =< s(10649)
s(10667) =< s(10650)
s(10665) =< s(10650)
s(10667) =< s(10660)
s(10665) =< s(10660)
s(10666) =< s(10653)
s(10666) =< s(10661)
s(10668) =< s(10661)*(1/2)
s(10669) =< s(10661)+1
s(10670) =< s(10656)
s(10671) =< s(10661)*(1/2)-1/2
s(10672) =< s(10661)*(1/2)
s(10673) =< s(10661)
s(10652) =< s(10661)*(1/2)-1/2
s(10668) =< s(10652)+1/2
s(10669) =< s(10652)*2+2
s(10671) =< s(10652)
s(10674) =< s(10664)*s(10666)
s(10675) =< s(10665)*s(10670)
s(10676) =< s(10665)*s(10672)
s(10677) =< s(10665)*s(10673)
s(10678) =< s(10667)*s(10652)
s(10679) =< s(10667)*s(10656)
s(10680) =< s(10667)*s(10661)
s(10681) =< s(10665)*s(10668)
s(10682) =< s(10665)*s(10669)
s(10676) =< s(10665)*s(10671)
s(10678) =< s(10680)*(1/2)
s(10683) =< s(10682)
s(10684) =< s(10682)
s(10685) =< s(10675)
s(10681) =< s(10675)
s(10683) =< s(10675)
s(10685) =< s(10656)
s(10681) =< s(10656)
s(10683) =< s(10656)
s(10686) =< s(10677)
s(10687) =< s(10677)
s(10676) =< s(10675)
s(10686) =< s(10675)
s(10676) =< s(10656)
s(10686) =< s(10656)
s(10688) =< s(10680)
s(10689) =< s(10680)
s(10690) =< s(10679)
s(10678) =< s(10679)
s(10689) =< s(10679)
s(10690) =< s(10656)
s(10678) =< s(10656)
s(10689) =< s(10656)
s(10691) =< aux(1282)
s(10692) =< aux(1282)
s(10651) =< s(10656)
s(10691) =< s(10656)

  with precondition: [A>=4,H+1>=0] 

* Chain [232]: 1*s(10694)+1*s(10700)+1*s(10701)+1*s(10702)+2*s(10703)+1*s(10704)+1*s(10705)+1
  Such that:s(10695) =< A
s(10696) =< -C+H+1
s(10697) =< -C+H+2
s(10694) =< -C/2+H/2
s(10698) =< -C/2+H/2+1/2
s(10699) =< s(10696)
s(10700) =< s(10696)
s(10694) =< s(10697)
s(10699) =< s(10697)
s(10694) =< s(10698)
s(10700) =< s(10698)
s(10701) =< s(10697)
s(10702) =< s(10697)
s(10701) =< s(10696)
s(10702) =< s(10696)
s(10703) =< s(10695)
s(10700) =< s(10695)
s(10701) =< s(10695)
s(10704) =< s(10696)
s(10705) =< s(10696)
s(10704) =< s(10699)
s(10705) =< s(10699)
s(10694) =< s(10695)
s(10704) =< s(10695)

  with precondition: [A>=4,H+1>=0,H+1>=C] 

* Chain [231]: 1*s(10717)+1*s(10720)+1*s(10721)+1*s(10725)+1*s(10726)+8*s(10727)+3*s(10728)+2*s(10730)+1*s(10737)+1*s(10739)+1*s(10741)+1*s(10744)+1*s(10746)+1*s(10747)+2*s(10748)+1*s(10749)+1*s(10750)+2*s(10751)+1*s(10752)+1*s(10753)+1*s(10754)+1*s(10755)+1*s(10756)+1*s(10758)+1*s(10759)+1*s(10760)+1*s(10762)+1*s(10763)+1*s(10764)+2
  Such that:s(10712) =< A+H
s(10713) =< A/2
s(10709) =< -C+H+1
s(10715) =< H+1
s(10716) =< H+2
s(10714) =< H/2
s(10717) =< H/2+1/2
aux(1283) =< A
aux(1284) =< -C+H
aux(1285) =< -C/2+H/2
s(10720) =< aux(1285)
s(10721) =< aux(1285)
s(10722) =< aux(1283)
s(10713) =< aux(1283)
s(10722) =< s(10712)
s(10723) =< aux(1283)
s(10723) =< s(10713)
s(10724) =< s(10715)
s(10725) =< s(10716)
s(10726) =< s(10716)
s(10725) =< s(10715)
s(10726) =< s(10715)
s(10727) =< aux(1283)
s(10717) =< aux(1283)
s(10725) =< aux(1283)
s(10728) =< aux(1283)
s(10724) =< s(10712)
s(10729) =< s(10712)
s(10730) =< s(10713)
s(10728) =< s(10713)
s(10730) =< s(10723)
s(10728) =< s(10723)
s(10729) =< s(10715)
s(10729) =< s(10724)
s(10731) =< s(10724)*(1/2)
s(10732) =< s(10724)+1
s(10733) =< aux(1283)
s(10734) =< s(10724)*(1/2)-1/2
s(10735) =< s(10724)*(1/2)
s(10736) =< s(10724)
s(10714) =< s(10724)*(1/2)-1/2
s(10731) =< s(10714)+1/2
s(10732) =< s(10714)*2+2
s(10734) =< s(10714)
s(10737) =< s(10727)*s(10729)
s(10738) =< s(10728)*s(10733)
s(10739) =< s(10728)*s(10735)
s(10740) =< s(10728)*s(10736)
s(10741) =< s(10730)*s(10714)
s(10742) =< s(10730)*aux(1283)
s(10743) =< s(10730)*s(10724)
s(10744) =< s(10728)*s(10731)
s(10745) =< s(10728)*s(10732)
s(10739) =< s(10728)*s(10734)
s(10741) =< s(10743)*(1/2)
s(10746) =< s(10745)
s(10747) =< s(10745)
s(10748) =< s(10738)
s(10744) =< s(10738)
s(10746) =< s(10738)
s(10748) =< aux(1283)
s(10744) =< aux(1283)
s(10746) =< aux(1283)
s(10749) =< s(10740)
s(10750) =< s(10740)
s(10739) =< s(10738)
s(10749) =< s(10738)
s(10739) =< aux(1283)
s(10749) =< aux(1283)
s(10751) =< s(10743)
s(10752) =< s(10743)
s(10753) =< s(10742)
s(10741) =< s(10742)
s(10752) =< s(10742)
s(10753) =< aux(1283)
s(10741) =< aux(1283)
s(10752) =< aux(1283)
s(10754) =< aux(1284)
s(10755) =< aux(1284)
s(10756) =< aux(1283)
s(10720) =< aux(1283)
s(10754) =< aux(1283)
s(10756) =< s(10722)
s(10720) =< s(10722)
s(10754) =< s(10722)
s(10757) =< aux(1284)
s(10758) =< aux(1284)
s(10721) =< s(10709)
s(10757) =< s(10709)
s(10758) =< aux(1285)
s(10759) =< s(10709)
s(10760) =< s(10709)
s(10759) =< aux(1284)
s(10760) =< aux(1284)
s(10758) =< aux(1283)
s(10759) =< aux(1283)
s(10762) =< aux(1284)
s(10763) =< aux(1284)
s(10762) =< s(10757)
s(10763) =< s(10757)
s(10721) =< aux(1283)
s(10762) =< aux(1283)

  with precondition: [A>=4,H+1>=0,H>=C] 

