/export/starexec/sandbox/solver/bin/starexec_run_its /export/starexec/sandbox/benchmark/theBenchmark.koat /export/starexec/sandbox/output/output_files -------------------------------------------------------------------------------- MAYBE Preprocessing Cost Relations ===================================== #### Computed strongly connected components 0. recursive : [evalfbb3in/4,evalfbb4in/4] 1. recursive : [evalfbb4in_loop_cont/9,evalfbb5in/8,evalfbb6in/8] 2. recursive : [evalfbb6in_loop_cont/12,evalfbb7in/11,evalfbb8in/11] 3. recursive : [evalfbb10in/12,evalfbb8in_loop_cont/13,evalfbb9in/12] 4. non_recursive : [evalfstop/8] 5. non_recursive : [evalfreturnin/8] 6. non_recursive : [exit_location/1] 7. non_recursive : [evalfbb10in_loop_cont/9] 8. non_recursive : [evalfentryin/8] 9. non_recursive : [evalfstart/8] #### Obtained direct recursion through partial evaluation 0. SCC is partially evaluated into evalfbb4in/4 1. SCC is partially evaluated into evalfbb6in/8 2. SCC is partially evaluated into evalfbb8in/11 3. SCC is partially evaluated into evalfbb10in/12 4. SCC is completely evaluated into other SCCs 5. SCC is completely evaluated into other SCCs 6. SCC is completely evaluated into other SCCs 7. SCC is partially evaluated into evalfbb10in_loop_cont/9 8. SCC is partially evaluated into evalfentryin/8 9. SCC is partially evaluated into evalfstart/8 Control-Flow Refinement of Cost Relations ===================================== ### Specialization of cost equations evalfbb4in/4 * CE 19 is refined into CE [20] * CE 18 is refined into CE [21] * CE 17 is refined into CE [22] ### Cost equations --> "Loop" of evalfbb4in/4 * CEs [22] --> Loop 20 * CEs [20] --> Loop 21 * CEs [21] --> Loop 22 ### Ranking functions of CR evalfbb4in(E,G,H,I) #### Partial ranking functions of CR evalfbb4in(E,G,H,I) ### Specialization of cost equations evalfbb6in/8 * CE 15 is refined into CE [23] * CE 13 is refined into CE [24,25,26] * CE 16 is refined into CE [27] * CE 14 is refined into CE [28,29] ### Cost equations --> "Loop" of evalfbb6in/8 * CEs [29] --> Loop 23 * CEs [28] --> Loop 24 * CEs [23] --> Loop 25 * CEs [24] --> Loop 26 * CEs [25] --> Loop 27 * CEs [27] --> Loop 28 * CEs [26] --> Loop 29 ### Ranking functions of CR evalfbb6in(B,C,E,F,G,H,I,J) * RF of phase [23]: [B-F+1] * RF of phase [24]: [B-F+1] #### Partial ranking functions of CR evalfbb6in(B,C,E,F,G,H,I,J) * Partial RF of phase [23]: - RF of loop [23:1]: B-F+1 * Partial RF of phase [24]: - RF of loop [24:1]: B-F+1 ### Specialization of cost equations evalfbb8in/11 * CE 11 is refined into CE [30] * CE 9 is refined into CE [31,32,33,34,35,36,37,38] * CE 12 is refined into CE [39] * CE 10 is refined into CE [40,41,42] ### Cost equations --> "Loop" of evalfbb8in/11 * CEs [40] --> Loop 30 * CEs [42] --> Loop 31 * CEs [41] --> Loop 32 * CEs [30] --> Loop 33 * CEs [31] --> Loop 34 * CEs [35] --> Loop 35 * CEs [34] --> Loop 36 * CEs [36] --> Loop 37 * CEs [33] --> Loop 38 * CEs [32] --> Loop 39 * CEs [39] --> Loop 40 * CEs [38] --> Loop 41 * CEs [37] --> Loop 42 ### Ranking functions of CR evalfbb8in(A,B,C,D,E,F,G,H,I,J,K) * RF of phase [30]: [A-E+1] * RF of phase [31]: [A-E+1] * RF of phase [32]: [A-E+1,C-E] #### Partial ranking functions of CR evalfbb8in(A,B,C,D,E,F,G,H,I,J,K) * Partial RF of phase [30]: - RF of loop [30:1]: A-E+1 * Partial RF of phase [31]: - RF of loop [31:1]: A-E+1 * Partial RF of phase [32]: - RF of loop [32:1]: A-E+1 C-E ### Specialization of cost equations evalfbb10in/12 * CE 5 is refined into CE [43] * CE 3 is refined into CE [44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69] * CE 6 is refined into CE [70] * CE 4 is refined into CE [71,72,73,74,75] ### Cost equations --> "Loop" of evalfbb10in/12 * CEs [75] --> Loop 43 * CEs [73] --> Loop 44 * CEs [74] --> Loop 45 * CEs [72] --> Loop 46 * CEs [71] --> Loop 47 * CEs [43] --> Loop 48 * CEs [44] --> Loop 49 * CEs [50] --> Loop 50 * CEs [49] --> Loop 51 * CEs [48] --> Loop 52 * CEs [47] --> Loop 53 * CEs [46] --> Loop 54 * CEs [60] --> Loop 55 * CEs [58] --> Loop 56 * CEs [57] --> Loop 57 * CEs [55] --> Loop 58 * CEs [45] --> Loop 59 * CEs [61] --> Loop 60 * CEs [59] --> Loop 61 * CEs [56] --> Loop 62 * CEs [54] --> Loop 63 * CEs [52] --> Loop 64 * CEs [53] --> Loop 65 * CEs [51] --> Loop 66 * CEs [70] --> Loop 67 * CEs [65] --> Loop 68 * CEs [64] --> Loop 69 * CEs [63] --> Loop 70 * CEs [62] --> Loop 71 * CEs [69] --> Loop 72 * CEs [67] --> Loop 73 * CEs [68] --> Loop 74 * CEs [66] --> Loop 75 ### Ranking functions of CR evalfbb10in(A,B,C,D,E,F,G,H,I,J,K,L) * RF of phase [43]: [-B+D,D] * RF of phase [44]: [D] * RF of phase [45]: [D] * RF of phase [46]: [D] * RF of phase [47]: [D] #### Partial ranking functions of CR evalfbb10in(A,B,C,D,E,F,G,H,I,J,K,L) * Partial RF of phase [43]: - RF of loop [43:1]: -B+D D * Partial RF of phase [44]: - RF of loop [44:1]: D * Partial RF of phase [45]: - RF of loop [45:1]: D * Partial RF of phase [46]: - RF of loop [46:1]: D * Partial RF of phase [47]: - RF of loop [47:1]: D ### Specialization of cost equations evalfbb10in_loop_cont/9 * CE 7 is refined into CE [76] * CE 8 is refined into CE [77] ### Cost equations --> "Loop" of evalfbb10in_loop_cont/9 * CEs [76] --> Loop 76 * CEs [77] --> Loop 77 ### Ranking functions of CR evalfbb10in_loop_cont(A,B,C,D,E,F,G,H,I) #### Partial ranking functions of CR evalfbb10in_loop_cont(A,B,C,D,E,F,G,H,I) ### Specialization of cost equations evalfentryin/8 * CE 2 is refined into CE [78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154] ### Cost equations --> "Loop" of evalfentryin/8 * CEs [148] --> Loop 78 * CEs [147] --> Loop 79 * CEs [146] --> Loop 80 * CEs [145] --> Loop 81 * CEs [154] --> Loop 82 * CEs [153] --> Loop 83 * CEs [152] --> Loop 84 * CEs [150] --> Loop 85 * CEs [151] --> Loop 86 * CEs [149] --> Loop 87 * CEs [141] --> Loop 88 * CEs [140] --> Loop 89 * CEs [136] --> Loop 90 * CEs [135] --> Loop 91 * CEs [144] --> Loop 92 * CEs [139] --> Loop 93 * CEs [143] --> Loop 94 * CEs [142] --> Loop 95 * CEs [138] --> Loop 96 * CEs [137] --> Loop 97 * CEs [117] --> Loop 98 * CEs [116] --> Loop 99 * CEs [115] --> Loop 100 * CEs [114] --> Loop 101 * CEs [113,132] --> Loop 102 * CEs [106] --> Loop 103 * CEs [105] --> Loop 104 * CEs [104] --> Loop 105 * CEs [94] --> Loop 106 * CEs [93] --> Loop 107 * CEs [92,128] --> Loop 108 * CEs [91] --> Loop 109 * CEs [124] --> Loop 110 * CEs [123] --> Loop 111 * CEs [122] --> Loop 112 * CEs [112] --> Loop 113 * CEs [111] --> Loop 114 * CEs [103] --> Loop 115 * CEs [102] --> Loop 116 * CEs [101] --> Loop 117 * CEs [121] --> Loop 118 * CEs [119] --> Loop 119 * CEs [120] --> Loop 120 * CEs [118,133] --> Loop 121 * CEs [110] --> Loop 122 * CEs [109] --> Loop 123 * CEs [108] --> Loop 124 * CEs [107] --> Loop 125 * CEs [99] --> Loop 126 * CEs [98,129] --> Loop 127 * CEs [100] --> Loop 128 * CEs [96] --> Loop 129 * CEs [95] --> Loop 130 * CEs [97] --> Loop 131 * CEs [125] --> Loop 132 * CEs [87] --> Loop 133 * CEs [86] --> Loop 134 * CEs [82] --> Loop 135 * CEs [81,130] --> Loop 136 * CEs [90] --> Loop 137 * CEs [85] --> Loop 138 * CEs [89] --> Loop 139 * CEs [88] --> Loop 140 * CEs [84] --> Loop 141 * CEs [83,131] --> Loop 142 * CEs [127] --> Loop 143 * CEs [80] --> Loop 144 * CEs [79,126] --> Loop 145 * CEs [134] --> Loop 146 * CEs [78] --> Loop 147 ### Ranking functions of CR evalfentryin(A,B,C,D,E,F,G,H) #### Partial ranking functions of CR evalfentryin(A,B,C,D,E,F,G,H) ### Specialization of cost equations evalfstart/8 * CE 1 is refined into CE [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] ### Cost equations --> "Loop" of evalfstart/8 * CEs [224] --> Loop 148 * CEs [223] --> Loop 149 * CEs [222] --> Loop 150 * CEs [221] --> Loop 151 * CEs [220] --> Loop 152 * CEs [219] --> Loop 153 * CEs [218] --> Loop 154 * CEs [217] --> Loop 155 * CEs [216] --> Loop 156 * CEs [215] --> Loop 157 * CEs [214] --> Loop 158 * CEs [213] --> Loop 159 * CEs [212] --> Loop 160 * CEs [211] --> Loop 161 * CEs [210] --> Loop 162 * CEs [209] --> Loop 163 * CEs [208] --> Loop 164 * CEs [207] --> Loop 165 * CEs [206] --> Loop 166 * CEs [205] --> Loop 167 * CEs [204] --> Loop 168 * CEs [203] --> Loop 169 * CEs [202] --> Loop 170 * CEs [201] --> Loop 171 * CEs [200] --> Loop 172 * CEs [199] --> Loop 173 * CEs [198] --> Loop 174 * CEs [197] --> Loop 175 * CEs [196] --> Loop 176 * CEs [195] --> Loop 177 * CEs [194] --> Loop 178 * CEs [193] --> Loop 179 * CEs [192] --> Loop 180 * CEs [191] --> Loop 181 * CEs [190] --> Loop 182 * CEs [189] --> Loop 183 * CEs [188] --> Loop 184 * CEs [187] --> Loop 185 * CEs [186] --> Loop 186 * CEs [185] --> Loop 187 * CEs [184] --> Loop 188 * CEs [183] --> Loop 189 * CEs [182] --> Loop 190 * CEs [181] --> Loop 191 * CEs [180] --> Loop 192 * CEs [179] --> Loop 193 * CEs [178] --> Loop 194 * CEs [177] --> Loop 195 * CEs [176] --> Loop 196 * CEs [175] --> Loop 197 * CEs [174] --> Loop 198 * CEs [173] --> Loop 199 * CEs [172] --> Loop 200 * CEs [171] --> Loop 201 * CEs [170] --> Loop 202 * CEs [169] --> Loop 203 * CEs [168] --> Loop 204 * CEs [167] --> Loop 205 * CEs [166] --> Loop 206 * CEs [165] --> Loop 207 * CEs [164] --> Loop 208 * CEs [163] --> Loop 209 * CEs [162] --> Loop 210 * CEs [161] --> Loop 211 * CEs [160] --> Loop 212 * CEs [159] --> Loop 213 * CEs [158] --> Loop 214 * CEs [157] --> Loop 215 * CEs [156] --> Loop 216 * CEs [155] --> Loop 217 ### Ranking functions of CR evalfstart(A,B,C,D,E,F,G,H) #### Partial ranking functions of CR evalfstart(A,B,C,D,E,F,G,H) Computing Bounds ===================================== #### Cost of chains of evalfbb4in(E,G,H,I): * Chain [[20]]...: 1*it(20)+0 with precondition: [E>=G,E>=1,H>=2,3>=H] * Chain [[20],21]: 1*it(20)+0 with precondition: [H=3,E>=1,E>=G] * Chain [22]: 0 with precondition: [H=2,G=I,E>=1,G>=E+1] * Chain [21]: 0 with precondition: [H=3,E>=1] #### Cost of chains of evalfbb6in(B,C,E,F,G,H,I,J): * Chain [[24],28]: 1*it(24)+0 Such that:it(24) =< B-F+1 with precondition: [H=3,E>=1,F>=1,C>=E+1,B>=F] * Chain [[24],26]: 1*it(24)+0 Such that:it(24) =< B-F with precondition: [H=3,E>=1,F>=1,C>=E+1,B>=F+1] * Chain [[24],25]: 1*it(24)+0 Such that:it(24) =< -F+I with precondition: [H=4,B+1=I,C=J,E>=1,F>=1,C>=E+1,B>=F] * Chain [[23],29]...: 1*it(23)+2*s(1)+0 Such that:it(23) =< B-F with precondition: [H=3,E>=1,F>=1,E>=C,B>=F+1] * Chain [[23],28]: 1*it(23)+1*s(4)+0 Such that:it(23) =< B-F+1 with precondition: [H=3,E>=1,F>=1,E>=C,B>=F] * Chain [[23],27]: 1*it(23)+2*s(4)+0 Such that:it(23) =< B-F with precondition: [H=3,E>=1,F>=1,E>=C,B>=F+1] * Chain [[23],26]: 1*it(23)+1*s(4)+0 Such that:it(23) =< B-F with precondition: [H=3,E>=1,F>=1,E>=C,B>=F+1] * Chain [[23],25]: 1*it(23)+1*s(4)+0 Such that:it(23) =< B-F+1 with precondition: [H=4,B+1=I,E>=1,F>=1,E>=C,B>=F] * Chain [29]...: 1*s(1)+0 with precondition: [H=3,E>=1,F>=1,E>=C,B>=F] * Chain [28]: 0 with precondition: [H=3,E>=1,F>=1] * Chain [27]: 1*s(5)+0 with precondition: [H=3,E>=1,F>=1,E>=C,B>=F] * Chain [26]: 0 with precondition: [H=3,E>=1,F>=1,B>=F] * Chain [25]: 0 with precondition: [H=4,J=G,F=I,E>=1,F>=1,F>=B+1] #### Cost of chains of evalfbb8in(A,B,C,D,E,F,G,H,I,J,K): * Chain [[32],[31],42]...: 1*it(31)+1*it(32)+2*s(13)+1*s(18)+1*s(22)+0 Such that:it(31) =< A-C it(32) =< C-E aux(4) =< B-D+1 s(18) =< it(31)*aux(4) s(22) =< it(32)*aux(4) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D,C>=E+1] * Chain [[32],[31],41]...: 1*it(31)+1*it(32)+1*s(18)+3*s(19)+1*s(22)+1*s(23)+0 Such that:it(31) =< A-C s(23) =< B-D it(32) =< C-E aux(5) =< B-D+1 s(18) =< it(31)*aux(5) s(22) =< it(32)*aux(5) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D+1,C>=E+1] * Chain [[32],[31],40]: 1*it(31)+1*it(32)+1*s(18)+1*s(19)+1*s(22)+0 Such that:it(31) =< A-C+1 it(32) =< C-E aux(6) =< B-D+1 s(18) =< it(31)*aux(6) s(22) =< it(32)*aux(6) with precondition: [H=3,D>=1,E>=1,A>=C,B>=D,C>=E+1] * Chain [[32],[31],39]: 1*it(31)+1*it(32)+1*s(18)+3*s(19)+1*s(22)+1*s(25)+0 Such that:it(31) =< A-C it(32) =< C-E aux(8) =< B-D+1 s(25) =< aux(8) s(18) =< it(31)*aux(8) s(22) =< it(32)*aux(8) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D,C>=E+1] * Chain [[32],[31],38]: 1*it(31)+1*it(32)+1*s(18)+4*s(19)+1*s(22)+2*s(28)+0 Such that:it(31) =< A-C s(27) =< B-D