3.61/3.69 WORST_CASE(?,O(1)) 3.61/3.69 3.61/3.69 Preprocessing Cost Relations 3.61/3.69 ===================================== 3.61/3.69 3.61/3.69 #### Computed strongly connected components 3.61/3.69 0. recursive : [f19/8] 3.61/3.69 1. recursive : [f15/12,f19_loop_cont/13] 3.61/3.69 2. non_recursive : [exit_location/1] 3.61/3.69 3. recursive : [f41/8] 3.61/3.69 4. recursive : [f36/10,f41_loop_cont/11] 3.61/3.69 5. recursive : [f54/8] 3.61/3.69 6. recursive : [f50/10,f54_loop_cont/11] 3.61/3.69 7. recursive : [f33/10,f36_loop_cont/11,f50_loop_cont/11] 3.61/3.69 8. recursive : [f70/7] 3.61/3.69 9. recursive : [f66/8,f70_loop_cont/9] 3.61/3.69 10. recursive : [f84/8] 3.61/3.69 11. recursive : [f80/12,f84_loop_cont/13] 3.61/3.69 12. non_recursive : [f96/14] 3.61/3.69 13. non_recursive : [f80_loop_cont/15] 3.61/3.69 14. non_recursive : [f66_loop_cont/15] 3.61/3.69 15. non_recursive : [f33_loop_cont/15] 3.61/3.69 16. non_recursive : [f15_loop_cont/15] 3.61/3.69 17. non_recursive : [f0/14] 3.61/3.69 3.61/3.69 #### Obtained direct recursion through partial evaluation 3.61/3.69 0. SCC is partially evaluated into f19/8 3.61/3.69 1. SCC is partially evaluated into f15/12 3.61/3.69 2. SCC is completely evaluated into other SCCs 3.61/3.69 3. SCC is partially evaluated into f41/8 3.61/3.69 4. SCC is partially evaluated into f36/10 3.61/3.69 5. SCC is partially evaluated into f54/8 3.61/3.69 6. SCC is partially evaluated into f50/10 3.61/3.69 7. SCC is partially evaluated into f33/10 3.61/3.69 8. SCC is partially evaluated into f70/7 3.61/3.69 9. SCC is partially evaluated into f66/8 3.61/3.69 10. SCC is partially evaluated into f84/8 3.61/3.69 11. SCC is partially evaluated into f80/12 3.61/3.69 12. SCC is completely evaluated into other SCCs 3.61/3.69 13. SCC is partially evaluated into f80_loop_cont/15 3.61/3.69 14. SCC is partially evaluated into f66_loop_cont/15 3.61/3.69 15. SCC is partially evaluated into f33_loop_cont/15 3.61/3.69 16. SCC is partially evaluated into f15_loop_cont/15 3.61/3.69 17. SCC is partially evaluated into f0/14 3.61/3.69 3.61/3.69 Control-Flow Refinement of Cost Relations 3.61/3.69 ===================================== 3.61/3.69 3.61/3.69 ### Specialization of cost equations f19/8 3.61/3.69 * CE 11 is refined into CE [55] 3.61/3.69 * CE 12 is refined into CE [56] 3.61/3.69 * CE 9 is refined into CE [57] 3.61/3.69 * CE 8 is refined into CE [58] 3.61/3.69 * CE 10 is refined into CE [59] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f19/8 3.61/3.69 * CEs [58] --> Loop 54 3.61/3.69 * CEs [57] --> Loop 55 3.61/3.69 * CEs [59] --> Loop 56 3.61/3.69 * CEs [55] --> Loop 57 3.61/3.69 * CEs [56] --> Loop 58 3.61/3.69 3.61/3.69 ### Ranking functions of CR f19(B,C,D,E,O,P,Q,R) 3.61/3.69 * RF of phase [54]: [-E+6] 3.61/3.69 * RF of phase [55]: [C-E,-E+5] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f19(B,C,D,E,O,P,Q,R) 3.61/3.69 * Partial RF of phase [54]: 3.61/3.69 - RF of loop [54:1]: 3.61/3.69 -E+6 3.61/3.69 * Partial RF of phase [55]: 3.61/3.69 - RF of loop [55:1]: 3.61/3.69 C-E 3.61/3.69 -E+5 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f15/12 3.61/3.69 * CE 4 is refined into CE [60] 3.61/3.69 * CE 2 is refined into CE [61,62,63,64,65,66] 3.61/3.69 * CE 5 is refined into CE [67] 3.61/3.69 * CE 3 is refined into CE [68,69,70,71] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f15/12 3.61/3.69 * CEs [71] --> Loop 59 3.61/3.69 * CEs [70] --> Loop 60 3.61/3.69 * CEs [68] --> Loop 61 3.61/3.69 * CEs [69] --> Loop 62 3.61/3.69 * CEs [60] --> Loop 63 3.61/3.69 * CEs [65] --> Loop 64 3.61/3.69 * CEs [64] --> Loop 65 3.61/3.69 * CEs [63] --> Loop 66 3.61/3.69 * CEs [66] --> Loop 67 3.61/3.69 * CEs [67] --> Loop 68 3.61/3.69 * CEs [61,62] --> Loop 69 3.61/3.69 3.61/3.69 ### Ranking functions of CR f15(B,C,D,E,F,G,M,O,P,Q,R,S) 3.61/3.69 * RF of phase [60]: [-C+5] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f15(B,C,D,E,F,G,M,O,P,Q,R,S) 3.61/3.69 * Partial RF of phase [60]: 3.61/3.69 - RF of loop [60:1]: 3.61/3.69 -C+5 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f41/8 3.61/3.69 * CE 38 is refined into CE [72] 3.61/3.69 * CE 39 is refined into CE [73] 3.61/3.69 * CE 37 is refined into CE [74] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f41/8 3.61/3.69 * CEs [74] --> Loop 70 3.61/3.69 * CEs [72] --> Loop 71 3.61/3.69 * CEs [73] --> Loop 72 3.61/3.69 3.61/3.69 ### Ranking functions of CR f41(G,H,I,J,O,P,Q,R) 3.61/3.69 * RF of phase [70]: [G-J,-J+4] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f41(G,H,I,J,O,P,Q,R) 3.61/3.69 * Partial RF of phase [70]: 3.61/3.69 - RF of loop [70:1]: 3.61/3.69 G-J 3.61/3.69 -J+4 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f36/10 3.61/3.69 * CE 25 is refined into CE [75] 3.61/3.69 * CE 20 is refined into CE [76,77] 3.61/3.69 * CE 21 is refined into CE [78] 3.61/3.69 * CE 26 is refined into CE [79] 3.61/3.69 * CE 22 is refined into CE [80] 3.61/3.69 * CE 23 is refined into CE [81] 3.61/3.69 * CE 24 is refined into CE [82] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f36/10 3.61/3.69 * CEs [80] --> Loop 73 3.61/3.69 * CEs [81] --> Loop 74 3.61/3.69 * CEs [82] --> Loop 75 3.61/3.69 * CEs [75] --> Loop 76 3.61/3.69 * CEs [78] --> Loop 77 3.61/3.69 * CEs [76,77] --> Loop 78 3.61/3.69 * CEs [79] --> Loop 79 3.61/3.69 3.61/3.69 ### Ranking functions of CR f36(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * RF of phase [73]: [-H+6] 3.61/3.69 * RF of phase [74]: [-H+6] 3.61/3.69 * RF of phase [75]: [-H+6] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f36(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * Partial RF of phase [73]: 3.61/3.69 - RF of loop [73:1]: 3.61/3.69 -H+6 3.61/3.69 * Partial RF of phase [74]: 3.61/3.69 - RF of loop [74:1]: 3.61/3.69 -H+6 3.61/3.69 * Partial RF of phase [75]: 3.61/3.69 - RF of loop [75:1]: 3.61/3.69 -H+6 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f54/8 3.61/3.69 * CE 41 is refined into CE [83] 3.61/3.69 * CE 42 is refined into CE [84] 3.61/3.69 * CE 40 is refined into CE [85] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f54/8 3.61/3.69 * CEs [85] --> Loop 80 3.61/3.69 * CEs [83] --> Loop 81 3.61/3.69 * CEs [84] --> Loop 82 3.61/3.69 3.61/3.69 ### Ranking functions of CR f54(G,H,I,J,O,P,Q,R) 3.61/3.69 * RF of phase [80]: [G-J+1] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f54(G,H,I,J,O,P,Q,R) 3.61/3.69 * Partial RF of phase [80]: 3.61/3.69 - RF of loop [80:1]: 3.61/3.69 G-J+1 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f50/10 3.61/3.69 * CE 29 is refined into CE [86] 3.61/3.69 * CE 27 is refined into CE [87,88] 3.61/3.69 * CE 30 is refined into CE [89] 3.61/3.69 * CE 28 is refined into CE [90,91] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f50/10 3.61/3.69 * CEs [91] --> Loop 83 3.61/3.69 * CEs [90] --> Loop 84 3.61/3.69 * CEs [86] --> Loop 85 3.61/3.69 * CEs [88] --> Loop 86 3.61/3.69 * CEs [87] --> Loop 87 3.61/3.69 * CEs [89] --> Loop 88 3.61/3.69 3.61/3.69 ### Ranking functions of CR f50(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * RF of phase [83]: [-H+6] 3.61/3.69 * RF of phase [84]: [-H+6] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f50(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * Partial RF of phase [83]: 3.61/3.69 - RF of loop [83:1]: 3.61/3.69 -H+6 3.61/3.69 * Partial RF of phase [84]: 3.61/3.69 - RF of loop [84:1]: 3.61/3.69 -H+6 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f33/10 3.61/3.69 * CE 16 is refined into CE [92] 3.61/3.69 * CE 13 is refined into CE [93,94,95,96,97,98] 3.61/3.69 * CE 15 is refined into CE [99,100,101,102,103,104,105,106,107,108,109,110] 3.61/3.69 * CE 17 is refined into CE [111] 3.61/3.69 * CE 14 is refined into CE [112,113,114] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f33/10 3.61/3.69 * CEs [114] --> Loop 89 3.61/3.69 * CEs [113] --> Loop 90 3.61/3.69 * CEs [112] --> Loop 91 3.61/3.69 * CEs [92] --> Loop 92 3.61/3.69 * CEs [94,95,103,104,105,106] --> Loop 93 3.61/3.69 * CEs [97,110] --> Loop 94 3.61/3.69 * CEs [96,107,108,109] --> Loop 95 3.61/3.69 * CEs [98] --> Loop 96 3.61/3.69 * CEs [111] --> Loop 97 3.61/3.69 * CEs [93,99,100,101,102] --> Loop 98 3.61/3.69 3.61/3.69 ### Ranking functions of CR f33(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * RF of phase [89]: [-G+5] 3.61/3.69 * RF of phase [90]: [-G] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f33(F,G,H,I,J,O,P,Q,R,S) 3.61/3.69 * Partial RF of phase [89]: 3.61/3.69 - RF of loop [89:1]: 3.61/3.69 -G+5 3.61/3.69 * Partial RF of phase [90]: 3.61/3.69 - RF of loop [90:1]: 3.61/3.69 -G 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f70/7 3.61/3.69 * CE 44 is refined into CE [115] 3.61/3.69 * CE 45 is refined into CE [116] 3.61/3.69 * CE 43 is refined into CE [117] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f70/7 3.61/3.69 * CEs [117] --> Loop 99 3.61/3.69 * CEs [115] --> Loop 100 3.61/3.69 * CEs [116] --> Loop 101 3.61/3.69 3.61/3.69 ### Ranking functions of CR f70(G,H,I,O,P,Q,R) 3.61/3.69 * RF of phase [99]: [G-H,-H+5] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f70(G,H,I,O,P,Q,R) 3.61/3.69 * Partial RF of phase [99]: 3.61/3.69 - RF of loop [99:1]: 3.61/3.69 G-H 3.61/3.69 -H+5 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f66/8 3.61/3.69 * CE 31 is refined into CE [118,119] 3.61/3.69 * CE 34 is refined into CE [120] 3.61/3.69 * CE 33 is refined into CE [121] 3.61/3.69 * CE 32 is refined into CE [122,123] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f66/8 3.61/3.69 * CEs [123] --> Loop 102 3.61/3.69 * CEs [122] --> Loop 103 3.61/3.69 * CEs [119] --> Loop 104 3.61/3.69 * CEs [118] --> Loop 105 3.61/3.69 * CEs [120] --> Loop 106 3.61/3.69 * CEs [121] --> Loop 107 3.61/3.69 3.61/3.69 ### Ranking functions of CR f66(F,G,H,I,O,P,Q,R) 3.61/3.69 * RF of phase [102]: [-G+6] 3.61/3.69 * RF of phase [103]: [-G+1] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f66(F,G,H,I,O,P,Q,R) 3.61/3.69 * Partial RF of phase [102]: 3.61/3.69 - RF of loop [102:1]: 3.61/3.69 -G+6 3.61/3.69 * Partial RF of phase [103]: 3.61/3.69 - RF of loop [103:1]: 3.61/3.69 -G+1 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f84/8 3.61/3.69 * CE 54 is refined into CE [124] 3.61/3.69 * CE 53 is refined into CE [125] 3.61/3.69 * CE 52 is refined into CE [126] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f84/8 3.61/3.69 * CEs [126] --> Loop 108 3.61/3.69 * CEs [124] --> Loop 109 3.61/3.69 * CEs [125] --> Loop 110 3.61/3.69 3.61/3.69 ### Ranking functions of CR f84(F,G,H,I,O,P,Q,R) 3.61/3.69 * RF of phase [108]: [-H+6] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f84(F,G,H,I,O,P,Q,R) 3.61/3.69 * Partial RF of phase [108]: 3.61/3.69 - RF of loop [108:1]: 3.61/3.69 -H+6 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f80/12 3.61/3.69 * CE 48 is refined into CE [127] 3.61/3.69 * CE 46 is refined into CE [128,129] 3.61/3.69 * CE 49 is refined into CE [130] 3.61/3.69 * CE 47 is refined into CE [131,132] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f80/12 3.61/3.69 * CEs [132] --> Loop 111 3.61/3.69 * CEs [131] --> Loop 112 3.61/3.69 * CEs [127] --> Loop 113 3.61/3.69 * CEs [129] --> Loop 114 3.61/3.69 * CEs [128] --> Loop 115 3.61/3.69 * CEs [130] --> Loop 116 3.61/3.69 3.61/3.69 ### Ranking functions of CR f80(F,G,H,I,K,L,O,P,Q,R,S,T) 3.61/3.69 * RF