* Chain [230]: 1*s(10768)+1*s(10769)+1*s(10777)+2*s(10778)+2*s(10780)+1*s(10781)+9*s(10782)+1*s(10783)+1*s(10784)+2*s(10785)+1*s(10788)+1*s(10789)+3*s(10791)+2*s(10793)+1*s(10800)+1*s(10802)+1*s(10804)+1*s(10807)+1*s(10809)+1*s(10810)+2*s(10811)+1*s(10812)+1*s(10813)+2*s(10814)+1*s(10815)+1*s(10816)+1*s(10818)+2
  Such that:s(10772) =< A+H
s(10773) =< A/2
s(10767) =< -C+H+1
s(10775) =< H+1
s(10776) =< H+2
s(10774) =< H/2
s(10777) =< H/2+1/2
aux(1286) =< A
aux(1287) =< -C+H
aux(1288) =< -C/2+H/2
s(10768) =< aux(1288)
s(10769) =< aux(1288)
s(10778) =< aux(1287)
s(10768) =< aux(1287)
s(10779) =< aux(1287)
s(10780) =< aux(1287)
s(10778) =< s(10767)
s(10768) =< s(10767)
s(10779) =< s(10767)
s(10781) =< s(10767)
s(10781) =< aux(1287)
s(10782) =< aux(1286)
s(10780) =< aux(1286)
s(10781) =< aux(1286)
s(10783) =< aux(1287)
s(10784) =< aux(1287)
s(10783) =< s(10779)
s(10784) =< s(10779)
s(10768) =< aux(1286)
s(10783) =< aux(1286)
s(10785) =< aux(1287)
s(10773) =< aux(1286)
s(10786) =< aux(1286)
s(10786) =< s(10773)
s(10787) =< s(10775)
s(10788) =< s(10776)
s(10789) =< s(10776)
s(10788) =< s(10775)
s(10789) =< s(10775)
s(10777) =< aux(1286)
s(10788) =< aux(1286)
s(10791) =< aux(1286)
s(10787) =< s(10772)
s(10792) =< s(10772)
s(10793) =< s(10773)
s(10791) =< s(10773)
s(10793) =< s(10786)
s(10791) =< s(10786)
s(10792) =< s(10775)
s(10792) =< s(10787)
s(10794) =< s(10787)*(1/2)
s(10795) =< s(10787)+1
s(10796) =< aux(1286)
s(10797) =< s(10787)*(1/2)-1/2
s(10798) =< s(10787)*(1/2)
s(10799) =< s(10787)
s(10774) =< s(10787)*(1/2)-1/2
s(10794) =< s(10774)+1/2
s(10795) =< s(10774)*2+2
s(10797) =< s(10774)
s(10800) =< s(10782)*s(10792)
s(10801) =< s(10791)*s(10796)
s(10802) =< s(10791)*s(10798)
s(10803) =< s(10791)*s(10799)
s(10804) =< s(10793)*s(10774)
s(10805) =< s(10793)*aux(1286)
s(10806) =< s(10793)*s(10787)
s(10807) =< s(10791)*s(10794)
s(10808) =< s(10791)*s(10795)
s(10802) =< s(10791)*s(10797)
s(10804) =< s(10806)*(1/2)
s(10809) =< s(10808)
s(10810) =< s(10808)
s(10811) =< s(10801)
s(10807) =< s(10801)
s(10809) =< s(10801)
s(10811) =< aux(1286)
s(10807) =< aux(1286)
s(10809) =< aux(1286)
s(10812) =< s(10803)
s(10813) =< s(10803)
s(10802) =< s(10801)
s(10812) =< s(10801)
s(10802) =< aux(1286)
s(10812) =< aux(1286)
s(10814) =< s(10806)
s(10815) =< s(10806)
s(10816) =< s(10805)
s(10804) =< s(10805)
s(10815) =< s(10805)
s(10816) =< aux(1286)
s(10804) =< aux(1286)
s(10815) =< aux(1286)
s(10769) =< aux(1286)

  with precondition: [A>=4,H+1>=0,H>=C+1] 

* Chain [229]: 1*s(10819)+1*s(10832)+1*s(10833)+2*s(10834)+1*s(10835)+1*s(10836)+8*s(10837)+1*s(10838)+3*s(10839)+2*s(10841)+1*s(10848)+1*s(10850)+1*s(10852)+1*s(10855)+1*s(10857)+1*s(10858)+2*s(10859)+1*s(10860)+1*s(10861)+2*s(10862)+1*s(10863)+1*s(10864)+1*s(10865)+1*s(10866)+1*s(10867)+2
  Such that:s(10828) =< A
s(10820) =< A+H
s(10821) =< A/2
s(10819) =< -C/2+H/2
s(10822) =< H+1
s(10823) =< H+2
s(10824) =< H/2
s(10825) =< H/2+1/2
aux(1289) =< -C+H+1
s(10821) =< s(10828)
s(10830) =< s(10828)
s(10830) =< s(10821)
s(10831) =< s(10822)
s(10832) =< s(10825)
s(10833) =< s(10825)
s(10832) =< s(10822)
s(10834) =< s(10822)
s(10835) =< s(10823)
s(10836) =< s(10823)
s(10835) =< s(10822)
s(10836) =< s(10822)
s(10837) =< s(10828)
s(10832) =< s(10828)
s(10835) =< s(10828)
s(10838) =< s(10822)
s(10833) =< s(10828)
s(10838) =< s(10828)
s(10839) =< s(10828)
s(10831) =< s(10820)
s(10840) =< s(10820)
s(10841) =< s(10821)
s(10839) =< s(10821)
s(10841) =< s(10830)
s(10839) =< s(10830)
s(10840) =< s(10822)
s(10840) =< s(10831)
s(10842) =< s(10831)*(1/2)
s(10843) =< s(10831)+1
s(10844) =< s(10828)
s(10845) =< s(10831)*(1/2)-1/2
s(10846) =< s(10831)*(1/2)
s(10847) =< s(10831)
s(10824) =< s(10831)*(1/2)-1/2
s(10842) =< s(10824)+1/2
s(10843) =< s(10824)*2+2
s(10845) =< s(10824)
s(10848) =< s(10837)*s(10840)
s(10849) =< s(10839)*s(10844)
s(10850) =< s(10839)*s(10846)
s(10851) =< s(10839)*s(10847)
s(10852) =< s(10841)*s(10824)
s(10853) =< s(10841)*s(10828)
s(10854) =< s(10841)*s(10831)
s(10855) =< s(10839)*s(10842)
s(10856) =< s(10839)*s(10843)
s(10850) =< s(10839)*s(10845)
s(10852) =< s(10854)*(1/2)
s(10857) =< s(10856)
s(10858) =< s(10856)
s(10859) =< s(10849)
s(10855) =< s(10849)
s(10857) =< s(10849)
s(10859) =< s(10828)
s(10855) =< s(10828)
s(10857) =< s(10828)
s(10860) =< s(10851)
s(10861) =< s(10851)
s(10850) =< s(10849)
s(10860) =< s(10849)
s(10850) =< s(10828)
s(10860) =< s(10828)
s(10862) =< s(10854)
s(10863) =< s(10854)
s(10864) =< s(10853)
s(10852) =< s(10853)
s(10863) =< s(10853)
s(10864) =< s(10828)
s(10852) =< s(10828)
s(10863) =< s(10828)
s(10865) =< aux(1289)
s(10866) =< aux(1289)
s(10819) =< s(10828)
s(10865) =< s(10828)

  with precondition: [A>=4,H>=0] 