it(32) =< C-E aux(9) =< B-D+1 s(28) =< s(27) s(18) =< it(31)*aux(9) s(22) =< it(32)*aux(9) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D+1,C>=E+1] * Chain [[32],[31],37]: 1*it(31)+1*it(32)+1*s(18)+1*s(19)+1*s(22)+0 Such that:it(31) =< A-C it(32) =< C-E aux(10) =< B-D+1 s(18) =< it(31)*aux(10) s(22) =< it(32)*aux(10) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D,C>=E+1] * Chain [[32],[31],34]: 1*it(31)+1*it(32)+1*s(18)+1*s(19)+1*s(22)+0 Such that:it(31) =< A-C it(32) =< C-E aux(11) =< B-D+1 s(18) =< it(31)*aux(11) s(22) =< it(32)*aux(11) with precondition: [H=3,D>=1,E>=1,A>=C+1,B>=D,C>=E+1] * Chain [[32],[31],33]: 1*it(31)+1*it(32)+1*s(18)+1*s(19)+1*s(22)+0 Such that:it(31) =< -C+I it(32) =< C-E aux(12) =< -D+J s(18) =< it(31)*aux(12) s(22) =< it(32)*aux(12) with precondition: [H=5,A+1=I,B+1=J,D>=1,E>=1,A>=C,B>=D,C>=E+1] * Chain [[32],42]...: 1*it(32)+1*s(13)+1*s(22)+0 Such that:aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,A>=C,B>=D,C>=E+1] * Chain [[32],41]...: 1*it(32)+1*s(22)+1*s(23)+2*s(24)+0 Such that:s(23) =< B-D aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,A>=C,B>=D+1,C>=E+1] * Chain [[32],40]: 1*it(32)+1*s(22)+0 Such that:it(32) =< A-E+1 aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,B>=D,A>=E,C>=E+1] * Chain [[32],39]: 1*it(32)+1*s(22)+1*s(25)+2*s(26)+0 Such that:it(32) =< C-E aux(13) =< B-D+1 s(25) =< aux(13) s(22) =< it(32)*aux(13) with precondition: [H=3,D>=1,E>=1,A>=C,B>=D,C>=E+1] * Chain [[32],38]: 1*it(32)+1*s(22)+2*s(28)+3*s(29)+0 Such that:s(27) =< B-D aux(3) =< B-D+1 it(32) =< C-E s(28) =< s(27) s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,A>=C,B>=D+1,C>=E+1] * Chain [[32],37]: 1*it(32)+1*s(22)+0 Such that:it(32) =< A-E aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,B>=D,A>=E+1,C>=E+1] * Chain [[32],36]: 1*it(32)+1*s(22)+1*s(30)+0 Such that:it(32) =< A-E it(32) =< C-E aux(14) =< B-D+1 s(30) =< aux(14) s(22) =< it(32)*aux(14) with precondition: [H=3,D>=1,E>=1,B>=D,A>=E+1,C>=E+2] * Chain [[32],35]: 1*it(32)+1*s(22)+1*s(31)+0 Such that:it(32) =< A-E s(31) =< B-D aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,B>=D+1,A>=E+1,C>=E+2] * Chain [[32],34]: 1*it(32)+1*s(22)+0 Such that:it(32) =< A-E aux(3) =< B-D+1 it(32) =< C-E s(22) =< it(32)*aux(3) with precondition: [H=3,D>=1,E>=1,B>=D,A>=E+1,C>=E+1] * Chain [[32],33]: 1*it(32)+1*s(22)+0 Such that:aux(3) =< B-D+1 it(32) =< -E+I s(22) =< it(32)*aux(3) with precondition: [H=5,A+1=I,B+1=J,C=K,D>=1,E>=1,C>=A+1,B>=D,A>=E] * Chain [[31],42]...: 1*it(31)+2*s(13)+1*s(18)+0 Such that:it(31) =< A-E aux(2) =< B-D+1 s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E+1] * Chain [[31],41]...: 1*it(31)+1*s(18)+3*s(19)+1*s(23)+0 Such that:it(31) =< A-E s(23) =< B-D aux(2) =< B-D+1 s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D+1,A>=E+1] * Chain [[31],40]: 1*it(31)+1*s(18)+1*s(19)+0 Such that:it(31) =< A-E+1 aux(2) =< B-D+1 s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E] * Chain [[31],39]: 1*it(31)+1*s(18)+3*s(19)+1*s(25)+0 Such that:it(31) =< A-E aux(7) =< B-D+1 s(25) =< aux(7) s(18) =< it(31)*aux(7) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E+1] * Chain [[31],38]: 1*it(31)+1*s(18)+4*s(19)+2*s(28)+0 Such that:it(31) =< A-E s(27) =< B-D aux(2) =< B-D+1 s(28) =< s(27) s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D+1,A>=E+1] * Chain [[31],37]: 1*it(31)+1*s(18)+1*s(19)+0 Such that:it(31) =< A-E aux(2) =< B-D+1 s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E+1] * Chain [[31],34]: 1*it(31)+1*s(18)+1*s(19)+0 Such that:it(31) =< A-E aux(2) =< B-D+1 s(18) =< it(31)*aux(2) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E+1] * Chain [[31],33]: 1*it(31)+1*s(18)+1*s(19)+0 Such that:it(31) =< A-E+1 aux(2) =< -D+J s(18) =< it(31)*aux(2) with precondition: [H=5,A+1=I,B+1=J,D>=1,E>=1,E>=C,B>=D,A>=E] * Chain [[30],40]: 1*it(30)+0 Such that:it(30) =< A-E+1 with precondition: [H=3,D>=1,E>=1,D>=B+1,A>=E] * Chain [[30],34]: 1*it(30)+0 Such that:it(30) =< A-E with precondition: [H=3,D>=1,E>=1,D>=B+1,A>=E+1] * Chain [[30],33]: 1*it(30)+0 Such that:it(30) =< A-E+1 with precondition: [H=5,A+1=I,D=J,G=K,D>=1,E>=1,D>=B+1,A>=E] * Chain [42]...: 1*s(13)+0 with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E] * Chain [41]...: 1*s(23)+2*s(24)+0 Such that:s(23) =< B-D with precondition: [H=3,D>=1,E>=1,E>=C,B>=D+1,A>=E] * Chain [40]: 0 with precondition: [H=3,D>=1,E>=1] * Chain [39]: 1*s(25)+2*s(26)+0 Such that:s(25) =< B-D+1 with precondition: [H=3,D>=1,E>=1,E>=C,B>=D,A>=E] * Chain [38]: 2*s(28)+3*s(29)+0 Such that:s(27) =< B-D s(28) =< s(27) with precondition: [H=3,D>=1,E>=1,E>=C,B>=D+1,A>=E] * Chain [37]: 0 with precondition: [H=3,D>=1,E>=1,B>=D,A>=E] * Chain [36]: 1*s(30)+0 Such that:s(30) =< B-D+1 with precondition: [H=3,D>=1,E>=1,B>=D,A>=E,C>=E+1] * Chain [35]: 1*s(31)+0 Such that:s(31) =< B-D with precondition: [H=3,D>=1,E>=1,B>=D+1,A>=E,C>=E+1] * Chain [34]: 0 with precondition: [H=3,D>=1,E>=1,A>=E] * Chain [33]: 0 with precondition: [H=5,J=F,K=G,E=I,D>=1,E>=1,E>=A+1] #### Cost of chains of evalfbb10in(A,B,C,D,E,F,G,H,I,J,K,L): * Chain [[47],67]: 1*it(47)+0 Such that:it(47) =< D with precondition: [H=3,0>=A,D>=1] * Chain [[47],49]: 1*it(47)+0 Such that:it(47) =< D with precondition: [H=3,0>=A,D>=2] * Chain [[47],48]: 1*it(47)+0 Such that:it(47) =< D with precondition: [H=6,I=0,J=1,F=K,G=L,0>=A,D>=1] * Chain [[46],67]: 1*it(46)+1*s(97)+1*s(98)+0 Such that:aux(27) =< A s(95) =< B it(46) =< D s(97) =< it(46)*aux(27) s(98) =< s(97)*s(95) with precondition: [H=3,A>=1,D>=1,C>=A+1,B>=D] * Chain [[46],62]: 1*it(46)+1*s(97)+1*s(98)+1*s(99)+1*s(101)+1*s(102)+0 Such that:it(46) =< D aux(28) =< A aux(29) =< B s(99) =< aux(28) s(101) =< aux(29) s(102) =< s(99)*aux(29) s(97) =< it(46)*aux(28) s(98) =< s(97)*aux(29) with precondition: [H=3,A>=1,D>=2,C>=A+1,B>=D] * Chain [[46],61]: 1*it(46)+1*s(97)+1*s(98)+1*s(103)+0 Such that:aux(27) =< A it(46) =< D aux(30) =< B s(103) =< aux(30) s(97) =< it(46)*aux(27) s(98) =< s(97)*aux(30) with precondition: [H=3,A>=1,D>=2,C>=A+1,B>=D] * Chain [[46],60]: 1*it(46)+1*s(97)+1*s(98)+0 Such that:aux(27) =< A s(95) =< B it(46) =< D s(97) =< it(46)*aux(27) s(98) =< s(97)*s(95) with precondition: [H=3,A>=1,D>=2,C>=A+1,B>=D] * Chain [[46],58]: 1*it(46)+1*s(97)+1*s(98)+0 Such that:aux(27) =< A s(95) =< B it(46) =< D s(97) =< it(46)*aux(27) s(98) =< s(97)*s(95) with precondition: [H=3,A>=1,D>=2,C>=A+1,B>=D] * Chain [[46],57]: 1*it(46)+1*s(97)+1*s(98)+2*s(107)+2*s(108)+0 Such that:s(106) =< C it(46) =< D aux(31) =< A aux(32) =< B s(107) =< aux(31) s(107) =< s(106) s(108) =< s(107)*aux(32) s(97) =< it(46)*aux(31) s(98) =< s(97)*aux(32) with precondition: [H=3,A>=2,D>=2,C>=A+1,B>=D] * Chain [[46],56]: 1*it(46)+1*s(97)+1*s(98)+1*s(109)+1*s(111)+1*s(112)+0 Such that:it(46) =< D aux(33) =< A aux(34) =< B s(109) =< aux(33) s(111) =< aux(34) s(112) =< s(109)*aux(34) s(97) =< it(46)*aux(33) s(98) =< s(97)*aux(34) with precondition: [H=3,A>=2,D>=2,C>=A+1,B>=D] * Chain [[46],55]: 1*it(46)+1*s(97)+1*s(98)+1*s(113)+1*s(114)+1*s(116)+0 Such that:it(46) =< D aux(35) =< A aux(36) =< B s(113) =< aux(35) s(114) =< aux(36) s(116) =< s(113)*aux(36) s(97) =< it(46)*aux(35) s(98) =< s(97)*aux(36) with precondition: [H=3,A>=2,D>=2,C>=A+1,B>=D] * Chain [[46],49]: 1*it(46)+1*s(97)+1*s(98)+0 Such that:aux(27) =< A s(95) =< B it(46) =< D s(97) =< it(46)*aux(27) s(98) =< s(97)*s(95) with precondition: [H=3,A>=1,D>=2,C>=A+1,B>=D] * Chain [[46],48]: 1*it(46)+1*s(97)+1*s(98)+0 Such that:it(46) =< D aux(27) =< J s(95) =< K s(97) =< it(46)*aux(27) s(98) =< s(97)*s(95) with precondition: [H=6,I=0,A+1=J,B+1=K,C=L,A>=1,D>=1,C>=A+1,B>=D] * Chain [[45],75]...: 1*it(45)+2*s(117)+1*s(126)+1*s(127)+0 Such that:aux(37) =< A s(122) =< B it(45) =< D s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],74]...: 1*it(45)+1*s(126)+1*s(127)+3*s(128)+1*s(129)+0 Such that:aux(37) =< A it(45) =< D aux(38) =< B s(129) =< aux(38) s(126) =< it(45)*aux(37) s(127) =< s(126)*aux(38) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],73]...: 1*it(45)+1*s(126)+1*s(127)+3*s(128)+1*s(131)+1*s(133)+0 Such that:it(45) =< D aux(39) =< A aux(40) =< B s(131) =< aux(39) s(133) =< s(131)*aux(40) s(126) =< it(45)*aux(39) s(127) =< s(126)*aux(40) with precondition: [H=3,1>=C,A>=2,D>=2,B>=D] * Chain [[45],72]...: 1*it(45)+1*s(126)+1*s(127)+4*s(128)+1*s(135)+1*s(136)+1*s(138)+0 Such that:it(45) =< D aux(41) =< A aux(42) =< B s(135) =< aux(41) s(136) =< aux(42) s(138) =< s(135)*aux(42) s(126) =< it(45)*aux(41) s(127) =< s(126)*aux(42) with precondition: [H=3,1>=C,A>=2,D>=2,B>=D] * Chain [[45],67]: 1*it(45)+1*s(126)+1*s(127)+1*s(128)+0 Such that:aux(37) =< A s(122) =< B it(45) =< D s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=3,1>=C,A>=1,D>=1,B>=D] * Chain [[45],66]: 1*it(45)+1*s(126)+1*s(127)+4*s(128)+1*s(140)+1*s(142)+1*s(143)+0 Such that:it(45) =< D aux(43) =< A aux(44) =< B s(140) =< aux(43) s(142) =< aux(44) s(143) =< s(140)*aux(44) s(126) =< it(45)*aux(43) s(127) =< s(126)*aux(44) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],65]: 1*it(45)+1*s(126)+1*s(127)+4*s(128)+2*s(146)+0 Such that:aux(37) =< A it(45) =< D aux(45) =< B s(146) =< aux(45) s(126) =< it(45)*aux(37) s(127) =< s(126)*aux(45) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],64]: 1*it(45)+1*s(126)+1*s(127)+6*s(128)+3*s(150)+3*s(151)+1*s(152)+0 Such that:it(45) =< D aux(46) =< A aux(47) =< B s(150) =< aux(46) s(151) =< s(150)*aux(47) s(152) =< aux(47) s(126) =< it(45)*aux(46) s(127) =< s(126)*aux(47) with precondition: [H=3,1>=C,A>=2,D>=2,B>=D] * Chain [[45],63]: 1*it(45)+1*s(126)+1*s(127)+5*s(128)+1*s(154)+2*s(157)+1*s(158)+0 Such that:it(45) =< D aux(48) =< A aux(49) =< B s(154) =< aux(48) s(157) =< aux(49) s(158) =< s(154)*aux(49) s(126) =< it(45)*aux(48) s(127) =< s(126)*aux(49) with precondition: [H=3,1>=C,A>=2,D>=2,B>=D] * Chain [[45],60]: 1*it(45)+1*s(126)+1*s(127)+1*s(128)+0 Such that:aux(37) =< A s(122) =< B it(45) =< D s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],58]: 1*it(45)+1*s(126)+1*s(127)+1*s(128)+0 Such that:aux(37) =< A s(122) =< B it(45) =< D s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],49]: 1*it(45)+1*s(126)+1*s(127)+1*s(128)+0 Such that:aux(37) =< A s(122) =< B it(45) =< D s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=3,1>=C,A>=1,D>=2,B>=D] * Chain [[45],48]: 1*it(45)+1*s(126)+1*s(127)+1*s(128)+0 Such that:it(45) =< D aux(37) =< J s(122) =< K s(126) =< it(45)*aux(37) s(127) =< s(126)*s(122) with precondition: [H=6,I=0,A+1=J,B+1=K,1>=C,A>=1,D>=1,B>=D] * Chain [[44],71]...: 1*it(44)+1*s(161)+1*s(162)+2*s(163)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(52) =< B aux(53) =< C s(161) =< aux(53) s(162) =< s(161)*aux(52) s(177) =< it(44)*aux(53) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(52) s(179) =< s(177)*aux(52) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],70]...: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+3*s(180)+1*s(181)+1*s(183)+1*s(184)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(54) =< B aux(55) =< C s(181) =< aux(54) s(183) =< aux(55) s(184) =< s(183)*aux(54) s(177) =< it(44)*aux(55) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(54) s(179) =< s(177)*aux(54) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],69]...: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+3*s(180)+1*s(186)+1*s(187)+1*s(189)+1*s(190)+0 Such that:s(186) =< A-C aux(50) =< A-C+1 it(44) =< D aux(56) =< B aux(57) =< C s(187) =< aux(57) s(189) =< s(186)*aux(56) s(190) =< s(187)*aux(56) s(177) =< it(44)*aux(57) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(56) s(179) =< s(177)*aux(56) with precondition: [H=3,C>=2,D>=2,A>=C+1,B>=D] * Chain [[44],68]...: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(192)+1*s(193)+1*s(194)+1*s(196)+1*s(197)+0 Such that:s(192) =< A-C aux(50) =< A-C+1 it(44) =< D aux(58) =< B aux(59) =< C s(193) =< aux(58) s(194) =< aux(59) s(196) =< s(192)*aux(58) s(197) =< s(194)*aux(58) s(177) =< it(44)*aux(59) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(58) s(179) =< s(177)*aux(58) with precondition: [H=3,C>=2,D>=2,A>=C+1,B>=D] * Chain [[44],67]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 s(170) =< B aux(51) =< C it(44) =< D