of phase [111]: [G-4] 3.61/3.69 * RF of phase [112]: [G+1] 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f80(F,G,H,I,K,L,O,P,Q,R,S,T) 3.61/3.69 * Partial RF of phase [111]: 3.61/3.69 - RF of loop [111:1]: 3.61/3.69 G-4 3.61/3.69 * Partial RF of phase [112]: 3.61/3.69 - RF of loop [112:1]: 3.61/3.69 G+1 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f80_loop_cont/15 3.61/3.69 * CE 50 is refined into CE [133] 3.61/3.69 * CE 51 is refined into CE [134] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f80_loop_cont/15 3.61/3.69 * CEs [133] --> Loop 117 3.61/3.69 * CEs [134] --> Loop 118 3.61/3.69 3.61/3.69 ### Ranking functions of CR f80_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f80_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f66_loop_cont/15 3.61/3.69 * CE 35 is refined into CE [135] 3.61/3.69 * CE 36 is refined into CE [136,137,138,139,140,141,142,143] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f66_loop_cont/15 3.61/3.69 * CEs [135] --> Loop 119 3.61/3.69 * CEs [140,142] --> Loop 120 3.61/3.69 * CEs [139] --> Loop 121 3.61/3.69 * CEs [143] --> Loop 122 3.61/3.69 * CEs [138] --> Loop 123 3.61/3.69 * CEs [137,141] --> Loop 124 3.61/3.69 * CEs [136] --> Loop 125 3.61/3.69 3.61/3.69 ### Ranking functions of CR f66_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f66_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f33_loop_cont/15 3.61/3.69 * CE 19 is refined into CE [144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160] 3.61/3.69 * CE 18 is refined into CE [161] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f33_loop_cont/15 3.61/3.69 * CEs [152,153,154,155] --> Loop 126 3.61/3.69 * CEs [148,149,150,151,160] --> Loop 127 3.61/3.69 * CEs [159] --> Loop 128 3.61/3.69 * CEs [144,145,146,147,158] --> Loop 129 3.61/3.69 * CEs [157] --> Loop 130 3.61/3.69 * CEs [156] --> Loop 131 3.61/3.69 * CEs [161] --> Loop 132 3.61/3.69 3.61/3.69 ### Ranking functions of CR f33_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f33_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f15_loop_cont/15 3.61/3.69 * CE 7 is refined into CE [162,163,164,165,166,167,168,169,170,171,172,173,174,175,176,177,178,179,180,181,182,183,184,185] 3.61/3.69 * CE 6 is refined into CE [186] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f15_loop_cont/15 3.61/3.69 * CEs [182,183,184,185] --> Loop 133 3.61/3.69 * CEs [173] --> Loop 134 3.61/3.69 * CEs [172,178,179,180,181] --> Loop 135 3.61/3.69 * CEs [171] --> Loop 136 3.61/3.69 * CEs [170] --> Loop 137 3.61/3.69 * CEs [169,174,175,176,177] --> Loop 138 3.61/3.69 * CEs [168] --> Loop 139 3.61/3.69 * CEs [167] --> Loop 140 3.61/3.69 * CEs [162,163,164,165,166] --> Loop 141 3.61/3.69 * CEs [186] --> Loop 142 3.61/3.69 3.61/3.69 ### Ranking functions of CR f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O) 3.61/3.69 3.61/3.69 3.61/3.69 ### Specialization of cost equations f0/14 3.61/3.69 * CE 1 is refined into CE [187,188,189,190,191,192] 3.61/3.69 3.61/3.69 3.61/3.69 ### Cost equations --> "Loop" of f0/14 3.61/3.69 * CEs [187,188,189,190,191,192] --> Loop 143 3.61/3.69 3.61/3.69 ### Ranking functions of CR f0(A,B,C,D,E,F,G,H,I,J,K,L,M,O) 3.61/3.69 3.61/3.69 #### Partial ranking functions of CR f0(A,B,C,D,E,F,G,H,I,J,K,L,M,O) 3.61/3.69 3.61/3.69 3.61/3.69 Computing Bounds 3.61/3.69 ===================================== 3.61/3.69 3.61/3.69 #### Cost of chains of f19(B,C,D,E,O,P,Q,R): 3.61/3.69 * Chain [[55],58]: 1*it(55)+0 3.61/3.69 Such that:it(55) =< C-E 3.61/3.69 3.61/3.69 with precondition: [B=5,O=3,5>=C,E>=0,C>=E+1] 3.61/3.69 3.61/3.69 * Chain [[55],56,[54],58]: 1*it(54)+1*it(55)+1 3.61/3.69 Such that:it(54) =< -C+5 3.61/3.69 it(55) =< C-E 3.61/3.69 3.61/3.69 with precondition: [B=5,O=3,4>=C,E>=0,C>=E+1] 3.61/3.69 3.61/3.69 * Chain [[55],56,[54],57]: 1*it(54)+1*it(55)+1 3.61/3.69 Such that:it(55) =< -E+P 3.61/3.69 it(54) =< -P+6 3.61/3.69 3.61/3.69 with precondition: [B=5,O=8,R=6,C+1=P,4>=C,E>=0,C>=E+1] 3.61/3.69 3.61/3.69 * Chain [[55],56,58]: 1*it(55)+1 3.61/3.69 Such that:it(55) =< C-E 3.61/3.69 3.61/3.69 with precondition: [B=5,O=3,5>=C,E>=0,C>=E+1] 3.61/3.69 3.61/3.69 * Chain [[55],56,57]: 1*it(55)+1 3.61/3.69 Such that:it(55) =< -E+5 3.61/3.69 3.61/3.69 with precondition: [B=5,C=5,O=8,P=6,R=6,4>=E,E>=0] 3.61/3.69 3.61/3.69 * Chain [[54],58]: 1*it(54)+0 3.61/3.69 Such that:it(54) =< -E+6 3.61/3.69 3.61/3.69 with precondition: [B=5,O=3,5>=E,E>=0,E>=C+1] 3.61/3.69 3.61/3.69 * Chain [[54],57]: 1*it(54)+0 3.61/3.69 Such that:it(54) =< -E+6 3.61/3.69 3.61/3.69 with precondition: [B=5,O=8,R=6,C+1=P,5>=E,E>=0,E>=C+1] 3.61/3.69 3.61/3.69 * Chain [58]: 0 3.61/3.69 with precondition: [B=5,O=3,E>=0] 3.61/3.69 3.61/3.69 * Chain [56,[54],58]: 1*it(54)+1 3.61/3.69 Such that:it(54) =< -E+5 3.61/3.69 3.61/3.69 with precondition: [B=5,O=3,C=E,4>=C,C>=0] 3.61/3.69 3.61/3.69 * Chain [56,[54],57]: 1*it(54)+1 3.61/3.69 Such that:it(54) =< -P+6 3.61/3.69 3.61/3.69 with precondition: [B=5,O=8,R=6,C=E,C+1=P,4>=C,C>=0] 3.61/3.69 3.61/3.69 * Chain [56,58]: 1 3.61/3.69 with precondition: [B=5,O=3,C=E,5>=C,C>=0] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f15(B,C,D,E,F,G,M,O,P,Q,R,S): 3.61/3.69 * Chain [69]: 6 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [68]: 0 3.61/3.69 with precondition: [B=5,O=3,C>=0] 3.61/3.69 3.61/3.69 * Chain [67]: 0 3.61/3.69 with precondition: [B=5,O=3,5>=C,C>=0] 3.61/3.69 3.61/3.69 * Chain [62,[60],68]: 2*it(60)+1*s(8)+1*s(9)+1*s(10)+2 3.61/3.69 Such that:it(60) =< 4 3.61/3.69 s(10) =< 5 3.61/3.69 s(9) =< 13 3.61/3.69 s(8) =< 20 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,[60],67]: 2*it(60)+1*s(8)+1*s(9)+1*s(10)+2 3.61/3.69 Such