* Chain [228]: 1*s(10872)+1*s(10883)+1*s(10884)+2*s(10885)+1*s(10886)+1*s(10887)+10*s(10888)+1*s(10889)+3*s(10890)+2*s(10892)+1*s(10899)+1*s(10901)+1*s(10903)+1*s(10906)+1*s(10908)+1*s(10909)+2*s(10910)+1*s(10911)+1*s(10912)+2*s(10913)+1*s(10914)+1*s(10915)+1*s(10916)+1*s(10917)+1*s(10918)+1*s(10919)+1*s(10921)+1*s(10922)+3*s(10923)+1*s(10924)+1*s(10925)+2*s(10926)+1*s(10927)+3
  Such that:s(10879) =< A
s(10868) =< A+H
s(10869) =< A/2
s(10874) =< -C+H
s(10870) =< -C+H+1
s(10871) =< -C+H+2
s(10872) =< -C/2+H/2
s(10873) =< -C/2+H/2+1/2
s(10875) =< H+1
s(10876) =< H+2
s(10877) =< H/2
s(10878) =< H/2+1/2
s(10880) =< s(10879)
s(10869) =< s(10879)
s(10880) =< s(10868)
s(10881) =< s(10879)
s(10881) =< s(10869)
s(10882) =< s(10875)
s(10883) =< s(10878)
s(10884) =< s(10878)
s(10883) =< s(10875)
s(10885) =< s(10875)
s(10886) =< s(10876)
s(10887) =< s(10876)
s(10886) =< s(10875)
s(10887) =< s(10875)
s(10888) =< s(10879)
s(10883) =< s(10879)
s(10886) =< s(10879)
s(10889) =< s(10875)
s(10884) =< s(10879)
s(10889) =< s(10879)
s(10890) =< s(10879)
s(10882) =< s(10868)
s(10891) =< s(10868)
s(10892) =< s(10869)
s(10890) =< s(10869)
s(10892) =< s(10881)
s(10890) =< s(10881)
s(10891) =< s(10875)
s(10891) =< s(10882)
s(10893) =< s(10882)*(1/2)
s(10894) =< s(10882)+1
s(10895) =< s(10879)
s(10896) =< s(10882)*(1/2)-1/2
s(10897) =< s(10882)*(1/2)
s(10898) =< s(10882)
s(10877) =< s(10882)*(1/2)-1/2
s(10893) =< s(10877)+1/2
s(10894) =< s(10877)*2+2
s(10896) =< s(10877)
s(10899) =< s(10888)*s(10891)
s(10900) =< s(10890)*s(10895)
s(10901) =< s(10890)*s(10897)
s(10902) =< s(10890)*s(10898)
s(10903) =< s(10892)*s(10877)
s(10904) =< s(10892)*s(10879)
s(10905) =< s(10892)*s(10882)
s(10906) =< s(10890)*s(10893)
s(10907) =< s(10890)*s(10894)
s(10901) =< s(10890)*s(10896)
s(10903) =< s(10905)*(1/2)
s(10908) =< s(10907)
s(10909) =< s(10907)
s(10910) =< s(10900)
s(10906) =< s(10900)
s(10908) =< s(10900)
s(10910) =< s(10879)
s(10906) =< s(10879)
s(10908) =< s(10879)
s(10911) =< s(10902)
s(10912) =< s(10902)
s(10901) =< s(10900)
s(10911) =< s(10900)
s(10901) =< s(10879)
s(10911) =< s(10879)
s(10913) =< s(10905)
s(10914) =< s(10905)
s(10915) =< s(10904)
s(10903) =< s(10904)
s(10914) =< s(10904)
s(10915) =< s(10879)
s(10903) =< s(10879)
s(10914) =< s(10879)
s(10916) =< s(10874)
s(10917) =< s(10874)
s(10918) =< s(10879)
s(10872) =< s(10879)
s(10916) =< s(10879)
s(10918) =< s(10880)
s(10872) =< s(10880)
s(10916) =< s(10880)
s(10919) =< s(10870)
s(10920) =< s(10870)
s(10919) =< s(10873)
s(10920) =< s(10873)
s(10921) =< s(10920)
s(10922) =< s(10920)
s(10921) =< s(10870)
s(10923) =< s(10870)
s(10924) =< s(10871)
s(10925) =< s(10871)
s(10924) =< s(10870)
s(10925) =< s(10870)
s(10921) =< s(10879)
s(10924) =< s(10879)
s(10926) =< s(10870)
s(10922) =< s(10879)
s(10926) =< s(10879)
s(10919) =< s(10879)

  with precondition: [A>=4,H>=0,H>=C] 

* Chain [227]: 1*s(10932)+5*s(10939)+1*s(10942)+1*s(10943)+2*s(10944)+1*s(10945)+1*s(10946)+11*s(10947)+1*s(10948)+3*s(10949)+2*s(10951)+1*s(10958)+1*s(10960)+1*s(10962)+1*s(10965)+1*s(10967)+1*s(10968)+2*s(10969)+1*s(10970)+1*s(10971)+2*s(10972)+1*s(10973)+1*s(10974)+3*s(10975)+1*s(10976)+1*s(10978)+1*s(10979)+1*s(10980)+1*s(10981)+1*s(10982)+3
  Such that:s(10937) =< A
s(10928) =< A+H
s(10929) =< A/2
s(10938) =< -C+H
s(10930) =< -C+H+1
s(10933) =< H+1
s(10934) =< H+2
s(10935) =< H/2
s(10936) =< H/2+1/2
aux(1290) =< -C/2+H/2
s(10932) =< aux(1290)
s(10929) =< s(10937)
s(10939) =< s(10938)
s(10940) =< s(10937)
s(10940) =< s(10929)
s(10941) =< s(10933)
s(10942) =< s(10936)
s(10943) =< s(10936)
s(10942) =< s(10933)
s(10944) =< s(10933)
s(10945) =< s(10934)
s(10946) =< s(10934)
s(10945) =< s(10933)
s(10946) =< s(10933)
s(10947) =< s(10937)
s(10942) =< s(10937)
s(10945) =< s(10937)
s(10948) =< s(10933)
s(10943) =< s(10937)
s(10948) =< s(10937)
s(10949) =< s(10937)
s(10941) =< s(10928)
s(10950) =< s(10928)
s(10951) =< s(10929)
s(10949) =< s(10929)
s(10951) =< s(10940)
s(10949) =< s(10940)
s(10950) =< s(10933)
s(10950) =< s(10941)
s(10952) =< s(10941)*(1/2)
s(10953) =< s(10941)+1
s(10954) =< s(10937)
s(10955) =< s(10941)*(1/2)-1/2
s(10956) =< s(10941)*(1/2)
s(10957) =< s(10941)
s(10935) =< s(10941)*(1/2)-1/2
s(10952) =< s(10935)+1/2
s(10953) =< s(10935)*2+2
s(10955) =< s(10935)
s(10958) =< s(10947)*s(10950)
s(10959) =< s(10949)*s(10954)
s(10960) =< s(10949)*s(10956)
s(10961) =< s(10949)*s(10957)
s(10962) =< s(10951)*s(10935)
s(10963) =< s(10951)*s(10937)
s(10964) =< s(10951)*s(10941)
s(10965) =< s(10949)*s(10952)
s(10966) =< s(10949)*s(10953)
s(10960) =< s(10949)*s(10955)
s(10962) =< s(10964)*(1/2)
s(10967) =< s(10966)
s(10968) =< s(10966)
s(10969) =< s(10959)
s(10965) =< s(10959)
s(10967) =< s(10959)
s(10969) =< s(10937)
s(10965) =< s(10937)
s(10967) =< s(10937)
s(10970) =< s(10961)
s(10971) =< s(10961)
s(10960) =< s(10959)
s(10970) =< s(10959)
s(10960) =< s(10937)
s(10970) =< s(10937)
s(10972) =< s(10964)
s(10973) =< s(10964)
s(10974) =< s(10963)
s(10962) =< s(10963)
s(10973) =< s(10963)
s(10974) =< s(10937)
s(10962) =< s(10937)
s(10973) =< s(10937)
s(10975) =< s(10938)
s(10932) =< s(10937)
s(10975) =< s(10937)
s(10976) =< s(10938)
s(10977) =< s(10938)
s(10976) =< aux(1290)
s(10977) =< aux(1290)
s(10978) =< s(10977)
s(10979) =< s(10977)
s(10978) =< s(10938)
s(10980) =< s(10930)
s(10981) =< s(10930)
s(10980) =< s(10938)
s(10981) =< s(10938)
s(10978) =< s(10937)
s(10980) =< s(10937)
s(10979) =< s(10937)
s(10976) =< s(10937)

  with precondition: [A>=4,H>=0,H>=C+1] 