s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*s(170) s(179) =< s(177)*s(170) with precondition: [H=3,C>=2,D>=1,A>=C,B>=D] * Chain [[44],62]: 1*it(44)+1*s(99)+1*s(101)+1*s(102)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(60) =< B aux(61) =< C s(99) =< aux(61) s(101) =< aux(60) s(102) =< s(99)*aux(60) s(177) =< it(44)*aux(61) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(60) s(179) =< s(177)*aux(60) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],61]: 1*it(44)+1*s(103)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 aux(51) =< C it(44) =< D aux(62) =< B s(103) =< aux(62) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(62) s(179) =< s(177)*aux(62) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],60]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 s(170) =< B aux(51) =< C it(44) =< D s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*s(170) s(179) =< s(177)*s(170) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],58]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 s(170) =< B aux(51) =< C it(44) =< D s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*s(170) s(179) =< s(177)*s(170) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],57]: 1*it(44)+2*s(107)+2*s(108)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:s(104) =< A aux(50) =< A-C+1 it(44) =< D aux(63) =< B aux(64) =< C s(107) =< s(104) s(107) =< aux(64) s(108) =< s(107)*aux(63) s(177) =< it(44)*aux(64) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(63) s(179) =< s(177)*aux(63) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],56]: 1*it(44)+1*s(109)+1*s(111)+1*s(112)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(65) =< B aux(66) =< C s(109) =< aux(66) s(111) =< aux(65) s(112) =< s(109)*aux(65) s(177) =< it(44)*aux(66) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(65) s(179) =< s(177)*aux(65) with precondition: [H=3,C>=3,D>=2,A>=C,B>=D] * Chain [[44],55]: 1*it(44)+1*s(113)+1*s(114)+1*s(116)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(67) =< B aux(68) =< C s(114) =< aux(67) s(113) =< aux(68) s(116) =< s(113)*aux(67) s(177) =< it(44)*aux(68) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(67) s(179) =< s(177)*aux(67) with precondition: [H=3,C>=3,D>=2,A>=C,B>=D] * Chain [[44],53]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(199)+2*s(202)+1*s(203)+2*s(204)+1*s(205)+0 Such that:it(44) =< D aux(69) =< A-C+1 aux(70) =< B aux(71) =< C s(199) =< aux(69) s(202) =< aux(71) s(203) =< s(199)*aux(70) s(204) =< s(202)*aux(70) s(205) =< aux(70) s(177) =< it(44)*aux(71) s(176) =< it(44)*aux(69) s(178) =< s(176)*aux(70) s(179) =< s(177)*aux(70) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],52]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(209)+2*s(210)+1*s(211)+0 Such that:aux(50) =< A-C+1 it(44) =< D aux(72) =< B aux(73) =< C s(209) =< aux(73) s(210) =< aux(72) s(211) =< s(209)*aux(72) s(177) =< it(44)*aux(73) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(72) s(179) =< s(177)*aux(72) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],51]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+6*s(180)+3*s(216)+3*s(217)+3*s(218)+3*s(219)+1*s(220)+0 Such that:s(213) =< A-C aux(50) =< A-C+1 it(44) =< D aux(74) =< B aux(75) =< C s(216) =< s(213) s(217) =< aux(75) s(218) =< s(216)*aux(74) s(219) =< s(217)*aux(74) s(220) =< aux(74) s(177) =< it(44)*aux(75) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(74) s(179) =< s(177)*aux(74) with precondition: [H=3,C>=2,D>=2,A>=C+1,B>=D] * Chain [[44],50]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+5*s(180)+1*s(222)+1*s(224)+2*s(226)+1*s(227)+1*s(228)+0 Such that:s(222) =< A-C aux(50) =< A-C+1 it(44) =< D aux(76) =< B aux(77) =< C s(224) =< aux(77) s(226) =< aux(76) s(227) =< s(222)*aux(76) s(228) =< s(224)*aux(76) s(177) =< it(44)*aux(77) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(76) s(179) =< s(177)*aux(76) with precondition: [H=3,C>=2,D>=2,A>=C+1,B>=D] * Chain [[44],49]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< A-C+1 s(170) =< B aux(51) =< C it(44) =< D s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*s(170) s(179) =< s(177)*s(170) with precondition: [H=3,C>=2,D>=2,A>=C,B>=D] * Chain [[44],48]: 1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+0 Such that:aux(50) =< -C+J aux(51) =< C it(44) =< D s(170) =< K s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*s(170) s(179) =< s(177)*s(170) with precondition: [H=6,I=0,A+1=J,B+1=K,C>=2,D>=1,A>=C,B>=D] * Chain [[43],[46],67]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< -B+D aux(79) =< A aux(80) =< B it(46) =< aux(80) s(97) =< it(46)*aux(79) s(98) =< s(97)*aux(80) s(232) =< it(43)*aux(79) with precondition: [H=3,A>=1,B>=1,C>=A+1,D>=B+1] * Chain [[43],[46],62]: 1*it(43)+2*it(46)+1*s(97)+1*s(98)+1*s(99)+1*s(102)+1*s(232)+0 Such that:it(43) =< -B+D aux(81) =< A aux(82) =< B it(46) =< aux(82) s(99) =< aux(81) s(102) =< s(99)*aux(82) s(97) =< it(46)*aux(81) s(98) =< s(97)*aux(82) s(232) =< it(43)*aux(81) with precondition: [H=3,A>=1,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],61]: 1*it(43)+2*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< -B+D aux(83) =< A aux(84) =< B it(46) =< aux(84) s(97) =< it(46)*aux(83) s(98) =< s(97)*aux(84) s(232) =< it(43)*aux(83) with precondition: [H=3,A>=1,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],60]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< -B+D aux(85) =< A aux(86) =< B it(46) =< aux(86) s(97) =< it(46)*aux(85) s(98) =< s(97)*aux(86) s(232) =< it(43)*aux(85) with precondition: [H=3,A>=1,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],58]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< -B+D aux(87) =< A aux(88) =< B it(46) =< aux(88) s(97) =< it(46)*aux(87) s(98) =< s(97)*aux(88) s(232) =< it(43)*aux(87) with precondition: [H=3,A>=1,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],57]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+2*s(107)+2*s(108)+1*s(232)+0 Such that:it(43) =< -B+D s(106) =< C aux(89) =< A aux(90) =< B it(46) =< aux(90) s(107) =< aux(89) s(107) =< s(106) s(108) =< s(107)*aux(90) s(97) =< it(46)*aux(89) s(98) =< s(97)*aux(90) s(232) =< it(43)*aux(89) with precondition: [H=3,A>=2,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],56]: 1*it(43)+2*it(46)+1*s(97)+1*s(98)+1*s(109)+1*s(112)+1*s(232)+0 Such that:it(43) =< -B+D aux(91) =< A aux(92) =< B it(46) =< aux(92) s(109) =< aux(91) s(112) =< s(109)*aux(92) s(97) =< it(46)*aux(91) s(98) =< s(97)*aux(92) s(232) =< it(43)*aux(91) with precondition: [H=3,A>=2,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],55]: 1*it(43)+2*it(46)+1*s(97)+1*s(98)+1*s(113)+1*s(116)+1*s(232)+0 Such that:it(43) =< -B+D aux(93) =< A aux(94) =< B it(46) =< aux(94) s(113) =< aux(93) s(116) =< s(113)*aux(94) s(97) =< it(46)*aux(93) s(98) =< s(97)*aux(94) s(232) =< it(43)*aux(93) with precondition: [H=3,A>=2,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],49]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< -B+D aux(95) =< A aux(96) =< B it(46) =< aux(96) s(97) =< it(46)*aux(95) s(98) =< s(97)*aux(96) s(232) =< it(43)*aux(95) with precondition: [H=3,A>=1,B>=2,C>=A+1,D>=B+1] * Chain [[43],[46],48]: 1*it(43)+1*it(46)+1*s(97)+1*s(98)+1*s(232)+0 Such that:it(43) =< D-K+1 aux(97) =< J aux(98) =< K it(46) =< aux(98) s(97) =< it(46)*aux(97) s(98) =< s(97)*aux(98) s(232) =< it(43)*aux(97) with precondition: [H=6,I=0,A+1=J,B+1=K,C=L,A>=1,B>=1,C>=A+1,D>=B+1] * Chain [[43],[45],75]...: 1*it(43)+1*it(45)+2*s(117)+1*s(126)+1*s(127)+1*s(232)+0 Such that:it(43) =< -B+D aux(99) =< A aux(100) =< B it(45) =< aux(100) s(126) =< it(45)*aux(99) s(127) =< s(126)*aux(100) s(232) =< it(43)*aux(99) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],74]...: 1*it(43)+2*it(45)+1*s(126)+1*s(127)+3*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(101) =< A aux(102) =< B it(45) =< aux(102) s(126) =< it(45)*aux(101) s(127) =< s(126)*aux(102) s(232) =< it(43)*aux(101) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],73]...: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+3*s(128)+1*s(131)+1*s(133)+1*s(232)+0 Such that:it(43) =< -B+D aux(103) =< A aux(104) =< B it(45) =< aux(104) s(131) =< aux(103) s(133) =< s(131)*aux(104) s(126) =< it(45)*aux(103) s(127) =< s(126)*aux(104) s(232) =< it(43)*aux(103) with precondition: [H=3,1>=C,A>=2,B>=2,D>=B+1] * Chain [[43],[45],72]...: 1*it(43)+2*it(45)+1*s(126)+1*s(127)+4*s(128)+1*s(135)+1*s(138)+1*s(232)+0 Such that:it(43) =< -B+D aux(105) =< A aux(106) =< B it(45) =< aux(106) s(135) =< aux(105) s(138) =< s(135)*aux(106) s(126) =< it(45)*aux(105) s(127) =< s(126)*aux(106) s(232) =< it(43)*aux(105) with precondition: [H=3,1>=C,A>=2,B>=2,D>=B+1] * Chain [[43],[45],67]: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+1*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(107) =< A aux(108) =< B it(45) =< aux(108) s(126) =< it(45)*aux(107) s(127) =< s(126)*aux(108) s(232) =< it(43)*aux(107) with precondition: [H=3,1>=C,A>=1,B>=1,D>=B+1] * Chain [[43],[45],66]: 1*it(43)+2*it(45)+1*s(126)+1*s(127)+4*s(128)+1*s(140)+1*s(143)+1*s(232)+0 Such that:it(43) =< -B+D aux(109) =< A aux(110) =< B it(45) =< aux(110) s(140) =< aux(109) s(143) =< s(140)*aux(110) s(126) =< it(45)*aux(109) s(127) =< s(126)*aux(110) s(232) =< it(43)*aux(109) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],65]: 1*it(43)+3*it(45)+1*s(126)+1*s(127)+4*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(111) =< A aux(112) =< B it(45) =< aux(112) s(126) =< it(45)*aux(111) s(127) =< s(126)*aux(112) s(232) =< it(43)*aux(111) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],64]: 1*it(43)+2*it(45)+1*s(126)+1*s(127)+6*s(128)+3*s(150)+3*s(151)+1*s(232)+0 Such that:it(43) =< -B+D aux(113) =< A aux(114) =< B it(45) =< aux(114) s(150) =< aux(113) s(151) =< s(150)*aux(114) s(126) =< it(45)*aux(113) s(127) =< s(126)*aux(114) s(232) =< it(43)*aux(113) with precondition: [H=3,1>=C,A>=2,B>=2,D>=B+1] * Chain [[43],[45],63]: 1*it(43)+3*it(45)+1*s(126)+1*s(127)+5*s(128)+1*s(154)+1*s(158)+1*s(232)+0 Such that:it(43) =< -B+D aux(115) =< A aux(116) =< B it(45) =< aux(116) s(154) =< aux(115) s(158) =< s(154)*aux(116) s(126) =< it(45)*aux(115) s(127) =< s(126)*aux(116) s(232) =< it(43)*aux(115) with precondition: [H=3,1>=C,A>=2,B>=2,D>=B+1] * Chain [[43],[45],60]: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+1*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(117) =< A aux(118) =< B it(45) =< aux(118) s(126) =< it(45)*aux(117) s(127) =< s(126)*aux(118) s(232) =< it(43)*aux(117) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],58]: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+1*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(119) =< A aux(120) =< B it(45) =< aux(120) s(126) =< it(45)*aux(119) s(127) =< s(126)*aux(120) s(232) =< it(43)*aux(119) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],49]: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+1*s(128)+1*s(232)+0 Such that:it(43) =< -B+D aux(121) =< A aux(122) =< B it(45) =< aux(122) s(126) =< it(45)*aux(121) s(127) =< s(126)*aux(122) s(232) =< it(43)*aux(121) with precondition: [H=3,1>=C,A>=1,B>=2,D>=B+1] * Chain [[43],[45],48]: 1*it(43)+1*it(45)+1*s(126)+1*s(127)+1*s(128)+1*s(232)+0 Such that:it(43) =< D-K+1 aux(123) =< J aux(124) =< K it(45) =< aux(124) s(126) =< it(45)*aux(123) s(127) =< s(126)*aux(124) s(232) =< it(43)*aux(123) with precondition: [H=6,I=0,A+1=J,B+1=K,1>=C,A>=1,B>=1,D>=B+1] * Chain [[43],[44],71]...: 1*it(43)+1*it(44)+1*s(161)+1*s(162)+2*s(163)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(53) =< C aux(125) =< B it(44) =< aux(125) s(161) =< aux(53) s(162) =< s(161)*aux(125) s(177) =< it(44)*aux(53) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(125) s(179) =< s(177)*aux(125) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],70]...: 1*it(43)+2*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+3*s(180)+1*s(183)+1*s(184)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(55) =< C aux(126) =< B it(44) =< aux(126) s(183) =< aux(55) s(184) =< s(183)*aux(126) s(177) =< it(44)*aux(55) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(126) s(179) =< s(177)*aux(126) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],69]...: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+3*s(180)+1*s(186)+1*s(187)+1*s(189)+1*s(190)+1*s(232)+0 