that:it(60) =< 4 3.61/3.69 s(10) =< 5 3.61/3.69 s(9) =< 13 3.61/3.69 s(8) =< 20 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,[60],66]: 2*it(60)+1*s(8)+1*s(9)+3*s(10)+3 3.61/3.69 Such that:it(60) =< 4 3.61/3.69 s(9) =< 13 3.61/3.69 s(8) =< 20 3.61/3.69 aux(2) =< 5 3.61/3.69 s(10) =< aux(2) 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,[60],65]: 2*it(60)+1*s(8)+1*s(9)+1*s(10)+2*s(13)+3 3.61/3.69 Such that:it(60) =< 3 3.61/3.69 s(9) =< 12 3.61/3.69 s(8) =< 15 3.61/3.69 aux(5) =< 4 3.61/3.69 aux(6) =< 5 3.61/3.69 s(13) =< aux(5) 3.61/3.69 s(10) =< aux(6) 3.61/3.69 s(13) =< aux(6) 3.61/3.69 it(60) =< aux(5) 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,[60],61,68]: 2*it(60)+1*s(8)+1*s(9)+2*s(10)+4 3.61/3.69 Such that:it(60) =< 4 3.61/3.69 s(9) =< 13 3.61/3.69 s(8) =< 20 3.61/3.69 aux(7) =< 5 3.61/3.69 s(10) =< aux(7) 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,[60],61,63]: 2*it(60)+1*s(8)+1*s(9)+2*s(10)+4 3.61/3.69 Such that:it(60) =< 4 3.61/3.69 s(9) =< 13 3.61/3.69 s(8) =< 20 3.61/3.69 aux(8) =< 5 3.61/3.69 s(10) =< aux(8) 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=7,P=6,R=6,S=0] 3.61/3.69 3.61/3.69 * Chain [62,68]: 1*s(10)+2 3.61/3.69 Such that:s(10) =< 5 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,67]: 1*s(10)+2 3.61/3.69 Such that:s(10) =< 5 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,66]: 1*s(10)+2*s(12)+3 3.61/3.69 Such that:s(11) =< 1 3.61/3.69 s(10) =< 5 3.61/3.69 s(12) =< s(11) 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 * Chain [62,65]: 1*s(10)+1*s(13)+1*s(14)+3 3.61/3.69 Such that:s(14) =< 1 3.61/3.69 s(13) =< 4 3.61/3.69 s(10) =< 5 3.61/3.69 3.61/3.69 with precondition: [B=5,C=0,O=3] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f41(G,H,I,J,O,P,Q,R): 3.61/3.69 * Chain [[70],72]: 1*it(70)+0 3.61/3.69 Such that:it(70) =< G-J 3.61/3.69 3.61/3.69 with precondition: [O=3,4>=G,5>=H,J>=0,G>=J+1] 3.61/3.69 3.61/3.69 * Chain [[70],71]: 1*it(70)+0 3.61/3.69 Such that:it(70) =< -J+R 3.61/3.69 3.61/3.69 with precondition: [O=6,H+1=P,G=R,4>=G,5>=H,J>=0,G>=J+1] 3.61/3.69 3.61/3.69 * Chain [72]: 0 3.61/3.69 with precondition: [O=3,4>=G,5>=H,J>=0] 3.61/3.69 3.61/3.69 * Chain [71]: 0 3.61/3.69 with precondition: [O=6,Q=I,H+1=P,J=R,4>=G,5>=H,J>=0,J>=G] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f36(F,G,H,I,J,O,P,Q,R,S): 3.61/3.69 * Chain [[75],79]: 1*it(75)+0 3.61/3.69 Such that:it(75) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,G=0,O=3,5>=H,H>=1] 3.61/3.69 3.61/3.69 * Chain [[75],76]: 1*it(75)+0 3.61/3.69 Such that:it(75) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,G=0,O=5,P=0,Q=1,J=S,5>=H,H>=1] 3.61/3.69 3.61/3.69 * Chain [[74],79]: 1*it(74)+0 3.61/3.69 Such that:it(74) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1,5>=H,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [[74],77]: 1*it(74)+0 3.61/3.69 Such that:it(74) =< -H+5 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1,4>=H,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [[74],76]: 1*it(74)+0 3.61/3.69 Such that:it(74) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=5,S=0,G=P,G+1=Q,0>=G+1,5>=H] 3.61/3.69 3.61/3.69 * Chain [[73],79]: 1*it(73)+1*s(51)+0 3.61/3.69 Such that:s(51) =< G-4*H+20 3.61/3.69 it(73) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,5>=H,G>=1,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [[73],78]: 1*it(73)+1*s(51)+1*s(52)+0 3.61/3.69 Such that:s(52) =< G 3.61/3.69 s(51) =< -4*H+20 3.61/3.69 it(73) =< -H+5 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,4>=H,G>=1,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [[73],76]: 1*it(73)+1*s(51)+0 3.61/3.69 Such that:s(51) =< -4*H+S+20 3.61/3.69 it(73) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=5,G=P,G+1=Q,G=S,5>=H,G>=1,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [79]: 0 3.61/3.69 with precondition: [F=5,O=3,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [78]: 1*s(52)+0 3.61/3.69 Such that:s(52) =< G 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,5>=H,G>=1,H>=G+1] 3.61/3.69 3.61/3.69 * Chain [77]: 0 3.61/3.69 with precondition: [F=5,O=3,0>=G+1,5>=H,H>=G+1] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f54(G,H,I,J,O,P,Q,R): 3.61/3.69 * Chain [[80],82]: 1*it(80)+0 3.61/3.69 Such that:it(80) =< G-J+1 3.61/3.69 3.61/3.69 with precondition: [O=3,5>=H,J>=0,G>=J] 3.61/3.69 3.61/3.69 * Chain [[80],81]: 1*it(80)+0 3.61/3.69 Such that:it(80) =< G-J+1 3.61/3.69 3.61/3.69 with precondition: [O=5,H+1=P,G+1=R,5>=H,J>=0,G>=J] 3.61/3.69 3.61/3.69 * Chain [82]: 0 3.61/3.69 with precondition: [O=3,5>=H,J>=0] 3.61/3.69 3.61/3.69 * Chain [81]: 0 3.61/3.69 with precondition: [O=5,Q=I,H+1=P,J=R,5>=H,J>=0,J>=G+1] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f50(F,G,H,I,J,O,P,Q,R,S): 3.61/3.69 * Chain [[84],88]: 1*it(84)+0 3.61/3.69 Such that:it(84) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1,5>=H] 3.61/3.69 3.61/3.69 * Chain [[84],87]: 1*it(84)+0 3.61/3.69 Such that:it(84) =< -H+5 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1,4>=H] 3.61/3.69 3.61/3.69 * Chain [[84],85]: 1*it(84)+0 3.61/3.69 Such that:it(84) =< -H+6 3.61/3.69 3.61/3.69 with precondition: [F=5,O=7,Q=6,S=0,G+1=P,0>=G+1,5>=H] 3.61/3.69 3.61/3.69 * Chain [[83],88]: 1*it(83)+1*s(59)+0 3.61/3.69 Such that:aux(14) =< G+1 3.61/3.69 it(83) =< -H+6 3.61/3.69 s(59) =< it(83)*aux(14) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,5>=H,G>=0] 3.61/3.69 3.61/3.69 * Chain [[83],87]: 1*it(83)+1*s(59)+0 3.61/3.69 Such that:aux(14) =< G+1 3.61/3.69 it(83) =< -H+5 3.61/3.69 s(59) =< it(83)*aux(14) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,4>=H,G>=0] 3.61/3.69 3.61/3.69 * Chain [[83],86]: 