* Chain [226]: 4*s(10986)+2*s(10987)+4*s(10988)+1*s(10989)+3*s(10990)+3
  Such that:s(10983) =< A
s(10984) =< -C+H
s(10985) =< -C+H+1
s(10986) =< s(10984)
s(10987) =< s(10984)
s(10987) =< s(10985)
s(10988) =< s(10984)
s(10989) =< s(10985)
s(10989) =< s(10984)
s(10990) =< s(10983)
s(10988) =< s(10983)
s(10987) =< s(10983)

  with precondition: [A>=4,H>=0,H>=C+2] 

* Chain [225]: 1*s(10991)+2*s(11003)+4*s(11004)+2*s(11005)+8*s(11006)+3*s(11007)+2*s(11009)+1*s(11016)+1*s(11018)+1*s(11020)+1*s(11023)+1*s(11025)+1*s(11026)+2*s(11027)+1*s(11028)+1*s(11029)+2*s(11030)+1*s(11031)+1*s(11032)+1*s(11033)+1*s(11034)+1*s(11035)+2
  Such that:s(10999) =< A
s(10992) =< A+H
s(10993) =< A/2
s(10991) =< -C/2+H/2
s(10994) =< H+1
s(10995) =< H/2
s(10996) =< H/2+1/2
aux(1291) =< -C+H+1
s(10993) =< s(10999)
s(11001) =< s(10999)
s(11001) =< s(10993)
s(11002) =< s(10994)
s(11003) =< s(10996)
s(11003) =< s(10994)
s(11004) =< s(10994)
s(11005) =< s(10994)
s(11006) =< s(10999)
s(11003) =< s(10999)
s(11005) =< s(10999)
s(11007) =< s(10999)
s(11002) =< s(10992)
s(11008) =< s(10992)
s(11009) =< s(10993)
s(11007) =< s(10993)
s(11009) =< s(11001)
s(11007) =< s(11001)
s(11008) =< s(10994)
s(11008) =< s(11002)
s(11010) =< s(11002)*(1/2)
s(11011) =< s(11002)+1
s(11012) =< s(10999)
s(11013) =< s(11002)*(1/2)-1/2
s(11014) =< s(11002)*(1/2)
s(11015) =< s(11002)
s(10995) =< s(11002)*(1/2)-1/2
s(11010) =< s(10995)+1/2
s(11011) =< s(10995)*2+2
s(11013) =< s(10995)
s(11016) =< s(11006)*s(11008)
s(11017) =< s(11007)*s(11012)
s(11018) =< s(11007)*s(11014)
s(11019) =< s(11007)*s(11015)
s(11020) =< s(11009)*s(10995)
s(11021) =< s(11009)*s(10999)
s(11022) =< s(11009)*s(11002)
s(11023) =< s(11007)*s(11010)
s(11024) =< s(11007)*s(11011)
s(11018) =< s(11007)*s(11013)
s(11020) =< s(11022)*(1/2)
s(11025) =< s(11024)
s(11026) =< s(11024)
s(11027) =< s(11017)
s(11023) =< s(11017)
s(11025) =< s(11017)
s(11027) =< s(10999)
s(11023) =< s(10999)
s(11025) =< s(10999)
s(11028) =< s(11019)
s(11029) =< s(11019)
s(11018) =< s(11017)
s(11028) =< s(11017)
s(11018) =< s(10999)
s(11028) =< s(10999)
s(11030) =< s(11022)
s(11031) =< s(11022)
s(11032) =< s(11021)
s(11020) =< s(11021)
s(11031) =< s(11021)
s(11032) =< s(10999)
s(11020) =< s(10999)
s(11031) =< s(10999)
s(11033) =< aux(1291)
s(11034) =< aux(1291)
s(10991) =< s(10999)
s(11033) =< s(10999)

  with precondition: [A>=4,H>=1] 

* Chain [224]: 1*s(11037)+2*s(11047)+4*s(11048)+2*s(11049)+7*s(11050)+3*s(11051)+2*s(11053)+1*s(11060)+1*s(11062)+1*s(11064)+1*s(11067)+1*s(11069)+1*s(11070)+2*s(11071)+1*s(11072)+1*s(11073)+2*s(11074)+1*s(11075)+1*s(11076)+1*s(11077)+1*s(11078)+1*s(11079)+1*s(11080)+3
  Such that:s(11041) =< A
s(11042) =< A+H
s(11036) =< A/2
s(11043) =< -C+H
s(11037) =< -C/2+H/2
s(11038) =< H+1
s(11039) =< H/2
s(11040) =< H/2+1/2
s(11044) =< s(11041)
s(11036) =< s(11041)
s(11044) =< s(11042)
s(11045) =< s(11041)
s(11045) =< s(11036)
s(11046) =< s(11038)
s(11047) =< s(11040)
s(11047) =< s(11038)
s(11048) =< s(11038)
s(11049) =< s(11038)
s(11050) =< s(11041)
s(11047) =< s(11041)
s(11049) =< s(11041)
s(11051) =< s(11041)
s(11046) =< s(11042)
s(11052) =< s(11042)
s(11053) =< s(11036)
s(11051) =< s(11036)
s(11053) =< s(11045)
s(11051) =< s(11045)
s(11052) =< s(11038)
s(11052) =< s(11046)
s(11054) =< s(11046)*(1/2)
s(11055) =< s(11046)+1
s(11056) =< s(11041)
s(11057) =< s(11046)*(1/2)-1/2
s(11058) =< s(11046)*(1/2)
s(11059) =< s(11046)
s(11039) =< s(11046)*(1/2)-1/2
s(11054) =< s(11039)+1/2
s(11055) =< s(11039)*2+2
s(11057) =< s(11039)
s(11060) =< s(11050)*s(11052)
s(11061) =< s(11051)*s(11056)
s(11062) =< s(11051)*s(11058)
s(11063) =< s(11051)*s(11059)
s(11064) =< s(11053)*s(11039)
s(11065) =< s(11053)*s(11041)
s(11066) =< s(11053)*s(11046)
s(11067) =< s(11051)*s(11054)
s(11068) =< s(11051)*s(11055)
s(11062) =< s(11051)*s(11057)
s(11064) =< s(11066)*(1/2)
s(11069) =< s(11068)
s(11070) =< s(11068)
s(11071) =< s(11061)
s(11067) =< s(11061)
s(11069) =< s(11061)
s(11071) =< s(11041)
s(11067) =< s(11041)
s(11069) =< s(11041)
s(11072) =< s(11063)
s(11073) =< s(11063)
s(11062) =< s(11061)
s(11072) =< s(11061)
s(11062) =< s(11041)
s(11072) =< s(11041)
s(11074) =< s(11066)
s(11075) =< s(11066)
s(11076) =< s(11065)
s(11064) =< s(11065)
s(11075) =< s(11065)
s(11076) =< s(11041)
s(11064) =< s(11041)
s(11075) =< s(11041)
s(11077) =< s(11043)
s(11078) =< s(11043)
s(11079) =< s(11041)
s(11037) =< s(11041)
s(11077) =< s(11041)
s(11079) =< s(11044)
s(11037) =< s(11044)
s(11077) =< s(11044)

  with precondition: [A>=4,H>=1,H>=C] 