Such that:aux(78) =< A s(186) =< A-C aux(50) =< A-C+1 it(43) =< -B+D aux(57) =< C aux(127) =< B it(44) =< aux(127) s(187) =< aux(57) s(189) =< s(186)*aux(127) s(190) =< s(187)*aux(127) s(177) =< it(44)*aux(57) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(127) s(179) =< s(177)*aux(127) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C+1] * Chain [[43],[44],68]...: 1*it(43)+2*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(192)+1*s(194)+1*s(196)+1*s(197)+1*s(232)+0 Such that:aux(78) =< A s(192) =< A-C aux(50) =< A-C+1 it(43) =< -B+D aux(59) =< C aux(128) =< B it(44) =< aux(128) s(194) =< aux(59) s(196) =< s(192)*aux(128) s(197) =< s(194)*aux(128) s(177) =< it(44)*aux(59) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(128) s(179) =< s(177)*aux(128) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C+1] * Chain [[43],[44],67]: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(51) =< C aux(129) =< B it(44) =< aux(129) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(129) s(179) =< s(177)*aux(129) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=1,C>=2,D>=B+1,A>=C] * Chain [[43],[44],62]: 1*it(43)+2*it(44)+1*s(99)+1*s(102)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(61) =< C aux(130) =< B it(44) =< aux(130) s(99) =< aux(61) s(102) =< s(99)*aux(130) s(177) =< it(44)*aux(61) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(130) s(179) =< s(177)*aux(130) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],61]: 1*it(43)+2*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(51) =< C aux(131) =< B it(44) =< aux(131) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(131) s(179) =< s(177)*aux(131) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],60]: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(51) =< C aux(132) =< B it(44) =< aux(132) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(132) s(179) =< s(177)*aux(132) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],58]: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(51) =< C aux(133) =< B it(44) =< aux(133) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(133) s(179) =< s(177)*aux(133) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],57]: 1*it(43)+1*it(44)+2*s(107)+2*s(108)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(50) =< A-C+1 it(43) =< -B+D aux(64) =< C aux(134) =< A aux(135) =< B it(44) =< aux(135) s(107) =< aux(134) s(107) =< aux(64) s(108) =< s(107)*aux(135) s(177) =< it(44)*aux(64) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(135) s(179) =< s(177)*aux(135) s(232) =< it(43)*aux(134) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],56]: 1*it(43)+2*it(44)+1*s(109)+1*s(112)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(66) =< C aux(136) =< B it(44) =< aux(136) s(109) =< aux(66) s(112) =< s(109)*aux(136) s(177) =< it(44)*aux(66) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(136) s(179) =< s(177)*aux(136) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=3,D>=B+1,A>=C] * Chain [[43],[44],55]: 1*it(43)+2*it(44)+1*s(113)+1*s(116)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(68) =< C aux(137) =< B it(44) =< aux(137) s(113) =< aux(68) s(116) =< s(113)*aux(137) s(177) =< it(44)*aux(68) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(137) s(179) =< s(177)*aux(137) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=3,D>=B+1,A>=C] * Chain [[43],[44],53]: 1*it(43)+2*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(199)+2*s(202)+1*s(203)+2*s(204)+1*s(232)+0 Such that:aux(78) =< A aux(69) =< A-C+1 it(43) =< -B+D aux(71) =< C aux(138) =< B it(44) =< aux(138) s(199) =< aux(69) s(202) =< aux(71) s(203) =< s(199)*aux(138) s(204) =< s(202)*aux(138) s(177) =< it(44)*aux(71) s(176) =< it(44)*aux(69) s(178) =< s(176)*aux(138) s(179) =< s(177)*aux(138) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],52]: 1*it(43)+3*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+4*s(180)+1*s(209)+1*s(211)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(73) =< C aux(139) =< B it(44) =< aux(139) s(209) =< aux(73) s(211) =< s(209)*aux(139) s(177) =< it(44)*aux(73) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(139) s(179) =< s(177)*aux(139) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],51]: 1*it(43)+2*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+6*s(180)+3*s(216)+3*s(217)+3*s(218)+3*s(219)+1*s(232)+0 Such that:aux(78) =< A s(213) =< A-C aux(50) =< A-C+1 it(43) =< -B+D aux(75) =< C aux(140) =< B it(44) =< aux(140) s(216) =< s(213) s(217) =< aux(75) s(218) =< s(216)*aux(140) s(219) =< s(217)*aux(140) s(177) =< it(44)*aux(75) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(140) s(179) =< s(177)*aux(140) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C+1] * Chain [[43],[44],50]: 1*it(43)+3*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+5*s(180)+1*s(222)+1*s(224)+1*s(227)+1*s(228)+1*s(232)+0 Such that:aux(78) =< A s(222) =< A-C aux(50) =< A-C+1 it(43) =< -B+D aux(77) =< C aux(141) =< B it(44) =< aux(141) s(224) =< aux(77) s(227) =< s(222)*aux(141) s(228) =< s(224)*aux(141) s(177) =< it(44)*aux(77) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(141) s(179) =< s(177)*aux(141) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C+1] * Chain [[43],[44],49]: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(78) =< A aux(50) =< A-C+1 it(43) =< -B+D aux(51) =< C aux(142) =< B it(44) =< aux(142) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(142) s(179) =< s(177)*aux(142) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=2,C>=2,D>=B+1,A>=C] * Chain [[43],[44],48]: 1*it(43)+1*it(44)+1*s(176)+1*s(177)+1*s(178)+1*s(179)+1*s(180)+1*s(232)+0 Such that:aux(50) =< -C+J aux(51) =< C it(43) =< D-K+1 aux(78) =< J aux(143) =< K it(44) =< aux(143) s(177) =< it(44)*aux(51) s(176) =< it(44)*aux(50) s(178) =< s(176)*aux(143) s(179) =< s(177)*aux(143) s(232) =< it(43)*aux(78) with precondition: [H=6,I=0,A+1=J,B+1=K,B>=1,C>=2,D>=B+1,A>=C] * Chain [[43],75]...: 1*it(43)+1*s(117)+1*s(232)+0 Such that:aux(78) =< A it(43) =< -B+D s(232) =< it(43)*aux(78) with precondition: [H=3,1>=C,A>=1,B>=1,D>=B+1] * Chain [[43],73]...: 1*it(43)+1*s(131)+1*s(133)+2*s(134)+1*s(232)+0 Such that:s(132) =< 1 it(43) =< -B+D aux(144) =< A s(131) =< aux(144) s(133) =< s(131)*s(132) s(232) =< it(43)*aux(144) with precondition: [H=3,1>=C,A>=2,B>=1,D>=B+1] * Chain [[43],71]...: 1*it(43)+1*s(161)+1*s(162)+1*s(163)+1*s(232)+0 Such that:s(160) =< 1 aux(78) =< A it(43) =< -B+D s(161) =< C s(162) =< s(161)*s(160) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=1,C>=2,D>=B+1,A>=C] * Chain [[43],69]...: 1*it(43)+1*s(186)+1*s(187)+1*s(189)+1*s(190)+2*s(191)+1*s(232)+0 Such that:s(188) =< 1 aux(78) =< A s(186) =< A-C it(43) =< -B+D s(187) =< C s(189) =< s(186)*s(188) s(190) =< s(187)*s(188) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=1,C>=2,D>=B+1,A>=C+1] * Chain [[43],67]: 1*it(43)+1*s(232)+0 Such that:aux(78) =< A it(43) =< -B+D it(43) =< D s(232) =< it(43)*aux(78) with precondition: [H=3,A>=1,D>=1,D>=B+1] * Chain [[43],66]: 1*it(43)+1*s(140)+1*s(142)+1*s(143)+3*s(144)+1*s(232)+0 Such that:s(141) =< 1 it(43) =< -B+D aux(145) =< A s(140) =< aux(145) s(142) =< s(141) s(143) =< s(140)*s(141) s(232) =< it(43)*aux(145) with precondition: [H=3,1>=C,A>=1,B>=1,D>=B+1] * Chain [[43],64]: 1*it(43)+3*s(150)+3*s(151)+1*s(152)+5*s(153)+1*s(232)+0 Such that:s(149) =< 1 it(43) =< -B+D aux(146) =< A s(150) =< aux(146) s(151) =< s(150)*s(149) s(152) =< s(149) s(232) =< it(43)*aux(146) with precondition: [H=3,1>=C,A>=2,B>=1,D>=B+1] * Chain [[43],62]: 1*it(43)+1*s(99)+1*s(101)+1*s(102)+1*s(232)+0 Such that:s(100) =< 1 it(43) =< -B+D s(99) =< C aux(147) =< A s(99) =< aux(147) s(101) =< s(100) s(102) =< s(99)*s(100) s(232) =< it(43)*aux(147) with precondition: [H=3,A>=1,B>=1,C>=2,D>=B+1] * Chain [[43],60]: 1*it(43)+1*s(232)+0 Such that:aux(78) =< A it(43) =< -B+D it(43) =< D s(232) =< it(43)*aux(78) with precondition: [H=3,A>=1,D>=2,D>=B+1] * Chain [[43],59]: 1*it(43)+1*s(232)+1*s(233)+0 Such that:it(43) =< -B+D it(43) =< D aux(148) =< A s(233) =< aux(148) s(232) =< it(43)*aux(148) with precondition: [H=3,A>=1,D>=2,D>=B+2] * Chain [[43],58]: 1*it(43)+1*s(232)+0 Such that:aux(78) =< A it(43) =< -B+D s(232) =< it(43)*aux(78) with precondition: [H=3,A>=1,B>=1,D>=B+1] * Chain [[43],57]: 1*it(43)+2*s(107)+2*s(108)+1*s(232)+0 Such that:s(105) =< 1 it(43) =< -B+D s(106) =< C aux(149) =< A s(107) =< aux(149) s(107) =< s(106) s(108) =< s(107)*s(105) s(232) =< it(43)*aux(149) with precondition: [H=3,A>=2,B>=1,C>=2,D>=B+1] * Chain [[43],56]: 1*it(43)+1*s(109)+1*s(111)+1*s(112)+1*s(232)+0 Such that:s(110) =< 1 it(43) =< -B+D s(109) =< C aux(150) =< A s(109) =< aux(150) s(111) =< s(110) s(112) =< s(109)*s(110) s(232) =< it(43)*aux(150) with precondition: [H=3,A>=2,B>=1,C>=3,D>=B+1] * Chain [[43],54]: 1*it(43)+1*s(232)+1*s(234)+0 Such that:it(43) =< -B+D it(43) =< D aux(151) =< A s(234) =< aux(151) s(232) =< it(43)*aux(151) with precondition: [H=3,A>=2,D>=2,D>=B+2] * Chain [[43],53]: 1*it(43)+1*s(199)+2*s(202)+1*s(203)+2*s(204)+1*s(205)+3*s(206)+1*s(232)+0 Such that:s(200) =< 1 aux(78) =< A s(199) =< A-C+1 it(43) =< -B+D s(201) =< C s(202) =< s(201) s(203) =< s(199)*s(200) s(204) =< s(202)*s(200) s(205) =< s(200) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=1,C>=2,D>=B+1,A>=C] * Chain [[43],51]: 1*it(43)+3*s(216)+3*s(217)+3*s(218)+3*s(219)+1*s(220)+5*s(221)+1*s(232)+0 Such that:s(214) =< 1 aux(78) =< A s(213) =< A-C it(43) =< -B+D s(215) =< C s(216) =< s(213) s(217) =< s(215) s(218) =< s(216)*s(214) s(219) =< s(217)*s(214) s(220) =< s(214) s(232) =< it(43)*aux(78) with precondition: [H=3,B>=1,C>=2,D>=B+1,A>=C+1] * Chain [[43],49]: 1*it(43)+1*s(232)+0 Such that:aux(78) =< A it(43) =< -B+D it(43) =< D s(232) =< it(43)*aux(78) with precondition: [H=3,A>=1,D>=2,D>=B+1] * Chain [[43],48]: 1*it(43)+1*s(232)+0 Such that:aux(78) =< A it(43) =< D s(232) =< it(43)*aux(78) with precondition: [H=6,I=0,K=1,A+1=J,G=L,0>=B,A>=1,D>=1] * Chain [75]...: 1*s(117)+0 with precondition: [H=3,1>=C,A>=1,D>=1,B>=D] * Chain [74]...: 1*s(129)+2*s(130)+0 Such that:s(129) =< B-D with precondition: [H=3,1>=C,A>=1,D>=1,B>=D+1] * Chain [73]...: 1*s(131)+1*s(133)+2*s(134)+0 Such that:s(131) =< A s(132) =< B-D+1 s(133) =< s(131)*s(132) with precondition: [H=3,1>=C,A>=2,D>=1,B>=D] * Chain [72]...: 1*s(135)+1*s(136)+1*s(138)+3*s(139)+0 Such that:s(135) =< A s(136) =< B-D s(137) =< B-D+1 s(138) =< s(135)*s(137) with precondition: [H=3,1>=C,A>=2,D>=1,B>=D+1] * Chain [71]...: 1*s(161)+1*s(162)+1*s(163)+0 Such that:s(160) =< B-D+1 s(161) =< C s(162) =< s(161)*s(160) with precondition: [H=3,C>=2,D>=1,A>=C,B>=D] * Chain [70]...: 1*s(181)+1*s(183)+1*s(184)+2*s(185)+0 Such that:s(181) =< B-D s(182) =< B-D+1 s(183) =< C s(184) =< s(183)*s(182) with precondition: [H=3,C>=2,D>=1,A>=C,B>=D+1] * Chain [69]...: 1*s(186)+1*s(187)+1*s(189)+1*s(190)+2*s(191)+0 Such that:s(186) =< A-C s(188) =< B-D+1 s(187) =< C s(189) =< s(186)*s(188) s(190) =< s(187)*s(188) with precondition: [H=3,C>=2,D>=1,A>=C+1,B>=D] * Chain [68]...: 1*s(192)+1*s(193)+1*s(194)+1*s(196)+1*s(197)+3*s(198)+0 Such that:s(192) =< A-C s(193) =< B-D s(195) =< B-D+1 s(194) =< C s(196) =< s(192)*s(195) s(197) =< s(194)*s(195) with precondition: [H=3,C>=2,D>=1,A>=C+1,B>=D+1] * Chain [67]: 0 with precondition: [H=3] * Chain [66]: 1*s(140)+1*s(142)+1*s(143)+3*s(144)+0 Such that:s(140) =< A s(141) =< B-D+1 s(142) =< s(141) s(143) =< s(140)*s(141) with precondition: [H=3,1>=C,A>=1,D>=1,B>=D] * Chain [65]: 2*s(146)+3*s(147)+0 Such that:s(145) =< B-D s(146) =< s(145) with precondition: [H=3,1>=C,A>=1,D>=1,B>=D+1] * Chain [64]: 3*s(150)+3*s(151)+1*s(152)+5*s(153)+0 Such that:s(148) =< A s(149) =< B-D+1 s(150) =< s(148) s(151) =< s(150)*s(149) s(152) =< s(149) with precondition: [H=3,1>=C,A>=2,D>=1,B>=D] * Chain [63]: 1*s(154)+2*s(157)+1*s(158)+4*s(159)+0 Such that:s(154) =< A s(155) =< B-D s(156) =< B-D+1 s(157) =< s(155) s(158) =< s(154)*s(156) with precondition: [H=3,1>=C,A>=2,D>=1,B>=D+1] * Chain [62]: 1*s(99)+1*s(101)+1*s(102)+0 Such that:s(99) =< A s(100) =< B-D+1 