1*it(83)+1*s(59)+1*s(60)+0 3.61/3.69 Such that:it(83) =< -H+5 3.61/3.69 aux(15) =< G+1 3.61/3.69 s(60) =< aux(15) 3.61/3.69 s(59) =< it(83)*aux(15) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,4>=H,G>=0] 3.61/3.69 3.61/3.69 * Chain [[83],85]: 1*it(83)+1*s(59)+0 3.61/3.69 Such that:it(83) =< -H+6 3.61/3.69 aux(14) =< P 3.61/3.69 s(59) =< it(83)*aux(14) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=7,Q=6,G+1=P,G+1=S,5>=H,G>=0] 3.61/3.69 3.61/3.69 * Chain [88]: 0 3.61/3.69 with precondition: [F=5,O=3] 3.61/3.69 3.61/3.69 * Chain [87]: 0 3.61/3.69 with precondition: [F=5,O=3,5>=H] 3.61/3.69 3.61/3.69 * Chain [86]: 1*s(60)+0 3.61/3.69 Such that:s(60) =< G+1 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,5>=H,G>=0] 3.61/3.69 3.61/3.69 * Chain [85]: 0 3.61/3.69 with precondition: [F=5,O=7,P=G+1,R=I,S=J,H=Q,H>=6] 3.61/3.69 3.61/3.69 3.61/3.69 #### Cost of chains of f33(F,G,H,I,J,O,P,Q,R,S): 3.61/3.69 * Chain [[90],98]: 1*it(90)+2*s(90)+53 3.61/3.69 Such that:it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],97]: 1*it(90)+2*s(90)+0 3.61/3.69 Such that:it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],96]: 1*it(90)+2*s(90)+0 3.61/3.69 Such that:it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],93]: 1*it(90)+2*s(90)+6*s(92)+2*s(93)+0 3.61/3.69 Such that:aux(25) =< -G+3 3.61/3.69 aux(27) =< -G+4 3.61/3.69 aux(28) =< -G+5 3.61/3.69 aux(25) =< aux(27) 3.61/3.69 aux(26) =< aux(27) 3.61/3.69 it(90) =< aux(27) 3.61/3.69 aux(26) =< aux(28) 3.61/3.69 it(90) =< aux(28) 3.61/3.69 s(93) =< aux(25) 3.61/3.69 s(92) =< aux(26) 3.61/3.69 s(91) =< it(90)*aux(28) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+2] 3.61/3.69 3.61/3.69 * Chain [[90],91,[89],97]: 1*it(89)+1*it(90)+2*s(90)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 it(89) =< 4 3.61/3.69 aux(31) =< 5 3.61/3.69 s(113) =< 13 3.61/3.69 s(110) =< 43 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(111) =< s(113) 3.61/3.69 s(112) =< s(111)*aux(31) 3.61/3.69 s(114) =< aux(31) 3.61/3.69 s(117) =< s(114)*s(116) 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],91,[89],96]: 1*it(89)+1*it(90)+2*s(90)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 it(89) =< 3 3.61/3.69 aux(32) =< 5 3.61/3.69 s(113) =< 12 3.61/3.69 s(110) =< 39 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(111) =< s(113) 3.61/3.69 s(112) =< s(111)*aux(32) 3.61/3.69 s(114) =< aux(32) 3.61/3.69 s(117) =< s(114)*s(116) 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],91,[89],95]: 1*it(89)+1*it(90)+2*s(90)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1*s(118)+4*s(119)+6*s(120)+1*s(130)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 aux(38) =< 4 3.61/3.69 aux(39) =< 5 3.61/3.69 aux(37) =< 6 3.61/3.69 aux(40) =< 16 3.61/3.69 aux(34) =< 19 3.61/3.69 s(110) =< 52 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 it(89) =< aux(38) 3.61/3.69 s(118) =< aux(38) 3.61/3.69 aux(34) =< aux(40) 3.61/3.69 aux(35) =< aux(39) 3.61/3.69 s(118) =< aux(39) 3.61/3.69 aux(35) =< aux(37) 3.61/3.69 s(119) =< aux(34) 3.61/3.69 s(120) =< aux(35) 3.61/3.69 s(130) =< s(120)*aux(35) 3.61/3.69 s(111) =< aux(40) 3.61/3.69 s(112) =< s(111)*aux(39) 3.61/3.69 s(114) =< aux(39) 3.61/3.69 s(117) =< s(114)*s(116) 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],91,[89],94]: 1*it(89)+1*it(90)+2*s(90)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1*s(131)+1*s(132)+4*s(133)+1*s(134)+1*s(135)+2*s(139)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 s(131) =< 3 3.61/3.69 aux(42) =< 4 3.61/3.69 aux(46) =< 5 3.61/3.69 s(135) =< 6 3.61/3.69 aux(45) =< 12 3.61/3.69 it(89) =< 13 3.61/3.69 aux(44) =< 16 3.61/3.69 s(134) =< 19 3.61/3.69 s(132) =< 20 3.61/3.69 s(113) =< 52 3.61/3.69 s(110) =< 156 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 aux(41) =< aux(42) 3.61/3.69 s(131) =< aux(42) 3.61/3.69 aux(41) =< aux(46) 3.61/3.69 s(135) =< aux(46) 3.61/3.69 s(132) =< aux(44) 3.61/3.69 s(134) =< aux(44) 3.61/3.69 it(89) =< aux(45) 3.61/3.69 s(113) =< aux(45) 3.61/3.69 s(133) =< aux(41) 3.61/3.69 s(139) =< s(133)*aux(41) 3.61/3.69 s(111) =< s(113) 3.61/3.69 s(112) =< s(111)*aux(46) 3.61/3.69 s(114) =< aux(46) 3.61/3.69 s(117) =< s(114)*s(116) 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=3,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],91,[89],92]: 1*it(89)+1*it(90)+2*s(90)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 it(89) =< 4 3.61/3.69 aux(47) =< 5 3.61/3.69 s(113) =< 13 3.61/3.69 s(110) =< 43 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.69 s(111) =< s(113) 3.61/3.69 s(112) =< s(111)*aux(47) 3.61/3.69 s(114) =< aux(47) 3.61/3.69 s(117) =< s(114)*s(116) 3.61/3.69 s(91) =< it(90)*aux(23) 3.61/3.69 s(90) =< s(91) 3.61/3.69 3.61/3.69 with precondition: [F=5,O=4,P=1,Q=6,S=5,0>=G+1] 3.61/3.69 3.61/3.69 * Chain [[90],91,97]: 1*it(90)+2*s(90)+2*s(114)+1*s(117)+1 3.61/3.69 Such that:s(116) =< 1 3.61/3.69 aux(30) =< 5 3.61/3.69 it(90) =< -G 3.61/3.69 aux(23) =< -G+5 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 s(91) =< it(90)*aux(23) 3.61/3.70 s(90) =< s(91) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G+1] 3.61/3.70 3.61/3.70 * Chain [[90],91,96]: 1*it(90)+2*s(90)+2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 aux(30) =< 5 3.61/3.70 it(90) =< -G 3.61/3.70 aux(23) =< -G+5 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 s(91) =< it(90)*aux(23) 3.61/3.70 s(90) =< s(91) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G+1] 3.61/3.70 3.61/3.70 * Chain [[90],91,95]: 1*it(90)+2*s(90)+2*s(114)+1*s(117)+1*s(118)+4*s(119)+5*s(120)+1*s(129)+1*s(130)+1 3.61/3.70 Such that:aux(48) =< 1 3.61/3.70 s(128) =< 2 3.61/3.70 aux(35) =< 4 3.61/3.70 aux(30) =< 