* Chain [223]: 1*s(11085)+1*s(11091)+2*s(11093)+5*s(11094)+3*s(11095)+11*s(11096)+2*s(11097)+2*s(11100)+4*s(11101)+2*s(11102)+3*s(11103)+2*s(11105)+1*s(11112)+1*s(11114)+1*s(11116)+1*s(11119)+1*s(11121)+1*s(11122)+2*s(11123)+1*s(11124)+1*s(11125)+2*s(11126)+1*s(11127)+1*s(11128)+1*s(11129)+1*s(11130)+3
  Such that:s(11090) =< A
s(11081) =< A+H
s(11082) =< A/2
s(11083) =< -C+H
s(11084) =< -C+H+1
s(11085) =< -C/2+H/2
s(11086) =< -C/2+H/2+1/2
s(11087) =< H+1
s(11088) =< H/2
s(11089) =< H/2+1/2
s(11091) =< s(11084)
s(11092) =< s(11084)
s(11091) =< s(11086)
s(11092) =< s(11086)
s(11093) =< s(11092)
s(11093) =< s(11084)
s(11094) =< s(11084)
s(11095) =< s(11084)
s(11096) =< s(11090)
s(11093) =< s(11090)
s(11095) =< s(11090)
s(11091) =< s(11090)
s(11082) =< s(11090)
s(11097) =< s(11083)
s(11098) =< s(11090)
s(11098) =< s(11082)
s(11099) =< s(11087)
s(11100) =< s(11089)
s(11100) =< s(11087)
s(11101) =< s(11087)
s(11102) =< s(11087)
s(11100) =< s(11090)
s(11102) =< s(11090)
s(11103) =< s(11090)
s(11099) =< s(11081)
s(11104) =< s(11081)
s(11105) =< s(11082)
s(11103) =< s(11082)
s(11105) =< s(11098)
s(11103) =< s(11098)
s(11104) =< s(11087)
s(11104) =< s(11099)
s(11106) =< s(11099)*(1/2)
s(11107) =< s(11099)+1
s(11108) =< s(11090)
s(11109) =< s(11099)*(1/2)-1/2
s(11110) =< s(11099)*(1/2)
s(11111) =< s(11099)
s(11088) =< s(11099)*(1/2)-1/2
s(11106) =< s(11088)+1/2
s(11107) =< s(11088)*2+2
s(11109) =< s(11088)
s(11112) =< s(11096)*s(11104)
s(11113) =< s(11103)*s(11108)
s(11114) =< s(11103)*s(11110)
s(11115) =< s(11103)*s(11111)
s(11116) =< s(11105)*s(11088)
s(11117) =< s(11105)*s(11090)
s(11118) =< s(11105)*s(11099)
s(11119) =< s(11103)*s(11106)
s(11120) =< s(11103)*s(11107)
s(11114) =< s(11103)*s(11109)
s(11116) =< s(11118)*(1/2)
s(11121) =< s(11120)
s(11122) =< s(11120)
s(11123) =< s(11113)
s(11119) =< s(11113)
s(11121) =< s(11113)
s(11123) =< s(11090)
s(11119) =< s(11090)
s(11121) =< s(11090)
s(11124) =< s(11115)
s(11125) =< s(11115)
s(11114) =< s(11113)
s(11124) =< s(11113)
s(11114) =< s(11090)
s(11124) =< s(11090)
s(11126) =< s(11118)
s(11127) =< s(11118)
s(11128) =< s(11117)
s(11116) =< s(11117)
s(11127) =< s(11117)
s(11128) =< s(11090)
s(11116) =< s(11090)
s(11127) =< s(11090)
s(11129) =< s(11083)
s(11085) =< s(11090)
s(11129) =< s(11090)

  with precondition: [A>=4,H>=1,H>=C+1] 

* Chain [222]: 1*s(11134)+2*s(11136)+5*s(11137)+3*s(11138)+3*s(11139)+3
  Such that:s(11131) =< A
s(11132) =< -C+H
s(11133) =< -C/2+H/2
s(11134) =< s(11132)
s(11135) =< s(11132)
s(11134) =< s(11133)
s(11135) =< s(11133)
s(11136) =< s(11135)
s(11136) =< s(11132)
s(11137) =< s(11132)
s(11138) =< s(11132)
s(11139) =< s(11131)
s(11136) =< s(11131)
s(11138) =< s(11131)
s(11134) =< s(11131)

  with precondition: [A>=4,H>=1,H>=C+2] 

* Chain [221]: 6*s(11142)+6*s(11143)+3*s(11144)+3
  Such that:s(11140) =< A
s(11141) =< -C+H
s(11142) =< s(11141)
s(11143) =< s(11141)
s(11144) =< s(11140)
s(11143) =< s(11140)

  with precondition: [A>=4,H>=1,H>=C+3] 

* Chain [220]: 1*s(11145)+1*s(11150)+3*s(11157)+1*s(11158)+7*s(11159)+3*s(11160)+2*s(11162)+1*s(11169)+1*s(11171)+1*s(11173)+1*s(11176)+1*s(11178)+1*s(11179)+2*s(11180)+1*s(11181)+1*s(11182)+2*s(11183)+1*s(11184)+1*s(11185)+1*s(11186)+1*s(11187)+1*s(11188)+2
  Such that:s(11153) =< A
s(11146) =< A+H
s(11147) =< A/2
s(11145) =< -C/2+H/2
s(11148) =< H+1
s(11149) =< H/2
s(11150) =< H/2+1/2
aux(1292) =< -C+H+1
s(11147) =< s(11153)
s(11155) =< s(11153)
s(11155) =< s(11147)
s(11156) =< s(11148)
s(11157) =< s(11148)
s(11150) =< s(11148)
s(11158) =< s(11148)
s(11159) =< s(11153)
s(11150) =< s(11153)
s(11158) =< s(11153)
s(11160) =< s(11153)
s(11156) =< s(11146)
s(11161) =< s(11146)
s(11162) =< s(11147)
s(11160) =< s(11147)
s(11162) =< s(11155)
s(11160) =< s(11155)
s(11161) =< s(11148)
s(11161) =< s(11156)
s(11163) =< s(11156)*(1/2)
s(11164) =< s(11156)+1
s(11165) =< s(11153)
s(11166) =< s(11156)*(1/2)-1/2
s(11167) =< s(11156)*(1/2)
s(11168) =< s(11156)
s(11149) =< s(11156)*(1/2)-1/2
s(11163) =< s(11149)+1/2
s(11164) =< s(11149)*2+2
s(11166) =< s(11149)
s(11169) =< s(11159)*s(11161)
s(11170) =< s(11160)*s(11165)
s(11171) =< s(11160)*s(11167)
s(11172) =< s(11160)*s(11168)
s(11173) =< s(11162)*s(11149)
s(11174) =< s(11162)*s(11153)
s(11175) =< s(11162)*s(11156)
s(11176) =< s(11160)*s(11163)
s(11177) =< s(11160)*s(11164)
s(11171) =< s(11160)*s(11166)
s(11173) =< s(11175)*(1/2)
s(11178) =< s(11177)
s(11179) =< s(11177)
s(11180) =< s(11170)
s(11176) =< s(11170)
s(11178) =< s(11170)
s(11180) =< s(11153)
s(11176) =< s(11153)
s(11178) =< s(11153)
s(11181) =< s(11172)
s(11182) =< s(11172)
s(11171) =< s(11170)
s(11181) =< s(11170)
s(11171) =< s(11153)
s(11181) =< s(11153)
s(11183) =< s(11175)
s(11184) =< s(11175)
s(11185) =< s(11174)
s(11173) =< s(11174)
s(11184) =< s(11174)
s(11185) =< s(11153)
s(11173) =< s(11153)
s(11184) =< s(11153)
s(11186) =< aux(1292)
s(11187) =< aux(1292)
s(11145) =< s(11153)
s(11186) =< s(11153)

  with precondition: [A>=4,H>=2] 