s(99) =< C s(101) =< s(100) s(102) =< s(99)*s(100) with precondition: [H=3,A>=1,C>=2,D>=1,B>=D] * Chain [61]: 1*s(103)+0 Such that:s(103) =< B-D with precondition: [H=3,A>=1,C>=2,D>=1,B>=D+1] * Chain [60]: 0 with precondition: [H=3,A>=1,D>=1] * Chain [59]: 1*s(233)+0 Such that:s(233) =< A with precondition: [H=3,A>=1,D>=1,D>=B+1] * Chain [58]: 0 with precondition: [H=3,A>=1,D>=1,B>=D] * Chain [57]: 2*s(107)+2*s(108)+0 Such that:s(104) =< A s(105) =< B-D+1 s(106) =< C s(107) =< s(104) s(107) =< s(106) s(108) =< s(107)*s(105) with precondition: [H=3,A>=2,C>=2,D>=1,B>=D] * Chain [56]: 1*s(109)+1*s(111)+1*s(112)+0 Such that:s(109) =< A s(110) =< B-D+1 s(109) =< C s(111) =< s(110) s(112) =< s(109)*s(110) with precondition: [H=3,A>=2,C>=3,D>=1,B>=D] * Chain [55]: 1*s(113)+1*s(114)+1*s(116)+0 Such that:s(113) =< A s(114) =< B-D s(115) =< B-D+1 s(113) =< C s(116) =< s(113)*s(115) with precondition: [H=3,A>=2,C>=3,D>=1,B>=D+1] * Chain [54]: 1*s(234)+0 Such that:s(234) =< A with precondition: [H=3,A>=2,D>=1,D>=B+1] * Chain [53]: 1*s(199)+2*s(202)+1*s(203)+2*s(204)+1*s(205)+3*s(206)+0 Such that:s(199) =< A-C+1 s(200) =< B-D+1 s(201) =< C s(202) =< s(201) s(203) =< s(199)*s(200) s(204) =< s(202)*s(200) s(205) =< s(200) with precondition: [H=3,C>=2,D>=1,A>=C,B>=D] * Chain [52]: 1*s(209)+2*s(210)+1*s(211)+3*s(212)+0 Such that:s(207) =< B-D s(208) =< B-D+1 s(209) =< C s(210) =< s(207) s(211) =< s(209)*s(208) with precondition: [H=3,C>=2,D>=1,A>=C,B>=D+1] * Chain [51]: 3*s(216)+3*s(217)+3*s(218)+3*s(219)+1*s(220)+5*s(221)+0 Such that:s(213) =< A-C s(214) =< B-D+1 s(215) =< C s(216) =< s(213) s(217) =< s(215) s(218) =< s(216)*s(214) s(219) =< s(217)*s(214) s(220) =< s(214) with precondition: [H=3,C>=2,D>=1,A>=C+1,B>=D] * Chain [50]: 1*s(222)+1*s(224)+2*s(226)+1*s(227)+1*s(228)+4*s(229)+0 Such that:s(222) =< A-C s(223) =< B-D s(225) =< B-D+1 s(224) =< C s(226) =< s(223) s(227) =< s(222)*s(225) s(228) =< s(224)*s(225) with precondition: [H=3,C>=2,D>=1,A>=C+1,B>=D+1] * Chain [49]: 0 with precondition: [H=3,D>=1] * Chain [48]: 0 with precondition: [H=6,J=E,K=F,L=G,D=I,0>=D] #### Cost of chains of evalfbb10in_loop_cont(A,B,C,D,E,F,G,H,I): * Chain [77]: 0 with precondition: [A=3] * Chain [76]: 0 with precondition: [A=6] #### Cost of chains of evalfentryin(A,B,C,D,E,F,G,H): * Chain [147]: 0 with precondition: [] * Chain [146]: 0 with precondition: [0>=A] * Chain [145]: 2*s(1027)+0 Such that:aux(250) =< A s(1027) =< aux(250) with precondition: [0>=B,A>=1] * Chain [144]: 1*s(1029)+0 Such that:s(1029) =< A with precondition: [0>=B,A>=2] * Chain [143]: 1*s(1031)+1*s(1032)+0 Such that:s(1031) =< A s(1030) =< B s(1032) =< s(1031)*s(1030) with precondition: [0>=C,A>=1,B>=1] * Chain [142]: 2*s(1035)+1*s(1037)+1*s(1038)+1*s(1039)+1*s(1040)+1*s(1041)+5*s(1042)+1*s(1046)+1*s(1047)+0 Such that:s(1034) =< -A+C+1 s(1036) =< B s(1044) =< B+1 s(1033) =< C s(1045) =< C+1 aux(251) =< A s(1035) =< aux(251) s(1037) =< s(1036) s(1038) =< s(1034) s(1039) =< s(1037)*s(1034) s(1040) =< s(1035)*s(1036) s(1041) =< s(1040)*s(1033) s(1046) =< s(1035)*s(1044) s(1047) =< s(1046)*s(1045) with precondition: [1>=D,A>=1,B>=1,C>=A] * Chain [141]: 2*s(1050)+3*s(1051)+0 Such that:s(1049) =< -A+C s(1050) =< s(1049) with precondition: [1>=D,A>=1,B>=1,C>=A+1] * Chain [140]: 3*s(1054)+3*s(1055)+1*s(1056)+5*s(1057)+0 Such that:s(1053) =< -A+C+1 s(1052) =< B s(1054) =< s(1052) s(1055) =< s(1054)*s(1053) s(1056) =< s(1053) with precondition: [1>=D,A>=1,B>=2,C>=A] * Chain [139]: 1*s(1058)+2*s(1061)+1*s(1062)+4*s(1063)+0 Such that:s(1059) =< -A+C s(1060) =< -A+C+1 s(1058) =< B s(1061) =< s(1059) s(1062) =< s(1058)*s(1060) with precondition: [1>=D,A>=1,B>=2,C>=A+1] * Chain [138]: 5*s(1067)+5*s(1068)+5*s(1069)+3*s(1070)+1*s(1071)+1*s(1072)+11*s(1073)+0 Such that:s(1066) =< A s(1064) =< B s(1065) =< C s(1067) =< s(1066) s(1068) =< s(1067)*s(1064) s(1069) =< s(1068)*s(1065) s(1070) =< s(1065) s(1071) =< s(1064) s(1072) =< s(1071)*s(1065) with precondition: [1>=D,A>=2,B>=1,C>=A] * Chain [137]: 2*s(1077)+4*s(1078)+3*s(1079)+4*s(1080)+2*s(1081)+2*s(1082)+11*s(1083)+0 Such that:s(1076) =< A s(1074) =< B s(1075) =< C s(1077) =< s(1076) s(1078) =< s(1074) s(1079) =< s(1075) s(1080) =< s(1078)*s(1075) s(1081) =< s(1077)*s(1074) s(1082) =< s(1081)*s(1075) with precondition: [1>=D,A>=2,B>=2,C>=A] * Chain [136]: 3*s(1088)+1*s(1089)+1*s(1090)+1*s(1091)+2*s(1092)+1*s(1093)+1*s(1094)+1*s(1095)+5*s(1096)+1*s(1100)+1*s(1101)+1*s(1102)+1*s(1103)+0 Such that:s(1084) =< 1 s(1086) =< B s(1098) =< B+1 s(1085) =< C s(1099) =< C+1 aux(252) =< A-C s(1088) =< aux(252) s(1089) =< s(1086) s(1090) =< s(1084) s(1091) =< s(1089)*s(1084) s(1092) =< s(1088)*s(1086) s(1093) =< s(1085) s(1094) =< s(1093)*s(1086) s(1095) =< s(1094)*s(1085) s(1100) =< s(1099) s(1101) =< s(1100)*s(1098) s(1102) =< s(1101)*s(1099) s(1103) =< s(1088)*s(1098) with precondition: [1>=D,B>=1,C>=1,A>=C+1] * Chain [135]: 5*s(1108)+8*s(1109)+5*s(1110)+5*s(1111)+5*s(1112)+1*s(1113)+1*s(1114)+11*s(1115)+0 Such that:s(1106) =< A-C s(1105) =< B s(1107) =< C s(1108) =< s(1106) s(1109) =< s(1107) s(1110) =< s(1109)*s(1105) s(1111) =< s(1110)*s(1107) s(1112) =< s(1108)*s(1105) s(1113) =< s(1105) s(1114) =< s(1113)*s(1107) with precondition: [1>=D,B>=1,C>=2,A>=C+1] * Chain [134]: 1*s(1117)+3*s(1119)+3*s(1120)+1*s(1121)+1*s(1122)+5*s(1123)+0 Such that:s(1116) =< 1 s(1117) =< A-C s(1118) =< B s(1119) =< s(1118) s(1120) =< s(1119)*s(1116) s(1121) =< s(1116) s(1122) =< s(1117)*s(1118) with precondition: [1>=D,B>=2,C>=1,A>=C+1] * Chain [133]: 2*s(1127)+5*s(1128)+4*s(1129)+4*s(1130)+2*s(1131)+2*s(1132)+2*s(1133)+11*s(1134)+0 Such that:s(1125) =< A-C s(1124) =< B s(1126) =< C s(1127) =< s(1125) s(1128) =< s(1126) s(1129) =< s(1124) s(1130) =< s(1129)*s(1126) s(1131) =< s(1128)*s(1124) s(1132) =< s(1131)*s(1126) s(1133) =< s(1127)*s(1124) with precondition: [1>=D,B>=2,C>=2,A>=C+1] * Chain [132]: 0 with precondition: [A>=1] * Chain [131]: 0 with precondition: [A>=1,B>=1] * Chain [130]: 1*s(1135)+1*s(1137)+1*s(1138)+0 Such that:s(1136) =< -A+C+1 s(1135) =< B s(1135) =< D s(1137) =< s(1136) s(1138) =< s(1135)*s(1136) with precondition: [A>=1,B>=1,D>=2,C>=A] * Chain [129]: 1*s(1139)+0 Such that:s(1139) =< -A+C with precondition: [A>=1,B>=1,D>=2,C>=A+1] * Chain [128]: 0 with precondition: [A>=1,B>=1,C>=A] * Chain [127]: 2*s(1142)+1*s(1143)+1*s(1144)+1*s(1148)+1*s(1149)+0 Such that:s(1140) =< B s(1146) =< B+1 s(1141) =< C s(1147) =< C+1 aux(253) =< A s(1142) =< aux(253) s(1143) =< s(1142)*s(1140) s(1144) =< s(1143)*s(1141) s(1148) =< s(1142)*s(1146) s(1149) =< s(1148)*s(1147) with precondition: [A>=1,B>=1,C>=A,D>=B+1] * Chain [126]: 1*s(1150)+1*s(1152)+1*s(1153)+0 Such that:s(1150) =< A s(1150) =< A-C s(1151) =< B s(1152) =< s(1151) s(1153) =< s(1150)*s(1151) with precondition: [A>=1,B>=1,A>=C+1] * Chain [125]: 2*s(1157)+2*s(1158)+0 Such that:s(1155) =< -A+C+1 s(1154) =< B s(1156) =< D s(1157) =< s(1154) s(1157) =< s(1156) s(1158) =< s(1157)*s(1155) with precondition: [A>=1,B>=2,D>=2,C>=A] * Chain [124]: 1*s(1159)+1*s(1161)+1*s(1162)+0 Such that:s(1160) =< -A+C+1 s(1159) =< B s(1159) =< D s(1161) =< s(1160) s(1162) =< s(1159)*s(1160) with precondition: [A>=1,B>=2,D>=3,C>=A] * Chain [123]: 1*s(1163)+1*s(1164)+1*s(1166)+0 Such that:s(1164) =< -A+C s(1165) =< -A+C+1 s(1163) =< B s(1163) =< D s(1166) =< s(1163)*s(1165) with precondition: [A>=1,B>=2,D>=3,C>=A+1] * Chain [122]: 1*s(1167)+0 Such that:s(1167) =< B with precondition: [A>=1,B>=2,A>=C+1] * Chain [121]: 2*s(1170)+1*s(1173)+2*s(1174)+1*s(1175)+2*s(1176)+1*s(1177)+2*s(1178)+2*s(1179)+1*s(1180)+1*s(1181)+5*s(1182)+1*s(1189)+1*s(1190)+0 Such that:s(1169) =< -A+C+1 s(1168) =< C s(1186) =< C+1 aux(254) =< A aux(255) =< B-D+1 aux(256) =< D s(1170) =< aux(254) s(1173) =< aux(255) s(1174) =< aux(256) s(1175) =< s(1173)*s(1169) s(1176) =< s(1174)*s(1169) s(1177) =< s(1169) s(1178) =< s(1170)*aux(256) s(1179) =< s(1170)*aux(255) s(1180) =< s(1179)*s(1168) s(1181) =< s(1178)*s(1168) s(1189) =< s(1179)*s(1186) s(1190) =< s(1178)*s(1186) with precondition: [A>=1,D>=2,C>=A,B>=D] * Chain [120]: 3*s(1195)+3*s(1196)+3*s(1197)+3*s(1198)+1*s(1199)+5*s(1200)+0 Such that:s(1193) =< -A+C+1 s(1192) =< B-D s(1194) =< D s(1195) =< s(1192) s(1196) =< s(1194) s(1197) =< s(1195)*s(1193) s(1198) =< s(1196)*s(1193) s(1199) =< s(1193) with precondition: [A>=1,D>=2,C>=A,B>=D+1] * Chain [119]: 1*s(1203)+2*s(1204)+1*s(1205)+3*s(1206)+0 Such that:s(1201) =< -A+C s(1202) =< -A+C+1 s(1203) =< D s(1204) =< s(1201) s(1205) =< s(1203)*s(1202) with precondition: [A>=1,D>=2,C>=A+1,B>=D] * Chain [118]: 1*s(1207)+1*s(1210)+2*s(1211)+1*s(1212)+1*s(1213)+4*s(1214)+0 Such that:s(1208) =< -A+C s(1209) =< -A+C+1 s(1207) =< B-D s(1210) =< D s(1211) =< s(1208) s(1212) =< s(1207)*s(1209) s(1213) =< s(1210)*s(1209) with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] * Chain [117]: 5*s(1218)+5*s(1219)+5*s(1220)+2*s(1221)+1*s(1222)+1*s(1223)+0 Such that:s(1217) =< A s(1215) =< B s(1216) =< C s(1218) =< s(1217) s(1219) =< s(1218)*s(1215) s(1220) =< s(1219)*s(1216) s(1221) =< s(1216) s(1222) =< s(1215) s(1223) =< s(1222)*s(1216) with precondition: [A>=2,B>=1,C>=A,D>=B+1] * Chain [116]: 2*s(1227)+2*s(1228)+0 Such that:s(1226) =< A s(1225) =< A-C s(1224) =< B s(1227) =< s(1225) s(1227) =< s(1226) s(1228) =< s(1227)*s(1224) with precondition: [A>=2,B>=1,A>=C+1] * Chain [115]: 1*s(1229)+1*s(1231)+1*s(1232)+0 Such that:s(1229) =< A s(1229) =< A-C s(1230) =< B s(1231) =< s(1230) s(1232) =< s(1229)*s(1230) with precondition: [A>=2,B>=1,A>=C+2] * Chain [114]: 3*s(1237)+2*s(1238)+2*s(1239)+3*s(1240)+3*s(1241)+2*s(1242)+2*s(1243)+2*s(1244)+0 Such that:s(1236) =< A s(1234) =< B s(1235) =< C s(1233) =< D s(1237) =< s(1236) s(1238) =< s(1234) s(1238) =< s(1233) s(1239) =< s(1238)*s(1235) s(1240) =< s(1237)*s(1234) s(1241) =< s(1240)*s(1235) s(1242) =< s(1234) s(1243) =< s(1235) s(1244) =< s(1242)*s(1235) with precondition: [A>=2,B>=2,C>=A,D>=B+1] * Chain [113]: 1*s(1245)+1*s(1247)+1*s(1248)+0 Such that:s(1245) =< A s(1245) =< A-C s(1246) =< B s(1247) =< s(1246) s(1248) =< s(1245)*s(1246) with precondition: [A>=2,B>=2,A>=C+2] * Chain [112]: 8*s(1254)+2*s(1255)+2*s(1256)+8*s(1257)+8*s(1258)+8*s(1259)+8*s(1260)+4*s(1261)+5*s(1262)+4*s(1263)+1*s(1264)+1*s(1265)+14*s(1266)+0 Such that:s(1253) =< A s(1249) =< B s(1250) =< B-D+1 s(1251) =< C s(1252) =< D s(1254) =< s(1253) s(1255) =< s(1249) s(1255) =< s(1252) s(1256) =< s(1255)*s(1251) s(1257) =< s(1254)*s(1252) s(1258) =< s(1254)*s(1250) s(1259) =< s(1258)*s(1251) s(1260) =< s(1257)*s(1251) s(1261) =< s(1252) s(1262) =< s(1251) s(1263) =< s(1261)*s(1251) s(1264) =< s(1250) s(1265) =< s(1264)*s(1251) with precondition: [A>=2,D>=2,C>=A,B>=D] * Chain [111]: 4*s(1272)+2*s(1273)+4*s(1274)+3*s(1275)+4*s(1276)+4*s(1277)+2*s(1278)+2*s(1279)+2*s(1280)+2*s(1281)+11*s(1282)+0 Such that:s(1271) =< A s(1267) =< B-D s(1268) =< B-D+1 s(1269) =< C s(1270) =< D s(1272) =< s(1267) s(1273) =< s(1271) s(1274) =< s(1270) s(1275) =< s(1269) s(1276) =< s(1272)*s(1269) s(1277) =< s(1274)*s(1269) s(1278) =< s(1273)*s(1270) s(1279) =< s(1273)*s(1268) s(1280) =< s(1279)*s(1269) s(1281) =< s(1278)*s(1269) with precondition: [A>=2,D>=2,C>=A,B>=D+1] * Chain [110]: 2*s(1287)+2*s(1288)+2*s(1289)+2*s(1290)+2*s(1291)+2*s(1292)+2*s(1293)+2*s(1294)+2*s(1295)+0 Such that:s(1286) =< A s(1283) =< B-D+1 s(1284) =< C s(1285) =< D s(1287) =< s(1286) s(1288) =< s(1284) s(1289) =< s(1285) s(1290) =< s(1289)*s(1284) s(1291) =< s(1287)*s(1285) s(1292) =< s(1287)*s(1283) s(1293) =< s(1292)*s(1284) s(1294) =< s(1291)*s(1284) with precondition: [A>=2,D>=3,C>=A,B>=D] * Chain [109]: 1*s(1297)+1*s(1298)+1*s(1300)+1*s(1301)+1*s(1302)+0 Such that:s(1296) =< 1 s(1297) =< A-C s(1299) =< B s(1298) =< D s(1298) =< s(1299) s(1300) =< s(1296) s(1301) =< s(1298)*s(1296) s(1302) =< s(1297)*s(1299) with precondition: [B>=1,C>=1,D>=2,A>=C+1] * Chain [108]: 2*s(1303)+1*s(1306)+1*s(1307)+1*s(1308)+1*s(1309)+1*s(1313)+1*s(1314)+1*s(1315)+1*s(1316)+0 Such that:s(1304) =< B s(1311) =< B+1 s(1305) =< C s(1312) =< C+1 aux(257) =< A-C s(1303) =< aux(257) s(1306) =< s(1305) s(1307) =< s(1306)*s(1304) s(1308) =< s(1307)*s(1305) s(1309) =< s(1303)*s(1304) s(1313) =< s(1312) s(1314) =< s(1313)*s(1311) s(1315) =< s(1314)*s(1312) s(1316) =< s(1303)*s(1311) with