5 3.61/3.70 aux(34) =< 13 3.61/3.70 it(90) =< -G 3.61/3.70 aux(23) =< -G+5 3.61/3.70 s(118) =< aux(48) 3.61/3.70 s(119) =< aux(34) 3.61/3.70 s(120) =< aux(35) 3.61/3.70 s(129) =< s(128) 3.61/3.70 s(130) =< s(120)*s(128) 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*aux(48) 3.61/3.70 s(91) =< it(90)*aux(23) 3.61/3.70 s(90) =< s(91) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G+1] 3.61/3.70 3.61/3.70 * Chain [[90],91,94]: 1*it(90)+2*s(90)+2*s(114)+1*s(117)+1*s(131)+1*s(132)+3*s(133)+1*s(134)+1*s(135)+2*s(139)+1*s(140)+1 3.61/3.70 Such that:aux(49) =< 1 3.61/3.70 s(136) =< 2 3.61/3.70 aux(41) =< 3 3.61/3.70 s(135) =< 4 3.61/3.70 aux(30) =< 5 3.61/3.70 s(132) =< 12 3.61/3.70 s(134) =< 13 3.61/3.70 it(90) =< -G 3.61/3.70 aux(23) =< -G+5 3.61/3.70 s(131) =< aux(49) 3.61/3.70 s(133) =< aux(41) 3.61/3.70 s(139) =< s(133)*s(136) 3.61/3.70 s(140) =< s(136) 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*aux(49) 3.61/3.70 s(91) =< it(90)*aux(23) 3.61/3.70 s(90) =< s(91) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G+1] 3.61/3.70 3.61/3.70 * Chain [[89],97]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+0 3.61/3.70 Such that:s(106) =< 5 3.61/3.70 s(110) =< -13*G+56 3.61/3.70 s(113) =< -4*G+17 3.61/3.70 it(89) =< -G+5 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*s(106) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[89],96]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+0 3.61/3.70 Such that:s(106) =< 5 3.61/3.70 s(110) =< -13*G+52 3.61/3.70 s(113) =< -4*G+16 3.61/3.70 it(89) =< -G+4 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*s(106) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,3>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[89],95]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+1*s(118)+4*s(119)+6*s(120)+1*s(130)+0 3.61/3.70 Such that:s(118) =< 4 3.61/3.70 aux(34) =< 16 3.61/3.70 aux(34) =< 19 3.61/3.70 s(110) =< -39*G+208 3.61/3.70 s(110) =< -13*G+65 3.61/3.70 s(113) =< -12*G+64 3.61/3.70 s(113) =< -4*G+20 3.61/3.70 it(89) =< -3*G+16 3.61/3.70 it(89) =< -G+5 3.61/3.70 aux(36) =< 5 3.61/3.70 aux(37) =< 6 3.61/3.70 aux(35) =< aux(36) 3.61/3.70 s(118) =< aux(36) 3.61/3.70 aux(35) =< aux(37) 3.61/3.70 s(119) =< aux(34) 3.61/3.70 s(120) =< aux(35) 3.61/3.70 s(130) =< s(120)*aux(35) 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(36) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,3>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[89],94]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+1*s(131)+1*s(132)+4*s(133)+1*s(134)+1*s(135)+2*s(139)+0 3.61/3.70 Such that:s(131) =< 3 3.61/3.70 s(135) =< 6 3.61/3.70 s(134) =< 19 3.61/3.70 s(132) =< 20 3.61/3.70 s(110) =< -52*G+208 3.61/3.70 s(110) =< -39*G+208 3.61/3.70 s(113) =< -12*G+64 3.61/3.70 it(89) =< -3*G+16 3.61/3.70 aux(42) =< 4 3.61/3.70 aux(43) =< 5 3.61/3.70 aux(44) =< 16 3.61/3.70 aux(45) =< -4*G+16 3.61/3.70 aux(41) =< aux(42) 3.61/3.70 s(131) =< aux(42) 3.61/3.70 aux(41) =< aux(43) 3.61/3.70 s(135) =< aux(43) 3.61/3.70 s(132) =< aux(44) 3.61/3.70 s(134) =< aux(44) 3.61/3.70 it(89) =< aux(45) 3.61/3.70 s(113) =< aux(45) 3.61/3.70 s(133) =< aux(41) 3.61/3.70 s(139) =< s(133)*aux(41) 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(43) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,2>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[89],92]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+0 3.61/3.70 Such that:s(106) =< 5 3.61/3.70 s(110) =< -13*G+56 3.61/3.70 s(113) =< -4*G+17 3.61/3.70 it(89) =< -G+5 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*s(106) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=4,P=1,Q=6,S=5,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [98]: 53 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [97]: 0 3.61/3.70 with precondition: [F=5,O=3] 3.61/3.70 3.61/3.70 * Chain [96]: 0 3.61/3.70 with precondition: [F=5,O=3,4>=G] 3.61/3.70 3.61/3.70 * Chain [95]: 1*s(118)+4*s(119)+5*s(120)+1*s(129)+1*s(130)+0 3.61/3.70 Such that:s(118) =< G 3.61/3.70 s(128) =< G+1 3.61/3.70 aux(34) =< -3*G+16 3.61/3.70 aux(35) =< -G+5 3.61/3.70 s(119) =< aux(34) 3.61/3.70 s(120) =< aux(35) 3.61/3.70 s(129) =< s(128) 3.61/3.70 s(130) =< s(120)*s(128) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [94]: 1*s(131)+1*s(132)+3*s(133)+1*s(134)+1*s(135)+2*s(139)+1*s(140)+0 3.61/3.70 Such that:s(132) =< -4*G+16 3.61/3.70 s(134) =< -3*G+16 3.61/3.70 s(135) =< -G+5 3.61/3.70 s(131) =< G 3.61/3.70 s(136) =< G+1 3.61/3.70 aux(41) =< -G+4 3.61/3.70 s(133) =< aux(41) 3.61/3.70 s(139) =< s(133)*s(136) 3.61/3.70 s(140) =< s(136) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,3>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [93]: 6*s(92)+2*s(93)+0 3.61/3.70 Such that:aux(25) =< -G+4 3.61/3.70 aux(26) =< -G+5 3.61/3.70 s(93) =< aux(25) 3.61/3.70 s(92) =< aux(26) 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G+1] 3.61/3.70 3.61/3.70 * Chain [92]: 0 3.61/3.70 with precondition: [F=5,O=4,P=1,Q=H,R=I,S=J,G>=5] 3.61/3.70 3.61/3.70 * Chain [91,[89],97]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 it(89) =< 4 3.61/3.70 s(113) =< 13 3.61/3.70 s(110) =< 43 3.61/3.70 aux(31) =< 5 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(31) 3.61/3.70 s(114) =< aux(31) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,[89],96]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 it(89) =< 3 3.61/3.70 s(113) =< 12 3.61/3.70 s(110) =< 39 3.61/3.70 aux(32) =< 5 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(32) 3.61/3.70 s(114) =< aux(32) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,[89],95]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1*s(118)+4*s(119)+6*s(120)+1*s(130)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 