* Chain [219]: 1*s(11190)+1*s(11193)+3*s(11200)+1*s(11201)+6*s(11202)+3*s(11203)+2*s(11205)+1*s(11212)+1*s(11214)+1*s(11216)+1*s(11219)+1*s(11221)+1*s(11222)+2*s(11223)+1*s(11224)+1*s(11225)+2*s(11226)+1*s(11227)+1*s(11228)+1*s(11229)+1*s(11230)+1*s(11231)+1*s(11232)+3
  Such that:s(11194) =< A
s(11195) =< A+H
s(11189) =< A/2
s(11196) =< -C+H
s(11190) =< -C/2+H/2
s(11191) =< H+1
s(11192) =< H/2
s(11193) =< H/2+1/2
s(11197) =< s(11194)
s(11189) =< s(11194)
s(11197) =< s(11195)
s(11198) =< s(11194)
s(11198) =< s(11189)
s(11199) =< s(11191)
s(11200) =< s(11191)
s(11193) =< s(11191)
s(11201) =< s(11191)
s(11202) =< s(11194)
s(11193) =< s(11194)
s(11201) =< s(11194)
s(11203) =< s(11194)
s(11199) =< s(11195)
s(11204) =< s(11195)
s(11205) =< s(11189)
s(11203) =< s(11189)
s(11205) =< s(11198)
s(11203) =< s(11198)
s(11204) =< s(11191)
s(11204) =< s(11199)
s(11206) =< s(11199)*(1/2)
s(11207) =< s(11199)+1
s(11208) =< s(11194)
s(11209) =< s(11199)*(1/2)-1/2
s(11210) =< s(11199)*(1/2)
s(11211) =< s(11199)
s(11192) =< s(11199)*(1/2)-1/2
s(11206) =< s(11192)+1/2
s(11207) =< s(11192)*2+2
s(11209) =< s(11192)
s(11212) =< s(11202)*s(11204)
s(11213) =< s(11203)*s(11208)
s(11214) =< s(11203)*s(11210)
s(11215) =< s(11203)*s(11211)
s(11216) =< s(11205)*s(11192)
s(11217) =< s(11205)*s(11194)
s(11218) =< s(11205)*s(11199)
s(11219) =< s(11203)*s(11206)
s(11220) =< s(11203)*s(11207)
s(11214) =< s(11203)*s(11209)
s(11216) =< s(11218)*(1/2)
s(11221) =< s(11220)
s(11222) =< s(11220)
s(11223) =< s(11213)
s(11219) =< s(11213)
s(11221) =< s(11213)
s(11223) =< s(11194)
s(11219) =< s(11194)
s(11221) =< s(11194)
s(11224) =< s(11215)
s(11225) =< s(11215)
s(11214) =< s(11213)
s(11224) =< s(11213)
s(11214) =< s(11194)
s(11224) =< s(11194)
s(11226) =< s(11218)
s(11227) =< s(11218)
s(11228) =< s(11217)
s(11216) =< s(11217)
s(11227) =< s(11217)
s(11228) =< s(11194)
s(11216) =< s(11194)
s(11227) =< s(11194)
s(11229) =< s(11196)
s(11230) =< s(11196)
s(11231) =< s(11194)
s(11190) =< s(11194)
s(11229) =< s(11194)
s(11231) =< s(11197)
s(11190) =< s(11197)
s(11229) =< s(11197)

  with precondition: [A>=4,H>=2,H>=C] 

* Chain [218]: 1*s(11235)+1*s(11238)+2*s(11241)+3*s(11244)+1*s(11245)+7*s(11246)+3*s(11247)+2*s(11249)+1*s(11256)+1*s(11258)+1*s(11260)+1*s(11263)+1*s(11265)+1*s(11266)+2*s(11267)+1*s(11268)+1*s(11269)+2*s(11270)+1*s(11271)+1*s(11272)+1*s(11273)+1*s(11275)+3
  Such that:s(11239) =< A
s(11233) =< A+H
s(11234) =< A/2
s(11240) =< -C+H
s(11235) =< -C/2+H/2
s(11236) =< H+1
s(11237) =< H/2
s(11238) =< H/2+1/2
s(11234) =< s(11239)
s(11241) =< s(11240)
s(11242) =< s(11239)
s(11242) =< s(11234)
s(11243) =< s(11236)
s(11244) =< s(11236)
s(11238) =< s(11236)
s(11245) =< s(11236)
s(11246) =< s(11239)
s(11238) =< s(11239)
s(11245) =< s(11239)
s(11247) =< s(11239)
s(11243) =< s(11233)
s(11248) =< s(11233)
s(11249) =< s(11234)
s(11247) =< s(11234)
s(11249) =< s(11242)
s(11247) =< s(11242)
s(11248) =< s(11236)
s(11248) =< s(11243)
s(11250) =< s(11243)*(1/2)
s(11251) =< s(11243)+1
s(11252) =< s(11239)
s(11253) =< s(11243)*(1/2)-1/2
s(11254) =< s(11243)*(1/2)
s(11255) =< s(11243)
s(11237) =< s(11243)*(1/2)-1/2
s(11250) =< s(11237)+1/2
s(11251) =< s(11237)*2+2
s(11253) =< s(11237)
s(11256) =< s(11246)*s(11248)
s(11257) =< s(11247)*s(11252)
s(11258) =< s(11247)*s(11254)
s(11259) =< s(11247)*s(11255)
s(11260) =< s(11249)*s(11237)
s(11261) =< s(11249)*s(11239)
s(11262) =< s(11249)*s(11243)
s(11263) =< s(11247)*s(11250)
s(11264) =< s(11247)*s(11251)
s(11258) =< s(11247)*s(11253)
s(11260) =< s(11262)*(1/2)
s(11265) =< s(11264)
s(11266) =< s(11264)
s(11267) =< s(11257)
s(11263) =< s(11257)
s(11265) =< s(11257)
s(11267) =< s(11239)
s(11263) =< s(11239)
s(11265) =< s(11239)
s(11268) =< s(11259)
s(11269) =< s(11259)
s(11258) =< s(11257)
s(11268) =< s(11257)
s(11258) =< s(11239)
s(11268) =< s(11239)
s(11270) =< s(11262)
s(11271) =< s(11262)
s(11272) =< s(11261)
s(11260) =< s(11261)
s(11271) =< s(11261)
s(11272) =< s(11239)
s(11260) =< s(11239)
s(11271) =< s(11239)
s(11273) =< s(11240)
s(11235) =< s(11239)
s(11273) =< s(11239)

  with precondition: [A>=4,H>=2,H>=C+1] 