precondition: [B>=1,C>=1,D>=B+1,A>=C+1] * Chain [107]: 1*s(1318)+1*s(1319)+0 Such that:s(1318) =< A-C s(1317) =< B s(1319) =< s(1318)*s(1317) with precondition: [B>=1,C>=1,A>=C+1] * Chain [106]: 5*s(1323)+7*s(1324)+5*s(1325)+5*s(1326)+5*s(1327)+1*s(1328)+1*s(1329)+0 Such that:s(1321) =< A-C s(1320) =< B s(1322) =< C s(1323) =< s(1321) s(1324) =< s(1322) s(1325) =< s(1324)*s(1320) s(1326) =< s(1325)*s(1322) s(1327) =< s(1323)*s(1320) s(1328) =< s(1320) s(1329) =< s(1328)*s(1322) with precondition: [B>=1,C>=2,D>=B+1,A>=C+1] * Chain [105]: 1*s(1331)+2*s(1334)+2*s(1335)+1*s(1336)+0 Such that:s(1330) =< 1 s(1331) =< A-C s(1333) =< B s(1332) =< D s(1334) =< s(1333) s(1334) =< s(1332) s(1335) =< s(1334)*s(1330) s(1336) =< s(1331)*s(1333) with precondition: [B>=2,C>=1,D>=2,A>=C+1] * Chain [104]: 1*s(1338)+1*s(1339)+1*s(1341)+1*s(1342)+1*s(1343)+0 Such that:s(1337) =< 1 s(1338) =< A-C s(1340) =< B s(1339) =< D s(1339) =< s(1340) s(1341) =< s(1337) s(1342) =< s(1339)*s(1337) s(1343) =< s(1338)*s(1340) with precondition: [B>=2,C>=1,D>=3,A>=C+1] * Chain [103]: 3*s(1348)+5*s(1349)+2*s(1350)+2*s(1351)+3*s(1352)+3*s(1353)+3*s(1354)+2*s(1355)+2*s(1356)+0 Such that:s(1346) =< A-C s(1345) =< B s(1347) =< C s(1344) =< D s(1348) =< s(1346) s(1349) =< s(1347) s(1350) =< s(1345) s(1351) =< s(1350)*s(1347) s(1352) =< s(1349)*s(1345) s(1353) =< s(1352)*s(1347) s(1354) =< s(1348)*s(1345) s(1355) =< s(1345) s(1355) =< s(1344) s(1356) =< s(1355)*s(1347) with precondition: [B>=2,C>=2,D>=B+1,A>=C+1] * Chain [102]: 1*s(1363)+3*s(1364)+2*s(1365)+1*s(1366)+2*s(1367)+1*s(1368)+2*s(1369)+1*s(1370)+1*s(1371)+1*s(1372)+1*s(1373)+1*s(1374)+5*s(1375)+1*s(1381)+1*s(1382)+1*s(1383)+1*s(1384)+1*s(1385)+1*s(1386)+0 Such that:s(1357) =< 1 s(1359) =< B s(1379) =< B+1 s(1358) =< C s(1380) =< C+1 aux(258) =< A-C aux(259) =< B-D+1 aux(260) =< D s(1364) =< aux(258) s(1363) =< aux(259) s(1365) =< aux(260) s(1366) =< s(1363)*s(1357) s(1367) =< s(1365)*s(1357) s(1368) =< s(1357) s(1369) =< s(1364)*s(1359) s(1370) =< s(1358) s(1371) =< s(1370)*aux(260) s(1372) =< s(1370)*aux(259) s(1373) =< s(1372)*s(1358) s(1374) =< s(1371)*s(1358) s(1381) =< s(1380) s(1382) =< s(1381)*aux(260) s(1383) =< s(1381)*aux(259) s(1384) =< s(1383)*s(1380) s(1385) =< s(1382)*s(1380) s(1386) =< s(1364)*s(1379) with precondition: [C>=1,D>=2,A>=C+1,B>=D] * Chain [101]: 1*s(1391)+3*s(1393)+3*s(1394)+3*s(1395)+3*s(1396)+1*s(1397)+1*s(1398)+5*s(1399)+0 Such that:s(1388) =< 1 s(1391) =< A-C s(1389) =< B s(1390) =< B-D s(1392) =< D s(1393) =< s(1390) s(1394) =< s(1392) s(1395) =< s(1393)*s(1388) s(1396) =< s(1394)*s(1388) s(1397) =< s(1388) s(1398) =< s(1391)*s(1389) with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] * Chain [100]: 8*s(1405)+13*s(1406)+8*s(1407)+8*s(1408)+8*s(1409)+8*s(1410)+8*s(1411)+4*s(1412)+4*s(1413)+1*s(1414)+1*s(1415)+2*s(1416)+2*s(1417)+14*s(1418)+0 Such that:s(1402) =< A-C s(1400) =< B s(1401) =< B-D+1 s(1403) =< C s(1404) =< D s(1405) =< s(1402) s(1406) =< s(1403) s(1407) =< s(1406)*s(1404) s(1408) =< s(1406)*s(1401) s(1409) =< s(1408)*s(1403) s(1410) =< s(1407)*s(1403) s(1411) =< s(1405)*s(1400) s(1412) =< s(1404) s(1413) =< s(1412)*s(1403) s(1414) =< s(1401) s(1415) =< s(1414)*s(1403) s(1416) =< s(1400) s(1416) =< s(1404) s(1417) =< s(1416)*s(1403) with precondition: [C>=2,D>=2,A>=C+1,B>=D] * Chain [99]: 4*s(1425)+2*s(1426)+5*s(1427)+4*s(1428)+4*s(1429)+4*s(1430)+2*s(1431)+2*s(1432)+2*s(1433)+2*s(1434)+2*s(1435)+11*s(1436)+0 Such that:s(1422) =< A-C s(1419) =< B s(1420) =< B-D s(1421) =< B-D+1 s(1423) =< C s(1424) =< D s(1425) =< s(1420) s(1426) =< s(1422) s(1427) =< s(1423) s(1428) =< s(1424) s(1429) =< s(1425)*s(1423) s(1430) =< s(1428)*s(1423) s(1431) =< s(1427)*s(1424) s(1432) =< s(1427)*s(1421) s(1433) =< s(1432)*s(1423) s(1434) =< s(1431)*s(1423) s(1435) =< s(1426)*s(1419) with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] * Chain [98]: 2*s(1442)+4*s(1443)+2*s(1444)+2*s(1445)+2*s(1446)+2*s(1447)+2*s(1448)+2*s(1449)+2*s(1450)+2*s(1451)+0 Such that:s(1439) =< A-C s(1437) =< B s(1438) =< B-D+1 s(1440) =< C s(1441) =< D s(1442) =< s(1439) s(1443) =< s(1440) s(1444) =< s(1441) s(1445) =< s(1444)*s(1440) s(1446) =< s(1443)*s(1441) s(1447) =< s(1443)*s(1438) s(1448) =< s(1447)*s(1440) s(1449) =< s(1446)*s(1440) s(1450) =< s(1442)*s(1437) with precondition: [C>=2,D>=3,A>=C+1,B>=D] * Chain [97]...: 1*s(1452)+0 with precondition: [1>=D,A>=1,B>=1,C>=A] * Chain [96]...: 1*s(1453)+2*s(1454)+0 Such that:s(1453) =< -A+C with precondition: [1>=D,A>=1,B>=1,C>=A+1] * Chain [95]...: 1*s(1455)+1*s(1457)+2*s(1458)+0 Such that:s(1456) =< -A+C+1 s(1455) =< B s(1457) =< s(1455)*s(1456) with precondition: [1>=D,A>=1,B>=2,C>=A] * Chain [94]...: 1*s(1459)+1*s(1460)+1*s(1462)+3*s(1463)+0 Such that:s(1460) =< -A+C s(1461) =< -A+C+1 s(1459) =< B s(1462) =< s(1459)*s(1461) with precondition: [1>=D,A>=1,B>=2,C>=A+1] * Chain [93]...: 2*s(1467)+1*s(1468)+2*s(1469)+2*s(1470)+5*s(1471)+0 Such that:s(1466) =< A s(1464) =< B s(1465) =< C s(1467) =< s(1466) s(1468) =< s(1465) s(1469) =< s(1467)*s(1464) s(1470) =< s(1469)*s(1465) with precondition: [1>=D,A>=2,B>=1,C>=A] * Chain [92]...: 2*s(1475)+2*s(1476)+1*s(1477)+2*s(1478)+2*s(1479)+2*s(1480)+7*s(1481)+0 Such that:s(1474) =< A s(1472) =< B s(1473) =< C s(1475) =< s(1474) s(1476) =< s(1472) s(1477) =< s(1473) s(1478) =< s(1476)*s(1473) s(1479) =< s(1475)*s(1472) s(1480) =< s(1479)*s(1473) with precondition: [1>=D,A>=2,B>=2,C>=A] * Chain [91]...: 1*s(1483)+1*s(1484)+1*s(1485)+0 Such that:s(1483) =< A-C s(1482) =< B s(1484) =< s(1483)*s(1482) with precondition: [1>=D,B>=1,C>=1,A>=C+1] * Chain [90]...: 2*s(1489)+3*s(1490)+2*s(1491)+2*s(1492)+2*s(1493)+5*s(1494)+0 Such that:s(1487) =< A-C s(1486) =< B s(1488) =< C s(1489) =< s(1487) s(1490) =< s(1488) s(1491) =< s(1490)*s(1486) s(1492) =< s(1491)*s(1488) s(1493) =< s(1489)*s(1486) with precondition: [1>=D,B>=1,C>=2,A>=C+1] * Chain [89]...: 1*s(1496)+1*s(1498)+1*s(1499)+1*s(1500)+2*s(1501)+0 Such that:s(1495) =< 1 s(1496) =< A-C s(1497) =< B s(1498) =< s(1497) s(1499) =< s(1498)*s(1495) s(1500) =< s(1496)*s(1497) with precondition: [1>=D,B>=2,C>=1,A>=C+1] * Chain [88]...: 2*s(1505)+3*s(1506)+2*s(1507)+2*s(1508)+2*s(1509)+2*s(1510)+2*s(1511)+7*s(1512)+0 Such that:s(1503) =< A-C s(1502) =< B s(1504) =< C s(1505) =< s(1503) s(1506) =< s(1504) s(1507) =< s(1502) s(1508) =< s(1507)*s(1504) s(1509) =< s(1506)*s(1502) s(1510) =< s(1509)*s(1504) s(1511) =< s(1505)*s(1502) with precondition: [1>=D,B>=2,C>=2,A>=C+1] * Chain [87]...: 1*s(1514)+1*s(1515)+1*s(1516)+0 Such that:s(1513) =< -A+C+1 s(1514) =< D s(1515) =< s(1514)*s(1513) with precondition: [A>=1,D>=2,C>=A,B>=D] * Chain [86]...: 1*s(1517)+1*s(1519)+1*s(1520)+1*s(1521)+2*s(1522)+0 Such that:s(1518) =< -A+C+1 s(1517) =< B-D s(1519) =< D s(1520) =< s(1517)*s(1518) s(1521) =< s(1519)*s(1518) with precondition: [A>=1,D>=2,C>=A,B>=D+1] * Chain [85]...: 1*s(1523)+1*s(1525)+1*s(1526)+2*s(1527)+0 Such that:s(1523) =< -A+C s(1524) =< -A+C+1 s(1525) =< D s(1526) =< s(1525)*s(1524) with precondition: [A>=1,D>=2,C>=A+1,B>=D] * Chain [84]...: 1*s(1528)+1*s(1529)+1*s(1531)+1*s(1532)+1*s(1533)+3*s(1534)+0 Such that:s(1529) =< -A+C s(1530) =< -A+C+1 s(1528) =< B-D s(1531) =< D s(1532) =< s(1528)*s(1530) s(1533) =< s(1531)*s(1530) with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] * Chain [83]...: 2*s(1539)+1*s(1540)+2*s(1541)+2*s(1542)+2*s(1543)+2*s(1544)+2*s(1545)+2*s(1546)+5*s(1547)+0 Such that:s(1538) =< A s(1535) =< B-D+1 s(1536) =< C s(1537) =< D s(1539) =< s(1538) s(1540) =< s(1536) s(1541) =< s(1537) s(1542) =< s(1541)*s(1536) s(1543) =< s(1539)*s(1537) s(1544) =< s(1539)*s(1535) s(1545) =< s(1544)*s(1536) s(1546) =< s(1543)*s(1536) with precondition: [A>=2,D>=2,C>=A,B>=D] * Chain [82]...: 2*s(1553)+2*s(1554)+1*s(1555)+2*s(1556)+2*s(1557)+2*s(1558)+2*s(1559)+2*s(1560)+2*s(1561)+2*s(1562)+7*s(1563)+0 Such that:s(1552) =< A s(1548) =< B-D s(1549) =< B-D+1 s(1550) =< C s(1551) =< D s(1553) =< s(1548) s(1554) =< s(1552) s(1555) =< s(1550) s(1556) =< s(1551) s(1557) =< s(1553)*s(1550) s(1558) =< s(1556)*s(1550) s(1559) =< s(1554)*s(1551) s(1560) =< s(1554)*s(1549) s(1561) =< s(1560)*s(1550) s(1562) =< s(1559)*s(1550) with precondition: [A>=2,D>=2,C>=A,B>=D+1] * Chain [81]...: 1*s(1566)+1*s(1567)+1*s(1568)+1*s(1569)+1*s(1570)+0 Such that:s(1564) =< 1 s(1566) =< A-C s(1565) =< B s(1567) =< D s(1568) =< s(1567)*s(1564) s(1569) =< s(1566)*s(1565) with precondition: [C>=1,D>=2,A>=C+1,B>=D] * Chain [80]...: 1*s(1573)+1*s(1574)+1*s(1575)+1*s(1576)+1*s(1577)+1*s(1578)+2*s(1579)+0 Such that:s(1571) =< 1 s(1574) =< A-C s(1572) =< B s(1573) =< B-D s(1575) =< D s(1576) =< s(1573)*s(1571) s(1577) =< s(1575)*s(1571) s(1578) =< s(1574)*s(1572) with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] * Chain [79]...: 2*s(1585)+3*s(1586)+2*s(1587)+2*s(1588)+2*s(1589)+2*s(1590)+2*s(1591)+2*s(1592)+2*s(1593)+5*s(1594)+0 Such that:s(1582) =< A-C s(1580) =< B s(1581) =< B-D+1 s(1583) =< C s(1584) =< D s(1585) =< s(1582) s(1586) =< s(1583) s(1587) =< s(1584) s(1588) =< s(1587)*s(1583) s(1589) =< s(1586)*s(1584) s(1590) =< s(1586)*s(1581) s(1591) =< s(1590)*s(1583) s(1592) =< s(1589)*s(1583) s(1593) =< s(1585)*s(1580) with precondition: [C>=2,D>=2,A>=C+1,B>=D] * Chain [78]...: 2*s(1601)+2*s(1602)+3*s(1603)+2*s(1604)+2*s(1605)+2*s(1606)+2*s(1607)+2*s(1608)+2*s(1609)+2*s(1610)+2*s(1611)+7*s(1612)+0 Such that:s(1598) =< A-C s(1595) =< B s(1596) =< B-D s(1597) =< B-D+1 s(1599) =< C s(1600) =< D s(1601) =< s(1596) s(1602) =< s(1598) s(1603) =< s(1599) s(1604) =< s(1600) s(1605) =< s(1601)*s(1599) s(1606) =< s(1604)*s(1599) s(1607) =< s(1603)*s(1600) s(1608) =< s(1603)*s(1597) s(1609) =< s(1608)*s(1599) s(1610) =< s(1607)*s(1599) s(1611) =< s(1602)*s(1595) with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] #### Cost of chains of evalfstart(A,B,C,D,E,F,G,H): * Chain [217]: 0 with precondition: [] * Chain [216]: 0 with precondition: [0>=A] * Chain [215]: 2*s(1614)+0 Such that:s(1613) =< A s(1614) =< s(1613) with precondition: [0>=B,A>=1] * Chain [214]: 1*s(1615)+0 Such that:s(1615) =< A with precondition: [0>=B,A>=2] * Chain [213]: 1*s(1616)+1*s(1618)+0 Such that:s(1616) =< A s(1617) =< B s(1618) =< s(1616)*s(1617) with precondition: [0>=C,A>=1,B>=1] * Chain [212]: 2*s(1625)+1*s(1626)+1*s(1627)+1*s(1628)+1*s(1629)+1*s(1630)+1*s(1631)+1*s(1632)+5*s(1633)+0 Such that:s(1619) =< -A+C+1 s(1624) =< A s(1620) =< B s(1621) =< B+1 s(1622) =< C s(1623) =< C+1 s(1625) =< s(1624) s(1626) =< s(1620) s(1627) =< s(1619) s(1628) =< s(1626)*s(1619) s(1629) =< s(1625)*s(1620) s(1630) =< s(1629)*s(1622) s(1631) =< s(1625)*s(1621) s(1632) =< s(1631)*s(1623) with precondition: [1>=D,A>=1,B>=1,C>=A] * Chain [211]: 2*s(1635)+3*s(1636)+0 Such that:s(1634) =< -A+C s(1635) =< s(1634) with precondition: [1>=D,A>=1,B>=1,C>=A+1] * Chain [210]: 3*s(1639)+3*s(1640)+1*s(1641)+5*s(1642)+0 Such that:s(1637) =< -A+C+1 s(1638) =< B s(1639) =< s(1638) s(1640) =< s(1639)*s(1637) s(1641) =< s(1637) with precondition: [1>=D,A>=1,B>=2,C>=A] * Chain [209]: 1*s(1645)+2*s(1646)+1*s(1647)+4*s(1648)+0 Such that:s(1643) =< -A+C s(1644) =< -A+C+1 s(1645) =< B s(1646) =< s(1643) s(1647) =< s(1645)*s(1644) with precondition: [1>=D,A>=1,B>=2,C>=A+1] * Chain [208]: 5*s(1652)+5*s(1653)+5*s(1654)+3*s(1655)+1*s(1656)+1*s(1657)+11*s(1658)+0 Such that:s(1649) =< A s(1650) =< B s(1651) =< C s(1652) =< s(1649) s(1653) =< s(1652)*s(1650) s(1654) =< s(1653)*s(1651) s(1655) =< s(1651) s(1656) =< s(1650) s(1657) =< s(1656)*s(1651) with precondition: [1>=D,A>=2,B>=1,C>=A] * Chain [207]: 2*s(1662)+4*s(1663)+3*s(1664)+4*s(1665)+2*s(1666)+2*s(1667)+11*s(1668)+0 Such that:s(1659) =< A s(1660) =< B s(1661) =< C s(1662) =< s(1659) s(1663) =< s(1660) s(1664) =< s(1661) s(1665) =< s(1663)*s(1661) s(1666) =< s(1662)*s(1660) s(1667) =< s(1666)*s(1661) with precondition: [1>=D,A>=2,B>=2,C>=A] * Chain [206]: 3*s(1675)+1*s(1676)+1*s(1677)+1*s(1678)+2*s(1679)+1*s(1680)+1*s(1681)+1*s(1682)+1*s(1683)+1*s(1684)+1*s(1685)+1*s(1686)+5*s(1687)+0 Such that:s(1669) =< 1 s(1674) =< A-C s(1670) =< B s(1671) =< B+1 s(1672) =< C s(1673) =< C+1 s(1675) =< s(1674) s(1676) =< s(1670) s(1677) =< s(1669) s(1678) =< s(1676)*s(1669) s(1679) =< s(1675)*s(1670) s(1680) =< s(1672) s(1681) =< s(1680)*s(1670) s(1682) =< s(1681)*s(1672) s(1683) =< s(1673) s(1684) =< s(1683)*s(1671) s(1685) =< s(1684)*s(1673) s(1686) =< s(1675)*s(1671) with precondition: [1>=D,B>=1,C>=1,A>=C+1] * Chain [205]: 5*s(1691)+8*s(1692)+5*s(1693)+5*s(1694)+5*s(1695)+1*s(1696)+1*s(1697)+11*s(1698)+0 Such that:s(1688) =< A-C s(1689) =< B s(1690) =< C s(1691) =< s(1688) s(1692) =< s(1690) s(1693) =< s(1692)*s(1689) s(1694) =< s(1693)*s(1690) s(1695) =< s(1691)*s(1689) s(1696) =< s(1689) s(1697) =< s(1696)*s(1690) with precondition: [1>=D,B>=1,C>=2,A>=C+1] * Chain [204]: 1*s(1700)+3*s(1702)+3*s(1703)+1*s(1704)+1*s(1705)+5*s(1706)+0 Such that:s(1699) =< 1 s(1700) =< A-C s(1701) =< B s(1702) =< s(1701) s(1703) =< s(1702)*s(1699) s(1704) =< s(1699) s(1705) =< s(1700)*s(1701) with precondition: [1>=D,B>=2,C>=1,A>=C+1] * Chain [203]: 2*s(1710)+5*s(1711)+4*s(1712)+4*s(1713)+2*s(1714)+2*s(1715)+2*s(1716)+11*s(1717)+0 Such that:s(1707) =< A-C s(1708) =< B s(1709) =< C s(1710) =< s(1707) s(1711) =< s(1709) s(1712) =< s(1708) s(1713) =< s(1712)*s(1709) s(1714) =< s(1711)*s(1708) s(1715) =< s(1714)*s(1709) s(1716) =< s(1710)*s(1708) with precondition: [1>=D,B>=2,C>=2,A>=C+1] * Chain [202]: 0 with precondition: [A>=1] * Chain [201]: 0 with precondition: [A>=1,B>=1] * Chain [200]: 1*s(1719)+1*s(1720)+1*s(1721)+0 Such that:s(1718) =< -A+C+1 s(1719) =< B s(1719) =< D s(1720) =< s(1718) s(1721) =< s(1719)*s(1718) with precondition: [A>=1,B>=1,D>=2,C>=A] * Chain [199]: 1*s(1722)+0 Such that:s(1722) =< -A+C with precondition: [A>=1,B>=1,D>=2,C>=A+1] * Chain [198]: 0 with precondition: [A>=1,B>=1,C>=A] * Chain [197]: 2*s(1728)+1*s(1729)+1*s(1730)+1*s(1731)+1*s(1732)+0 Such that:s(1727) =< A s(1723) =< B s(1724) =< B+1 s(1725) =< C s(1726) =< C+1 s(1728) =< s(1727) s(1729) =< s(1728)*s(1723) s(1730) =< s(1729)*s(1725) s(1731) =< s(1728)*s(1724) s(1732) =< s(1731)*s(1726) with precondition: [A>=1,B>=1,C>=A,D>=B+1] * Chain [196]: 1*s(1733)+1*s(1735)+1*s(1736)+0 Such that:s(1733) =< A s(1733) =< A-C s(1734) =< B s(1735) =< s(1734) s(1736) =< s(1733)*s(1734) with precondition: [A>=1,B>=1,A>=C+1] * Chain [195]: 2*s(1740)+2*s(1741)+0 Such that:s(1737) =< -A+C+1 s(1738) =< B s(1739) =< D s(1740) =< s(1738) s(1740) =< s(1739) s(1741) =< s(1740)*s(1737) with precondition: [A>=1,B>=2,D>=2,C>=A] * Chain [194]: 1*s(1743)+1*s(1744)+1*s(1745)+0 Such that:s(1742) =< -A+C+1 s(1743) =< B s(1743) =< D s(1744) =< s(1742) s(1745) =< s(1743)*s(1742) with precondition: [A>=1,B>=2,D>=3,C>=A] * Chain [193]: 1*s(1746)+1*s(1748)+1*s(1749)+0 Such that:s(1746) =< -A+C s(1747) =< -A+C+1 s(1748) =< B s(1748) =< D s(1749) =< s(1748)*s(1747) with precondition: [A>=1,B>=2,D>=3,C>=A+1] * Chain [192]: 1*s(1750)+0 Such that:s(1750) =< B with precondition: [A>=1,B>=2,A>=C+1] * Chain [191]: 2*s(1757)+1*s(1758)+2*s(1759)+1*s(1760)+2*s(1761)+1*s(1762)+2*s(1763)+2*s(1764)+1*s(1765)+1*s(1766)+1*s(1767)+1*s(1768)+5*s(1769)+0 Such that:s(1751) =< -A+C+1 s(1754) =< A s(1755) =< B-D+1 s(1752) =< C s(1753) =< C+1 s(1756) =< D s(1757) =< s(1754) s(1758) =< s(1755) s(1759) =< s(1756) s(1760) =< s(1758)*s(1751) s(1761) =< s(1759)*s(1751) s(1762) =< s(1751) s(1763) =< s(1757)*s(1756) s(1764) =< s(1757)*s(1755) s(1765) =< s(1764)*s(1752) s(1766) =< s(1763)*s(1752) s(1767) =< s(1764)*s(1753) s(1768) =< s(1763)*s(1753) with precondition: [A>=1,D>=2,C>=A,B>=D] * Chain [190]: 3*s(1773)+3*s(1774)+3*s(1775)+3*s(1776)+1*s(1777)+5*s(1778)+0 Such that:s(1770) =< -A+C+1 s(1771) =< B-D s(1772) =< D s(1773) =< s(1771) s(1774) =< s(1772) s(1775) =< s(1773)*s(1770) s(1776) =< s(1774)*s(1770) s(1777) =< s(1770) with precondition: [A>=1,D>=2,C>=A,B>=D+1] * Chain [189]: 1*s(1781)+2*s(1782)+1*s(1783)+3*s(1784)+0 Such that:s(1779) =< -A+C s(1780) =< -A+C+1 s(1781) =< D s(1782) =< s(1779) s(1783) =< s(1781)*s(1780) with precondition: [A>=1,D>=2,C>=A+1,B>=D] * Chain [188]: 1*s(1787)+1*s(1788)+2*s(1789)+1*s(1790)+1*s(1791)+4*s(1792)+0 Such that:s(1785) =< -A+C s(1786) =< -A+C+1 s(1787) =< B-D s(1788) =< D s(1789) =< s(1785) s(1790) =< s(1787)*s(1786) s(1791) =< s(1788)*s(1786) with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] * Chain [187]: 5*s(1796)+5*s(1797)+5*s(1798)+2*s(1799)+1*s(1800)+1*s(1801)+0 Such that:s(1793) =< A s(1794) =< B s(1795) =< C s(1796) =< s(1793) s(1797) =< s(1796)*s(1794) s(1798) =< s(1797)*s(1795) s(1799) =< s(1795) s(1800) =< s(1794) s(1801) =< s(1800)*s(1795) with precondition: [A>=2,B>=1,C>=A,D>=B+1] * Chain [186]: 2*s(1805)+2*s(1806)+0 Such that:s(1802) =< A s(1803) =< A-C s(1804) =< B s(1805) =< s(1803) s(1805) =< s(1802) s(1806) =< s(1805)*s(1804) with precondition: [A>=2,B>=1,A>=C+1] * Chain [185]: 1*s(1807)+1*s(1809)+1*s(1810)+0 Such that:s(1807) =< A s(1807) =< A-C s(1808) =< B s(1809) =< s(1808) s(1810) =< s(1807)*s(1808) with precondition: [A>=2,B>=1,A>=C+2] * Chain [184]: 3*s(1815)+2*s(1816)+2*s(1817)+3*s(1818)+3*s(1819)+2*s(1820)+2*s(1821)+2*s(1822)+0 Such that:s(1811) =< A s(1812) =< B s(1813) =< C s(1814) =< D s(1815) =< s(1811) s(1816) =< s(1812) s(1816) =< s(1814) s(1817) =< s(1816)*s(1813) s(1818) =< s(1815)*s(1812) s(1819) =< s(1818)*s(1813) s(1820) =< s(1812) s(1821) =< s(1813) s(1822) =< s(1820)*s(1813) with precondition: [A>=2,B>=2,C>=A,D>=B+1] * Chain [183]: 1*s(1823)+1*s(1825)+1*s(1826)+0 Such that:s(1823) =< A s(1823) =< A-C s(1824) =< B s(1825) =< s(1824) s(1826) =< s(1823)*s(1824) with precondition: [A>=2,B>=2,A>=C+2] * Chain [182]: 8*s(1832)+2*s(1833)+2*s(1834)+8*s(1835)+8*s(1836)+8*s(1837)+8*s(1838)+4*s(1839)+5*s(1840)+4*s(1841)+1*s(1842)+1*s(1843)+14*s(1844)+0 Such that:s(1827) =< A s(1828) =< B s(1829) =< B-D+1 s(1830) =< C s(1831) =< D s(1832) =< s(1827) s(1833) =< s(1828) s(1833) =< s(1831) s(1834) =< s(1833)*s(1830) s(1835) =< s(1832)*s(1831) s(1836) =< s(1832)*s(1829) s(1837) =< s(1836)*s(1830) s(1838) =< s(1835)*s(1830) s(1839) =< s(1831) s(1840) =< s(1830) s(1841) =< s(1839)*s(1830) s(1842) =< s(1829) s(1843) =< s(1842)*s(1830) with precondition: [A>=2,D>=2,C>=A,B>=D] * Chain [181]: 4*s(1850)+2*s(1851)+4*s(1852)+3*s(1853)+4*s(1854)+4*s(1855)+2*s(1856)+2*s(1857)+2*s(1858)+2*s(1859)+11*s(1860)+0 Such that:s(1845) =< A s(1846) =< B-D s(1847) =< B-D+1 s(1848) =< C s(1849) =< D s(1850) =< s(1846) s(1851) =< s(1845) s(1852) =< s(1849) s(1853) =< s(1848) s(1854) =< s(1850)*s(1848) s(1855) =< s(1852)*s(1848) s(1856) =< s(1851)*s(1849) s(1857) =< s(1851)*s(1847) s(1858) =< s(1857)*s(1848) s(1859) =< s(1856)*s(1848) with precondition: [A>=2,D>=2,C>=A,B>=D+1] * Chain [180]: 2*s(1865)+2*s(1866)+2*s(1867)+2*s(1868)+2*s(1869)+2*s(1870)+2*s(1871)+2*s(1872)+2*s(1873)+0 Such that:s(1861) =< A s(1862) =< B-D+1 s(1863) =< C s(1864) =< D s(1865) =< s(1861) s(1866) =< s(1863) s(1867) =< s(1864) s(1868) =< s(1867)*s(1863) s(1869) =< s(1865)*s(1864) s(1870) =< s(1865)*s(1862) s(1871) =< s(1870)*s(1863) s(1872) =< s(1869)*s(1863) with precondition: [A>=2,D>=3,C>=A,B>=D] * Chain [179]: 1*s(1875)+1*s(1877)+1*s(1878)+1*s(1879)+1*s(1880)+0 Such that:s(1874) =< 1 s(1875) =< A-C s(1876) =< B s(1877) =< D s(1877) =< s(1876) s(1878) =< s(1874) s(1879) =< s(1877)*s(1874) s(1880) =< s(1875)*s(1876) with precondition: [B>=1,C>=1,D>=2,A>=C+1] * Chain [178]: 2*s(1886)+1*s(1887)+1*s(1888)+1*s(1889)+1*s(1890)+1*s(1891)+1*s(1892)+1*s(1893)+1*s(1894)+0 Such that:s(1885) =< A-C s(1881) =< B s(1882) =< B+1 s(1883) =< C s(1884) =< C+1 s(1886) =< s(1885) s(1887) =< s(1883) s(1888) =< s(1887)*s(1881) s(1889) =< s(1888)*s(1883) s(1890) =< s(1886)*s(1881) s(1891) =< s(1884) s(1892) =< s(1891)*s(1882) s(1893) =< s(1892)*s(1884) s(1894) =< s(1886)*s(1882) with precondition: [B>=1,C>=1,D>=B+1,A>=C+1] * Chain [177]: 1*s(1895)+1*s(1897)+0 Such that:s(1895) =< A-C s(1896) =< B s(1897) =< s(1895)*s(1896) with precondition: [B>=1,C>=1,A>=C+1] * Chain [176]: 5*s(1901)+7*s(1902)+5*s(1903)+5*s(1904)+5*s(1905)+1*s(1906)+1*s(1907)+0 Such that:s(1898) =< A-C s(1899) =< B s(1900) =< C s(1901) =< s(1898) s(1902) =< s(1900) s(1903) =< s(1902)*s(1899) s(1904) =< s(1903)*s(1900) s(1905) =< s(1901)*s(1899) s(1906) =< s(1899) s(1907) =< s(1906)*s(1900) with precondition: [B>=1,C>=2,D>=B+1,A>=C+1] * Chain [175]: 1*s(1909)+2*s(1912)+2*s(1913)+1*s(1914)+0 Such that:s(1908) =< 1 s(1909) =< A-C s(1910) =< B s(1911) =< D s(1912) =< s(1910) s(1912) =< s(1911) s(1913) =< s(1912)*s(1908) s(1914) =< s(1909)*s(1910) with precondition: [B>=2,C>=1,D>=2,A>=C+1] * Chain [174]: 1*s(1916)+1*s(1918)+1*s(1919)+1*s(1920)+1*s(1921)+0 Such that:s(1915) =< 1 s(1916) =< A-C s(1917) =< B s(1918) =< D s(1918) =< s(1917) s(1919) =< s(1915) s(1920) =< s(1918)*s(1915) s(1921) =< s(1916)*s(1917) with precondition: [B>=2,C>=1,D>=3,A>=C+1] * Chain [173]: 3*s(1926)+5*s(1927)+2*s(1928)+2*s(1929)+3*s(1930)+3*s(1931)+3*s(1932)+2*s(1933)+2*s(1934)+0 Such that:s(1922) =< A-C s(1923) =< B s(1924) =< C s(1925) =< D s(1926) =< s(1922) s(1927) =< s(1924) s(1928) =< s(1923) s(1929) =< s(1928)*s(1924) s(1930) =< s(1927)*s(1923) s(1931) =< s(1930)*s(1924) s(1932) =< s(1926)*s(1923) s(1933) =< s(1923) s(1933) =< s(1925) s(1934) =< s(1933)*s(1924) with precondition: [B>=2,C>=2,D>=B+1,A>=C+1] * Chain [172]: 3*s(1943)+1*s(1944)+2*s(1945)+1*s(1946)+2*s(1947)+1*s(1948)+2*s(1949)+1*s(1950)+1*s(1951)+1*s(1952)+1*s(1953)+1*s(1954)+1*s(1955)+1*s(1956)+1*s(1957)+1*s(1958)+1*s(1959)+1*s(1960)+5*s(1961)+0 Such that:s(1935) =< 1 s(1940) =< A-C s(1936) =< B s(1937) =< B+1 s(1941) =< B-D+1 s(1938) =< C s(1939) =< C+1 s(1942) =< D s(1943) =< s(1940) s(1944) =< s(1941) s(1945) =< s(1942) s(1946) =< s(1944)*s(1935) s(1947) =< s(1945)*s(1935) s(1948) =< s(1935) s(1949) =< s(1943)*s(1936) s(1950) =< s(1938) s(1951) =< s(1950)*s(1942) s(1952) =< s(1950)*s(1941) s(1953) =< s(1952)*s(1938) s(1954) =< s(1951)*s(1938) s(1955) =< s(1939) s(1956) =< s(1955)*s(1942) s(1957) =< s(1955)*s(1941) s(1958) =< s(1957)*s(1939) s(1959) =< s(1956)*s(1939) s(1960) =< s(1943)*s(1937) with precondition: [C>=1,D>=2,A>=C+1,B>=D] * Chain [171]: 1*s(1963)+3*s(1967)+3*s(1968)+3*s(1969)+3*s(1970)+1*s(1971)+1*s(1972)+5*s(1973)+0 Such that:s(1962) =< 1 s(1963) =< A-C s(1964) =< B s(1965) =< B-D s(1966) =< D s(1967) =< s(1965) s(1968) =< s(1966) s(1969) =< s(1967)*s(1962) s(1970) =< s(1968)*s(1962) s(1971) =< s(1962) s(1972) =< s(1963)*s(1964) with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] * Chain [170]: 8*s(1979)+13*s(1980)+8*s(1981)+8*s(1982)+8*s(1983)+8*s(1984)+8*s(1985)+4*s(1986)+4*s(1987)+1*s(1988)+1*s(1989)+2*s(1990)+2*s(1991)+14*s(1992)+0 Such that:s(1974) =< A-C s(1975) =< B s(1976) =< B-D+1 s(1977) =< C s(1978) =< D s(1979) =< s(1974) s(1980) =< s(1977) s(1981) =< s(1980)*s(1978) s(1982) =< s(1980)*s(1976) s(1983) =< s(1982)*s(1977) s(1984) =< s(1981)*s(1977) s(1985) =< s(1979)*s(1975) s(1986) =< s(1978) s(1987) =< s(1986)*s(1977) s(1988) =< s(1976) s(1989) =< s(1988)*s(1977) s(1990) =< s(1975) s(1990) =< s(1978) s(1991) =< s(1990)*s(1977) with precondition: [C>=2,D>=2,A>=C+1,B>=D] * Chain [169]: 4*s(1999)+2*s(2000)+5*s(2001)+4*s(2002)+4*s(2003)+4*s(2004)+2*s(2005)+2*s(2006)+2*s(2007)+2*s(2008)+2*s(2009)+11*s(2010)+0 Such that:s(1993) =< A-C s(1994) =< B s(1995) =< B-D s(1996) =< B-D+1 s(1997) =< C s(1998) =< D s(1999) =< s(1995) s(2000) =< s(1993) s(2001) =< s(1997) s(2002) =< s(1998) s(2003) =< s(1999)*s(1997) s(2004) =< s(2002)*s(1997) s(2005) =< s(2001)*s(1998) s(2006) =< s(2001)*s(1996) s(2007) =< s(2006)*s(1997) s(2008) =< s(2005)*s(1997) s(2009) =< s(2000)*s(1994) with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] * Chain [168]: 2*s(2016)+4*s(2017)+2*s(2018)+2*s(2019)+2*s(2020)+2*s(2021)+2*s(2022)+2*s(2023)+2*s(2024)+2*s(2025)+0 Such that:s(2011) =< A-C s(2012) =< B s(2013) =< B-D+1 s(2014) =< C s(2015) =< D s(2016) =< s(2011) s(2017) =< s(2014) s(2018) =< s(2015) s(2019) =< s(2018)*s(2014) s(2020) =< s(2017)*s(2015) s(2021) =< s(2017)*s(2013) s(2022) =< s(2021)*s(2014) s(2023) =< s(2020)*s(2014) s(2024) =< s(2016)*s(2012) with precondition: [C>=2,D>=3,A>=C+1,B>=D] * Chain [167]...: 1*s(2026)+0 with precondition: [1>=D,A>=1,B>=1,C>=A] * Chain [166]...: 1*s(2027)+2*s(2028)+0 Such that:s(2027) =< -A+C with precondition: [1>=D,A>=1,B>=1,C>=A+1] * Chain [165]...: 1*s(2030)+1*s(2031)+2*s(2032)+0 Such that:s(2029) =< -A+C+1 s(2030) =< B s(2031) =< s(2030)*s(2029) with precondition: [1>=D,A>=1,B>=2,C>=A] * Chain [164]...: 