* Chain [217]: 2*s(11279)+4*s(11280)+2*s(11281)+2*s(11282)+2
  Such that:s(11276) =< A
s(11277) =< -C+H+1
s(11278) =< -C/2+H/2+1/2
s(11279) =< s(11277)
s(11279) =< s(11278)
s(11280) =< s(11277)
s(11281) =< s(11277)
s(11282) =< s(11276)
s(11279) =< s(11276)
s(11281) =< s(11276)

  with precondition: [A>=4,H>=2,H>=C+2] 

* Chain [216]: 2*s(11286)+4*s(11287)+2*s(11288)+2*s(11289)+3
  Such that:s(11283) =< A
s(11284) =< -C+H
s(11285) =< -C/2+H/2
s(11286) =< s(11284)
s(11286) =< s(11285)
s(11287) =< s(11284)
s(11288) =< s(11284)
s(11289) =< s(11283)
s(11286) =< s(11283)
s(11288) =< s(11283)

  with precondition: [A>=4,H>=2,H>=C+3] 

* Chain [215]: 5*s(11292)+4*s(11293)+2*s(11294)+3
  Such that:s(11290) =< A
s(11291) =< -C+H
s(11292) =< s(11291)
s(11293) =< s(11291)
s(11294) =< s(11290)
s(11293) =< s(11290)

  with precondition: [A>=4,H>=2,H>=C+4] 