1*s(2033)+1*s(2035)+1*s(2036)+3*s(2037)+0 Such that:s(2033) =< -A+C s(2034) =< -A+C+1 s(2035) =< B s(2036) =< s(2035)*s(2034) with precondition: [1>=D,A>=1,B>=2,C>=A+1] * Chain [163]...: 2*s(2041)+1*s(2042)+2*s(2043)+2*s(2044)+5*s(2045)+0 Such that:s(2038) =< A s(2039) =< B s(2040) =< C s(2041) =< s(2038) s(2042) =< s(2040) s(2043) =< s(2041)*s(2039) s(2044) =< s(2043)*s(2040) with precondition: [1>=D,A>=2,B>=1,C>=A] * Chain [162]...: 2*s(2049)+2*s(2050)+1*s(2051)+2*s(2052)+2*s(2053)+2*s(2054)+7*s(2055)+0 Such that:s(2046) =< A s(2047) =< B s(2048) =< C s(2049) =< s(2046) s(2050) =< s(2047) s(2051) =< s(2048) s(2052) =< s(2050)*s(2048) s(2053) =< s(2049)*s(2047) s(2054) =< s(2053)*s(2048) with precondition: [1>=D,A>=2,B>=2,C>=A] * Chain [161]...: 1*s(2056)+1*s(2058)+1*s(2059)+0 Such that:s(2056) =< A-C s(2057) =< B s(2058) =< s(2056)*s(2057) with precondition: [1>=D,B>=1,C>=1,A>=C+1] * Chain [160]...: 2*s(2063)+3*s(2064)+2*s(2065)+2*s(2066)+2*s(2067)+5*s(2068)+0 Such that:s(2060) =< A-C s(2061) =< B s(2062) =< C s(2063) =< s(2060) s(2064) =< s(2062) s(2065) =< s(2064)*s(2061) s(2066) =< s(2065)*s(2062) s(2067) =< s(2063)*s(2061) with precondition: [1>=D,B>=1,C>=2,A>=C+1] * Chain [159]...: 1*s(2070)+1*s(2072)+1*s(2073)+1*s(2074)+2*s(2075)+0 Such that:s(2069) =< 1 s(2070) =< A-C s(2071) =< B s(2072) =< s(2071) s(2073) =< s(2072)*s(2069) s(2074) =< s(2070)*s(2071) with precondition: [1>=D,B>=2,C>=1,A>=C+1] * Chain [158]...: 2*s(2079)+3*s(2080)+2*s(2081)+2*s(2082)+2*s(2083)+2*s(2084)+2*s(2085)+7*s(2086)+0 Such that:s(2076) =< A-C s(2077) =< B s(2078) =< C s(2079) =< s(2076) s(2080) =< s(2078) s(2081) =< s(2077) s(2082) =< s(2081)*s(2078) s(2083) =< s(2080)*s(2077) s(2084) =< s(2083)*s(2078) s(2085) =< s(2079)*s(2077) with precondition: [1>=D,B>=2,C>=2,A>=C+1] * Chain [157]...: 1*s(2088)+1*s(2089)+1*s(2090)+0 Such that:s(2087) =< -A+C+1 s(2088) =< D s(2089) =< s(2088)*s(2087) with precondition: [A>=1,D>=2,C>=A,B>=D] * Chain [156]...: 1*s(2092)+1*s(2093)+1*s(2094)+1*s(2095)+2*s(2096)+0 Such that:s(2091) =< -A+C+1 s(2092) =< B-D s(2093) =< D s(2094) =< s(2092)*s(2091) s(2095) =< s(2093)*s(2091) with precondition: [A>=1,D>=2,C>=A,B>=D+1] * Chain [155]...: 1*s(2097)+1*s(2099)+1*s(2100)+2*s(2101)+0 Such that:s(2097) =< -A+C s(2098) =< -A+C+1 s(2099) =< D s(2100) =< s(2099)*s(2098) with precondition: [A>=1,D>=2,C>=A+1,B>=D] * Chain [154]...: 1*s(2102)+1*s(2104)+1*s(2105)+1*s(2106)+1*s(2107)+3*s(2108)+0 Such that:s(2102) =< -A+C s(2103) =< -A+C+1 s(2104) =< B-D s(2105) =< D s(2106) =< s(2104)*s(2103) s(2107) =< s(2105)*s(2103) with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] * Chain [153]...: 2*s(2113)+1*s(2114)+2*s(2115)+2*s(2116)+2*s(2117)+2*s(2118)+2*s(2119)+2*s(2120)+5*s(2121)+0 Such that:s(2109) =< A s(2110) =< B-D+1 s(2111) =< C s(2112) =< D s(2113) =< s(2109) s(2114) =< s(2111) s(2115) =< s(2112) s(2116) =< s(2115)*s(2111) s(2117) =< s(2113)*s(2112) s(2118) =< s(2113)*s(2110) s(2119) =< s(2118)*s(2111) s(2120) =< s(2117)*s(2111) with precondition: [A>=2,D>=2,C>=A,B>=D] * Chain [152]...: 2*s(2127)+2*s(2128)+1*s(2129)+2*s(2130)+2*s(2131)+2*s(2132)+2*s(2133)+2*s(2134)+2*s(2135)+2*s(2136)+7*s(2137)+0 Such that:s(2122) =< A s(2123) =< B-D s(2124) =< B-D+1 s(2125) =< C s(2126) =< D s(2127) =< s(2123) s(2128) =< s(2122) s(2129) =< s(2125) s(2130) =< s(2126) s(2131) =< s(2127)*s(2125) s(2132) =< s(2130)*s(2125) s(2133) =< s(2128)*s(2126) s(2134) =< s(2128)*s(2124) s(2135) =< s(2134)*s(2125) s(2136) =< s(2133)*s(2125) with precondition: [A>=2,D>=2,C>=A,B>=D+1] * Chain [151]...: 1*s(2139)+1*s(2141)+1*s(2142)+1*s(2143)+1*s(2144)+0 Such that:s(2138) =< 1 s(2139) =< A-C s(2140) =< B s(2141) =< D s(2142) =< s(2141)*s(2138) s(2143) =< s(2139)*s(2140) with precondition: [C>=1,D>=2,A>=C+1,B>=D] * Chain [150]...: 1*s(2146)+1*s(2148)+1*s(2149)+1*s(2150)+1*s(2151)+1*s(2152)+2*s(2153)+0 Such that:s(2145) =< 1 s(2146) =< A-C s(2147) =< B s(2148) =< B-D s(2149) =< D s(2150) =< s(2148)*s(2145) s(2151) =< s(2149)*s(2145) s(2152) =< s(2146)*s(2147) with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] * Chain [149]...: 2*s(2159)+3*s(2160)+2*s(2161)+2*s(2162)+2*s(2163)+2*s(2164)+2*s(2165)+2*s(2166)+2*s(2167)+5*s(2168)+0 Such that:s(2154) =< A-C s(2155) =< B s(2156) =< B-D+1 s(2157) =< C s(2158) =< D s(2159) =< s(2154) s(2160) =< s(2157) s(2161) =< s(2158) s(2162) =< s(2161)*s(2157) s(2163) =< s(2160)*s(2158) s(2164) =< s(2160)*s(2156) s(2165) =< s(2164)*s(2157) s(2166) =< s(2163)*s(2157) s(2167) =< s(2159)*s(2155) with precondition: [C>=2,D>=2,A>=C+1,B>=D] * Chain [148]...: 2*s(2175)+2*s(2176)+3*s(2177)+2*s(2178)+2*s(2179)+2*s(2180)+2*s(2181)+2*s(2182)+2*s(2183)+2*s(2184)+2*s(2185)+7*s(2186)+0 Such that:s(2169) =< A-C s(2170) =< B s(2171) =< B-D s(2172) =< B-D+1 s(2173) =< C s(2174) =< D s(2175) =< s(2171) s(2176) =< s(2169) s(2177) =< s(2173) s(2178) =< s(2174) s(2179) =< s(2175)*s(2173) s(2180) =< s(2178)*s(2173) s(2181) =< s(2177)*s(2174) s(2182) =< s(2177)*s(2172) s(2183) =< s(2182)*s(2173) s(2184) =< s(2181)*s(2173) s(2185) =< s(2176)*s(2170) with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] Closed-form bounds of evalfstart(A,B,C,D,E,F,G,H): ------------------------------------- * Chain [217] with precondition: [] - Upper bound: 0 - Complexity: constant * Chain [216] with precondition: [0>=A] - Upper bound: 0 - Complexity: constant * Chain [215] with precondition: [0>=B,A>=1] - Upper bound: 2*A - Complexity: n * Chain [214] with precondition: [0>=B,A>=2] - Upper bound: A - Complexity: n * Chain [213] with precondition: [0>=C,A>=1,B>=1] - Upper bound: B*A+A - Complexity: n^2 * Chain [212] with precondition: [1>=D,A>=1,B>=1,C>=A] - Upper bound: inf - Complexity: infinity * Chain [211] with precondition: [1>=D,A>=1,B>=1,C>=A+1] - Upper bound: inf - Complexity: infinity * Chain [210] with precondition: [1>=D,A>=1,B>=2,C>=A] - Upper bound: inf - Complexity: infinity * Chain [209] with precondition: [1>=D,A>=1,B>=2,C>=A+1] - Upper bound: inf - Complexity: infinity * Chain [208] with precondition: [1>=D,A>=2,B>=1,C>=A] - Upper bound: inf - Complexity: infinity * Chain [207] with precondition: [1>=D,A>=2,B>=2,C>=A] - Upper bound: inf - Complexity: infinity * Chain [206] with precondition: [1>=D,B>=1,C>=1,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [205] with precondition: [1>=D,B>=1,C>=2,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [204] with precondition: [1>=D,B>=2,C>=1,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [203] with precondition: [1>=D,B>=2,C>=2,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [202] with precondition: [A>=1] - Upper bound: 0 - Complexity: constant * Chain [201] with precondition: [A>=1,B>=1] - Upper bound: 0 - Complexity: constant * Chain [200] with precondition: [A>=1,B>=1,D>=2,C>=A] - Upper bound: -A+C+1+((-A+C+1)*B+B) - Complexity: n^2 * Chain [199] with precondition: [A>=1,B>=1,D>=2,C>=A+1] - Upper bound: -A+C - Complexity: n * Chain [198] with precondition: [A>=1,B>=1,C>=A] - Upper bound: 0 - Complexity: constant * Chain [197] with precondition: [A>=1,B>=1,C>=A,D>=B+1] - Upper bound: 2*A+B*A+B*A*C+(B+1)*A+(C+1)*((B+1)*A) - Complexity: n^3 * Chain [196] with precondition: [A>=1,B>=1,A>=C+1] - Upper bound: B*A+A+B - Complexity: n^2 * Chain [195] with precondition: [A>=1,B>=2,D>=2,C>=A] - Upper bound: (-A+C+1)*(2*B)+2*B - Complexity: n^2 * Chain [194] with precondition: [A>=1,B>=2,D>=3,C>=A] - Upper bound: -A+C+1+((-A+C+1)*B+B) - Complexity: n^2 * Chain [193] with precondition: [A>=1,B>=2,D>=3,C>=A+1] - Upper bound: (-A+C+1)*B+B+(-A+C) - Complexity: n^2 * Chain [192] with precondition: [A>=1,B>=2,A>=C+1] - Upper bound: B - Complexity: n * Chain [191] with precondition: [A>=1,D>=2,C>=A,B>=D] - Upper bound: inf - Complexity: infinity * Chain [190] with precondition: [A>=1,D>=2,C>=A,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [189] with precondition: [A>=1,D>=2,C>=A+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [188] with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [187] with precondition: [A>=2,B>=1,C>=A,D>=B+1] - Upper bound: 5*A*B+5*A+5*A*B*C+B+C*B+2*C - Complexity: n^3 * Chain [186] with precondition: [A>=2,B>=1,A>=C+1] - Upper bound: 2*A-2*C+(A-C)*(2*B) - Complexity: n^2 * Chain [185] with precondition: [A>=2,B>=1,A>=C+2] - Upper bound: B*A+A+B - Complexity: n^2 * Chain [184] with precondition: [A>=2,B>=2,C>=A,D>=B+1] - Upper bound: 3*A*B+3*A+3*A*B*C+4*B+4*B*C+2*C - Complexity: n^3 * Chain [183] with precondition: [A>=2,B>=2,A>=C+2] - Upper bound: B*A+A+B - Complexity: n^2 * Chain [182] with precondition: [A>=2,D>=2,C>=A,B>=D] - Upper bound: inf - Complexity: infinity * Chain [181] with precondition: [A>=2,D>=2,C>=A,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [180] with precondition: [A>=2,D>=3,C>=A,B>=D] - Upper bound: inf - Complexity: infinity * Chain [179] with precondition: [B>=1,C>=1,D>=2,A>=C+1] - Upper bound: A-C+((A-C)*B+1+2*D) - Complexity: n^2 * Chain [178] with precondition: [B>=1,C>=1,D>=B+1,A>=C+1] - Upper bound: 2*A-2*C+(C*B*C+C*B+(A-C)*B+C+(C+1)*(B+1)+(C+1)*((C+1)*(B+1))+(A-C)*(B+1)+(C+1)) - Complexity: n^3 * Chain [177] with precondition: [B>=1,C>=1,A>=C+1] - Upper bound: A-C+(A-C)*B - Complexity: n^2 * Chain [176] with precondition: [B>=1,C>=2,D>=B+1,A>=C+1] - Upper bound: 5*A-5*C+(6*B*C+B+5*B*C*C+(A-C)*(5*B)+7*C) - Complexity: n^3 * Chain [175] with precondition: [B>=2,C>=1,D>=2,A>=C+1] - Upper bound: A-C+((A-C)*B+4*B) - Complexity: n^2 * Chain [174] with precondition: [B>=2,C>=1,D>=3,A>=C+1] - Upper bound: A-C+((A-C)*B+1+2*D) - Complexity: n^2 * Chain [173] with precondition: [B>=2,C>=2,D>=B+1,A>=C+1] - Upper bound: 3*A-3*C+(7*B*C+4*B+3*B*C*C+(A-C)*(3*B)+5*C) - Complexity: n^3 * Chain [172] with precondition: [C>=1,D>=2,A>=C+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [171] with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [170] with precondition: [C>=2,D>=2,A>=C+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [169] with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [168] with precondition: [C>=2,D>=3,A>=C+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [167]... with precondition: [1>=D,A>=1,B>=1,C>=A] - Upper bound: inf - Complexity: infinity * Chain [166]... with precondition: [1>=D,A>=1,B>=1,C>=A+1] - Upper bound: inf - Complexity: infinity * Chain [165]... with precondition: [1>=D,A>=1,B>=2,C>=A] - Upper bound: inf - Complexity: infinity * Chain [164]... with precondition: [1>=D,A>=1,B>=2,C>=A+1] - Upper bound: inf - Complexity: infinity * Chain [163]... with precondition: [1>=D,A>=2,B>=1,C>=A] - Upper bound: inf - Complexity: infinity * Chain [162]... with precondition: [1>=D,A>=2,B>=2,C>=A] - Upper bound: inf - Complexity: infinity * Chain [161]... with precondition: [1>=D,B>=1,C>=1,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [160]... with precondition: [1>=D,B>=1,C>=2,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [159]... with precondition: [1>=D,B>=2,C>=1,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [158]... with precondition: [1>=D,B>=2,C>=2,A>=C+1] - Upper bound: inf - Complexity: infinity * Chain [157]... with precondition: [A>=1,D>=2,C>=A,B>=D] - Upper bound: inf - Complexity: infinity * Chain [156]... with precondition: [A>=1,D>=2,C>=A,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [155]... with precondition: [A>=1,D>=2,C>=A+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [154]... with precondition: [A>=1,D>=2,C>=A+1,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [153]... with precondition: [A>=2,D>=2,C>=A,B>=D] - Upper bound: inf - Complexity: infinity * Chain [152]... with precondition: [A>=2,D>=2,C>=A,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [151]... with precondition: [C>=1,D>=2,A>=C+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [150]... with precondition: [C>=1,D>=2,A>=C+1,B>=D+1] - Upper bound: inf - Complexity: infinity * Chain [149]... with precondition: [C>=2,D>=2,A>=C+1,B>=D] - Upper bound: inf - Complexity: infinity * Chain [148]... with precondition: [C>=2,D>=2,A>=C+1,B>=D+1] - Upper bound: inf - Complexity: infinity ### Maximum cost of evalfstart(A,B,C,D,E,F,G,H): inf Asymptotic class: infinity * Total analysis performed in 4809 ms.