Closed-form bounds of start0(A,B,C,D,E,F,G,H,I): 
-------------------------------------
* Chain [354] with precondition: [A=0] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [353] with precondition: [A=0,C>=0] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [352] with precondition: [A=0,C>=0,H+1>=C] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [351] with precondition: [A=0,C>=0,H>=C] 
    - Upper bound: -C+H+2 
    - Complexity: n 
* Chain [350] with precondition: [A=0,H>=C] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [349] with precondition: [A=0,H>=C+1] 
    - Upper bound: -C+H+1 
    - Complexity: n 
* Chain [348] with precondition: [A=1,C+1>=0,H>=C] 
    - Upper bound: 3 
    - Complexity: constant 
* Chain [347] with precondition: [A=1,C+1>=0,H>=C+1] 
    - Upper bound: -C+H+3 
    - Complexity: n 
* Chain [346] with precondition: [A=1,C>=0] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [345] with precondition: [A=1,C>=0,H+1>=C] 
    - Upper bound: 2 
    - Complexity: constant 
* Chain [344] with precondition: [A=1,C>=0,H>=C] 
    - Upper bound: -C+H+3 
    - Complexity: n 
* Chain [343] with precondition: [A=1,H+1>=0,H>=C+1] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [342] with precondition: [A=1,H>=0,H>=C+2] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [341] with precondition: [0>=A+1] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [340] with precondition: [A>=0] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [339] with precondition: [A>=0,C>=0] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [338] with precondition: [A>=0,C>=0,H+1>=0,A+C>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [337] with precondition: [A>=0,C>=0,H>=0,A+C>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [336] with precondition: [A>=0,C>=0,H+1>=C] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [335] with precondition: [A>=0,C>=0,H>=C] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [334] with precondition: [A>=0,C>=0,A+C>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [333] with precondition: [A>=0,H>=C] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [332] with precondition: [A>=0,H>=C+1] 
    - Upper bound: -2*C+2*H+1 
    - Complexity: n 
* Chain [331] with precondition: [A>=1] 
    - Upper bound: nat(-C+H+1)*4+2*A+nat(-C/2+H/2)*2 
    - Complexity: n 
* Chain [330] with precondition: [A>=1,C+1>=0,H>=0,H>=C,A+C>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [329] with precondition: [A>=1,C+1>=0,H>=C] 
    - Upper bound: 3 
    - Complexity: constant 
* Chain [328] with precondition: [A>=1,C+1>=0,H>=C,A+C>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [327] with precondition: [A>=1,C+1>=0,H>=C+1] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [326] with precondition: [A>=1,C>=0] 
    - Upper bound: 2*A+1+nat(-C+H+2)*4+nat(-C/2+H/2+1/2)*2 
    - Complexity: n 
* Chain [325] with precondition: [A>=1,C>=0,H+1>=0,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [324] with precondition: [A>=1,C>=0,H>=0,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [323] with precondition: [A>=1,C>=0,H>=1,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [322] with precondition: [A>=1,C>=0,H>=2,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [321] with precondition: [A>=1,C>=0,H+1>=C] 
    - Upper bound: 2*A-5*C+5*H+7 
    - Complexity: n 
* Chain [320] with precondition: [A>=1,C>=0,H>=C] 
    - Upper bound: 2*A-10*C+10*H+12 
    - Complexity: n 
* Chain [319] with precondition: [A>=1,C>=0,H>=C+1] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [318] with precondition: [A>=1,C>=0,H>=C+2] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [317] with precondition: [A>=1,C>=0,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [316] with precondition: [A>=1,H+1>=0,H>=C+1] 
    - Upper bound: -3*C+3*H+3 
    - Complexity: n 
* Chain [315] with precondition: [A>=1,H+1>=0,H>=C+1,A+H>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [314] with precondition: [A>=1,H>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [313] with precondition: [A>=1,H>=0,H>=C+2] 
    - Upper bound: -3*C+3*H+3 
    - Complexity: n 
* Chain [312] with precondition: [A>=1,H>=C] 
    - Upper bound: 2*A-5*C+5*H+1 
    - Complexity: n 
* Chain [311] with precondition: [A>=1,H>=C+1] 
    - Upper bound: 2*A-8*C+8*H+1 
    - Complexity: n 
* Chain [310] with precondition: [A>=1,H>=C+2] 
    - Upper bound: -2*C+2*H+1 
    - Complexity: n 
* Chain [309] with precondition: [A>=1,H>=C+3] 
    - Upper bound: -2*C+2*H+1 
    - Complexity: n 
* Chain [308] with precondition: [A>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [307] with precondition: [A>=2,C+1>=0,H>=0,H>=C,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [306] with precondition: [A>=2,C+1>=0,H>=1,H>=C,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [305] with precondition: [A>=2,C+1>=0,H>=2,H>=C,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [304] with precondition: [A>=2,C+1>=0,H>=C] 
    - Upper bound: 4*A-10*C+10*H+7 
    - Complexity: n 
* Chain [303] with precondition: [A>=2,C+1>=0,H>=C,A+C>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [302] with precondition: [A>=2,C+1>=0,H>=C+1] 
    - Upper bound: 2*A-8*C+8*H+3 
    - Complexity: n 
* Chain [301] with precondition: [A>=2,C+1>=0,H>=C+2] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [300] with precondition: [A>=2,C+1>=0,H>=C+3] 
    - Upper bound: -2*C+2*H+3 
    - Complexity: n 
* Chain [299] with precondition: [A>=2,C>=0] 
    - Upper bound: 2*A+1+nat(-C+H+2)*4+nat(-C/2+H/2+1/2)*2 
    - Complexity: n 
* Chain [298] with precondition: [A>=2,C>=0,H+1>=0,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [297] with precondition: [A>=2,C>=0,H>=0,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [296] with precondition: [A>=2,C>=0,H>=1,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [295] with precondition: [A>=2,C>=0,H>=2,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [294] with precondition: [A>=2,C>=0,H+1>=C] 
    - Upper bound: 3*A-15/2*C+15/2*H+23/2 
    - Complexity: n 
* Chain [293] with precondition: [A>=2,C>=0,H>=C] 
    - Upper bound: 4*A-14*C+14*H+18 
    - Complexity: n 
* Chain [292] with precondition: [A>=2,C>=0,H>=C+1] 
    - Upper bound: 2*A-9*C+9*H+11 
    - Complexity: n 
* Chain [291] with precondition: [A>=2,C>=0,H>=C+2] 
    - Upper bound: A-13/2*C+13/2*H+17/2 
    - Complexity: n 
* Chain [290] with precondition: [A>=2,C>=0,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [289] with precondition: [A>=2,H+1>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [288] with precondition: [A>=2,H+1>=0,H+1>=C] 
    - Upper bound: 2*A-4*C+4*H+6+nat(-C/2+H/2)*2 
    - Complexity: n 
* Chain [287] with precondition: [A>=2,H+1>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [286] with precondition: [A>=2,H+1>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [285] with precondition: [A>=2,H+1>=0,H>=C+1,A+H>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [284] with precondition: [A>=2,H>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [283] with precondition: [A>=2,H>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [282] with precondition: [A>=2,H>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [281] with precondition: [A>=2,H>=0,H>=C+2] 
    - Upper bound: 4*A-20*C+21*H+3 
    - Complexity: n 
* Chain [280] with precondition: [A>=2,H>=1,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [279] with precondition: [A>=2,H>=1,H>=C+3] 
    - Upper bound: -3*C+3*H+3 
    - Complexity: n 
* Chain [278] with precondition: [A>=2,H>=2,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [277] with precondition: [A>=2,H>=2,H>=C+4] 
    - Upper bound: -3*C+3*H+3 
    - Complexity: n 
* Chain [276] with precondition: [A>=2,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [275] with precondition: [A>=2,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [274] with precondition: [A>=2,H>=C+2] 
    - Upper bound: 2*A-7*C+7*H+1 
    - Complexity: n 
* Chain [273] with precondition: [A>=2,H>=C+3] 
    - Upper bound: A-9/2*C+9/2*H+1 
    - Complexity: n 
* Chain [272] with precondition: [A>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [271] with precondition: [A>=3,C+1>=0,H>=0,H>=C,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [270] with precondition: [A>=3,C+1>=0,H>=1,H>=C,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [269] with precondition: [A>=3,C+1>=0,H>=2,H>=C,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [268] with precondition: [A>=3,C+1>=0,H>=C] 
    - Upper bound: A-5/2*C+5/2*H+4 
    - Complexity: n 
* Chain [267] with precondition: [A>=3,C+1>=0,H>=C,A+C>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [266] with precondition: [A>=3,C+1>=0,H>=C+1] 
    - Upper bound: 2*A-6*C+6*H+5 
    - Complexity: n 
* Chain [265] with precondition: [A>=3,C+1>=0,H>=C+2] 
    - Upper bound: 2*A-7*C+7*H+3 
    - Complexity: n 
* Chain [264] with precondition: [A>=3,C+1>=0,H>=C+3] 
    - Upper bound: A-9/2*C+9/2*H+3 
    - Complexity: n 
* Chain [263] with precondition: [A>=3,C>=0,H+1>=0,A+C>=4] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [262] with precondition: [A>=3,C>=0,H>=0,A+C>=4] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [261] with precondition: [A>=3,C>=0,H>=1,A+C>=4] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [260] with precondition: [A>=3,C>=0,H>=2,A+C>=4] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [259] with precondition: [A>=3,C>=0,H+1>=C] 
    - Upper bound: A-5/2*C+5/2*H+11/2 
    - Complexity: n 
* Chain [258] with precondition: [A>=3,C>=0,H>=C] 
    - Upper bound: 2*A-6*C+6*H+10 
    - Complexity: n 
* Chain [257] with precondition: [A>=3,C>=0,H>=C+1] 
    - Upper bound: 2*A-7*C+7*H+9 
    - Complexity: n 
* Chain [256] with precondition: [A>=3,C>=0,H>=C+2] 
    - Upper bound: A-9/2*C+9/2*H+13/2 
    - Complexity: n 
* Chain [255] with precondition: [A>=3,H+1>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [254] with precondition: [A>=3,H+1>=0,H+1>=C] 
    - Upper bound: 4*A-8*C+8*H+10+nat(-C/2+H/2)*2+nat(H/2)*2 
    - Complexity: n 
* Chain [253] with precondition: [A>=3,H+1>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [252] with precondition: [A>=3,H+1>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [251] with precondition: [A>=3,H+1>=0,H>=C+1,A+H>=3] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [250] with precondition: [A>=3,H>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [249] with precondition: [A>=3,H>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [248] with precondition: [A>=3,H>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [247] with precondition: [A>=3,H>=0,H>=C+2] 
    - Upper bound: 6*A-24*C+24*H+3 
    - Complexity: n 
* Chain [246] with precondition: [A>=3,H>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [245] with precondition: [A>=3,H>=1,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [244] with precondition: [A>=3,H>=1,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [243] with precondition: [A>=3,H>=1,H>=C+2] 
    - Upper bound: A-9/2*C+9/2*H+3 
    - Complexity: n 
* Chain [242] with precondition: [A>=3,H>=1,H>=C+3] 
    - Upper bound: 3*A-14*C+14*H+3 
    - Complexity: n 
* Chain [241] with precondition: [A>=3,H>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [240] with precondition: [A>=3,H>=2,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [239] with precondition: [A>=3,H>=2,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [238] with precondition: [A>=3,H>=2,H>=C+2] 
    - Upper bound: A-9/2*C+9/2*H+6 
    - Complexity: n 
* Chain [237] with precondition: [A>=3,H>=2,H>=C+3] 
    - Upper bound: A-9/2*C+9/2*H+3 
    - Complexity: n 
* Chain [236] with precondition: [A>=3,H>=2,H>=C+4] 
    - Upper bound: 2*A-23/2*C+23/2*H+3 
    - Complexity: n 
* Chain [235] with precondition: [A>=3,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [234] with precondition: [A>=3,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [233] with precondition: [A>=4,H+1>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [232] with precondition: [A>=4,H+1>=0,H+1>=C] 
    - Upper bound: 2*A-5*C+5*H+8+nat(-C/2+H/2) 
    - Complexity: n 
* Chain [231] with precondition: [A>=4,H+1>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [230] with precondition: [A>=4,H+1>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [229] with precondition: [A>=4,H>=0] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [228] with precondition: [A>=4,H>=0,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [227] with precondition: [A>=4,H>=0,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [226] with precondition: [A>=4,H>=0,H>=C+2] 
    - Upper bound: 3*A-11*C+11*H+4 
    - Complexity: n 
* Chain [225] with precondition: [A>=4,H>=1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [224] with precondition: [A>=4,H>=1,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [223] with precondition: [A>=4,H>=1,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [222] with precondition: [A>=4,H>=1,H>=C+2] 
    - Upper bound: 3*A-11*C+11*H+3 
    - Complexity: n 
* Chain [221] with precondition: [A>=4,H>=1,H>=C+3] 
    - Upper bound: 3*A-12*C+12*H+3 
    - Complexity: n 
* Chain [220] with precondition: [A>=4,H>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [219] with precondition: [A>=4,H>=2,H>=C] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [218] with precondition: [A>=4,H>=2,H>=C+1] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [217] with precondition: [A>=4,H>=2,H>=C+2] 
    - Upper bound: 2*A-8*C+8*H+10 
    - Complexity: n 
* Chain [216] with precondition: [A>=4,H>=2,H>=C+3] 
    - Upper bound: 2*A-8*C+8*H+3 
    - Complexity: n 
* Chain [215] with precondition: [A>=4,H>=2,H>=C+4] 
    - Upper bound: 2*A-9*C+9*H+3 
    - Complexity: n 

### Maximum cost of start0(A,B,C,D,E,F,G,H,I): inf 
Asymptotic class: infinity 
* Total analysis performed in 16237 ms.