aux(37) =< 6 3.61/3.70 aux(34) =< 19 3.61/3.70 s(110) =< 52 3.61/3.70 aux(38) =< 4 3.61/3.70 aux(39) =< 5 3.61/3.70 aux(40) =< 16 3.61/3.70 it(89) =< aux(38) 3.61/3.70 s(118) =< aux(38) 3.61/3.70 aux(34) =< aux(40) 3.61/3.70 aux(35) =< aux(39) 3.61/3.70 s(118) =< aux(39) 3.61/3.70 aux(35) =< aux(37) 3.61/3.70 s(119) =< aux(34) 3.61/3.70 s(120) =< aux(35) 3.61/3.70 s(130) =< s(120)*aux(35) 3.61/3.70 s(111) =< aux(40) 3.61/3.70 s(112) =< s(111)*aux(39) 3.61/3.70 s(114) =< aux(39) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,[89],94]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1*s(131)+1*s(132)+4*s(133)+1*s(134)+1*s(135)+2*s(139)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 s(131) =< 3 3.61/3.70 aux(42) =< 4 3.61/3.70 s(135) =< 6 3.61/3.70 aux(45) =< 12 3.61/3.70 it(89) =< 13 3.61/3.70 aux(44) =< 16 3.61/3.70 s(134) =< 19 3.61/3.70 s(132) =< 20 3.61/3.70 s(113) =< 52 3.61/3.70 s(110) =< 156 3.61/3.70 aux(46) =< 5 3.61/3.70 aux(41) =< aux(42) 3.61/3.70 s(131) =< aux(42) 3.61/3.70 aux(41) =< aux(46) 3.61/3.70 s(135) =< aux(46) 3.61/3.70 s(132) =< aux(44) 3.61/3.70 s(134) =< aux(44) 3.61/3.70 it(89) =< aux(45) 3.61/3.70 s(113) =< aux(45) 3.61/3.70 s(133) =< aux(41) 3.61/3.70 s(139) =< s(133)*aux(41) 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(46) 3.61/3.70 s(114) =< aux(46) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,[89],92]: 1*it(89)+1*s(110)+2*s(111)+1*s(112)+2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 it(89) =< 4 3.61/3.70 s(113) =< 13 3.61/3.70 s(110) =< 43 3.61/3.70 aux(47) =< 5 3.61/3.70 s(111) =< s(113) 3.61/3.70 s(112) =< s(111)*aux(47) 3.61/3.70 s(114) =< aux(47) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=4,P=1,Q=6,S=5] 3.61/3.70 3.61/3.70 * Chain [91,97]: 2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 aux(30) =< 5 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,96]: 2*s(114)+1*s(117)+1 3.61/3.70 Such that:s(116) =< 1 3.61/3.70 aux(30) =< 5 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*s(116) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,95]: 2*s(114)+1*s(117)+1*s(118)+4*s(119)+5*s(120)+1*s(129)+1*s(130)+1 3.61/3.70 Such that:s(128) =< 2 3.61/3.70 aux(35) =< 4 3.61/3.70 aux(30) =< 5 3.61/3.70 aux(34) =< 13 3.61/3.70 aux(48) =< 1 3.61/3.70 s(118) =< aux(48) 3.61/3.70 s(119) =< aux(34) 3.61/3.70 s(120) =< aux(35) 3.61/3.70 s(129) =< s(128) 3.61/3.70 s(130) =< s(120)*s(128) 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*aux(48) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 * Chain [91,94]: 2*s(114)+1*s(117)+1*s(131)+1*s(132)+3*s(133)+1*s(134)+1*s(135)+2*s(139)+1*s(140)+1 3.61/3.70 Such that:s(136) =< 2 3.61/3.70 aux(41) =< 3 3.61/3.70 s(135) =< 4 3.61/3.70 aux(30) =< 5 3.61/3.70 s(132) =< 12 3.61/3.70 s(134) =< 13 3.61/3.70 aux(49) =< 1 3.61/3.70 s(131) =< aux(49) 3.61/3.70 s(133) =< aux(41) 3.61/3.70 s(139) =< s(133)*s(136) 3.61/3.70 s(140) =< s(136) 3.61/3.70 s(114) =< aux(30) 3.61/3.70 s(117) =< s(114)*aux(49) 3.61/3.70 3.61/3.70 with precondition: [F=5,G=0,O=3] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f70(G,H,I,O,P,Q,R): 3.61/3.70 * Chain [[99],101]: 1*it(99)+0 3.61/3.70 Such that:it(99) =< G-H 3.61/3.70 3.61/3.70 with precondition: [O=3,5>=G,H>=0,G>=H+1] 3.61/3.70 3.61/3.70 * Chain [[99],100]: 1*it(99)+0 3.61/3.70 Such that:it(99) =< -H+P 3.61/3.70 3.61/3.70 with precondition: [O=4,G+1=P,G=Q,5>=G,H>=0,G>=H+1] 3.61/3.70 3.61/3.70 * Chain [101]: 0 3.61/3.70 with precondition: [O=3,5>=G,H>=0] 3.61/3.70 3.61/3.70 * Chain [100]: 0 3.61/3.70 with precondition: [O=4,R=I,G+1=P,H=Q,5>=G,H>=0,H>=G] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f66(F,G,H,I,O,P,Q,R): 3.61/3.70 * Chain [[103],[102],107]: 1*it(102)+1*it(103)+1*s(407)+0 3.61/3.70 Such that:it(102) =< 5 3.61/3.70 s(407) =< 30 3.61/3.70 it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=2,P=4,Q=5,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],[102],106]: 1*it(102)+1*it(103)+1*s(407)+0 3.61/3.70 Such that:it(102) =< 5 3.61/3.70 s(407) =< 30 3.61/3.70 it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],[102],105]: 1*it(102)+1*it(103)+1*s(407)+0 3.61/3.70 Such that:it(102) =< 4 3.61/3.70 s(407) =< 24 3.61/3.70 it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],[102],104]: 1*it(102)+1*it(103)+1*s(407)+1*s(408)+0 3.61/3.70 Such that:it(102) =< 4 3.61/3.70 s(408) =< 5 3.61/3.70 s(407) =< 24 3.61/3.70 it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],106]: 1*it(103)+0 3.61/3.70 Such that:it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],105]: 1*it(103)+0 3.61/3.70 Such that:it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[103],104]: 1*it(103)+1*s(408)+0 3.61/3.70 Such that:s(408) =< 1 3.61/3.70 it(103) =< -G+1 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,0>=G] 3.61/3.70 3.61/3.70 * Chain [[102],107]: 1*it(102)+1*s(407)+0 3.61/3.70 Such that:s(407) =< -6*G+36 3.61/3.70 it(102) =< -G+6 3.61/3.70 3.61/3.70 with precondition: [F=5,O=2,P=4,Q=5,5>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[102],106]: 1*it(102)+1*s(407)+0 3.61/3.70 Such that:s(407) =< -6*G+36 3.61/3.70 it(102) =< -G+6 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,5>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[102],105]: 1*it(102)+1*s(407)+0 3.61/3.70 Such that:s(407) =< -6*G+30 3.61/3.70 it(102) =< -G+5 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[102],104]: 1*it(102)+1*s(407)+1*s(408)+0 3.61/3.70 Such that:s(408) =< 5 3.61/3.70 s(407) =< -6*G+30 3.61/3.70 it(102) =< -G+5 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [107]: 0 3.61/3.70 with precondition: [F=5,O=2,P=4,Q=H,R=I,G>=6] 3.61/3.70 3.61/3.70 * Chain [106]: 0 3.61/3.70 with precondition: [F=5,O=3] 3.61/3.70 3.61/3.70 * Chain [105]: 0 3.61/3.70 with precondition: [F=5,O=3,5>=G] 3.61/3.70 3.61/3.70 * Chain [104]: 1*s(408)+0 3.61/3.70 Such that:s(408) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,5>=G,G>=1] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f84(F,G,H,I,O,P,Q,R): 3.61/3.70 * Chain [[108],110]: 1*it(108)+0 3.61/3.70 Such that:it(108) =< -H+6 3.61/3.70 3.61/3.70 with precondition: [F=5,O=2,Q=6,G=P+1,5>=H,G>=0,H>=G+1] 3.61/3.70 3.61/3.70 * Chain [[108],109]: 1*it(108)+0 3.61/3.70 Such that:it(108) =< -H+6 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,5>=H,G>=0,H>=G+1] 3.61/3.70 3.61/3.70 * Chain [110]: 0 3.61/3.70 with precondition: [F=5,O=2,R=I,G=P+1,H=Q,G>=0,H>=6,H>=G+1] 3.61/3.70 3.61/3.70 * Chain [109]: 0 3.61/3.70 with precondition: [F=5,O=3,G>=0,H>=G+1] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f80(F,G,H,I,K,L,O,P,Q,R,S,T): 3.61/3.70 * Chain [[112],116]: 1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< G+1 3.61/3.70 s(433) =< 5*G+5 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=0] 3.61/3.70 3.61/3.70 * Chain [[112],115]: 1*it(112)+1*s(433)+1*s(434)+0 3.61/3.70 Such that:s(434) =< 5 3.61/3.70 it(112) =< G 3.61/3.70 s(433) =< 5*G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[112],114]: 1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< G 3.61/3.70 s(433) =< 5*G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=1] 3.61/3.70 3.61/3.70 * Chain [[112],113]: 1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< G+1 3.61/3.70 s(433) =< 5*G+5 3.61/3.70 3.61/3.70 with precondition: [F=5,O=9,P+1=0,Q=6,S=0,T=0,4>=G,G>=0] 3.61/3.70 3.61/3.70 * Chain [[111],[112],116]: 1*it(111)+1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< 5 3.61/3.70 s(433) =< 25 3.61/3.70 it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],[112],115]: 1*it(111)+1*it(112)+1*s(433)+1*s(434)+0 3.61/3.70 Such that:it(112) =< 4 3.61/3.70 s(434) =< 5 3.61/3.70 s(433) =< 20 3.61/3.70 it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],[112],114]: 1*it(111)+1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< 4 3.61/3.70 s(433) =< 20 3.61/3.70 it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],[112],113]: 1*it(111)+1*it(112)+1*s(433)+0 3.61/3.70 Such that:it(112) =< 5 3.61/3.70 s(433) =< 25 3.61/3.70 it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=9,P+1=0,Q=6,S=0,T=0,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],116]: 1*it(111)+0 3.61/3.70 Such that:it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],115]: 1*it(111)+1*s(434)+0 3.61/3.70 Such that:s(434) =< 1 3.61/3.70 it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [[111],114]: 1*it(111)+0 3.61/3.70 Such that:it(111) =< G 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,G>=5] 3.61/3.70 3.61/3.70 * Chain [116]: 0 3.61/3.70 with precondition: [F=5,O=3] 3.61/3.70 3.61/3.70 * Chain [115]: 1*s(434)+0 3.61/3.70 Such that:s(434) =< -G+5 3.61/3.70 3.61/3.70 with precondition: [F=5,O=3,4>=G,G>=0] 3.61/3.70 3.61/3.70 * Chain [114]: 0 3.61/3.70 with precondition: [F=5,O=3,G>=0] 3.61/3.70 3.61/3.70 * Chain [113]: 0 3.61/3.70 with precondition: [F=5,O=9,S=0,T=0,Q=H,R=I,G=P,0>=G+1] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f80_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O): 3.61/3.70 * Chain [118]: 0 3.61/3.70 with precondition: [A=3,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [117]: 0 3.61/3.70 with precondition: [A=9,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f66_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O): 3.61/3.70 * Chain [125]: 0 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [124]: 1*s(457)+2*s(458)+2*s(459)+0 3.61/3.70 Such that:s(457) =< -H+5 3.61/3.70 aux(92) =< H+1 3.61/3.70 aux(93) =< 5*H+5 3.61/3.70 s(458) =< aux(92) 3.61/3.70 s(459) =< aux(93) 3.61/3.70 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50,4>=H,H>=0] 3.61/3.70 3.61/3.70 * Chain [123]: 1*s(462)+2*s(465)+2*s(466)+0 3.61/3.70 Such that:s(462) =< 5 3.61/3.70 s(463) =< H 3.61/3.70 s(464) =< 5*H 3.61/3.70 s(465) =< s(463) 3.61/3.70 s(466) =< s(464) 3.61/3.70 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50,4>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [122]: 0 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50,0>=H+1] 3.61/3.70 3.61/3.70 * Chain [121]: 0 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50,H>=0] 3.61/3.70 3.61/3.70 * Chain [120]: 1*s(467)+2*s(468)+2*s(473)+3*s(474)+2*s(475)+7*s(476)+0 3.61/3.70 Such that:s(467) =< 1 3.61/3.70 s(469) =< 4 3.61/3.70 s(471) =< 20 3.61/3.70 aux(94) =< 5 3.61/3.70 aux(95) =< 25 3.61/3.70 aux(96) =< H 3.61/3.70 s(474) =< aux(94) 3.61/3.70 s(468) =< aux(95) 3.61/3.70 s(476) =< aux(96) 3.61/3.70 s(473) =< s(469) 3.61/3.70 s(475) =< s(471) 3.61/3.70 3.61/3.70 with precondition: [A=2,B=50,C=5,G=5,N=50,H>=5] 3.61/3.70 3.61/3.70 * Chain [119]: 0 3.61/3.70 with precondition: [A=3,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f33_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O): 3.61/3.70 * Chain [132]: 0 3.61/3.70 with precondition: [A=3,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [131]: 0 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [130]: 0 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50,5>=H] 3.61/3.70 3.61/3.70 * Chain [129]: 5*s(480)+5*s(481)+1*s(484)+3*s(487)+2*s(488)+2*s(494)+2*s(495)+1*s(500)+0 3.61/3.70 Such that:s(484) =< 1 3.61/3.70 s(492) =< 4 3.61/3.70 s(493) =< 20 3.61/3.70 s(486) =< 25 3.61/3.70 s(500) =< H 3.61/3.70 aux(97) =< 5 3.61/3.70 aux(98) =< -6*H+36 3.61/3.70 aux(99) =< -H+6 3.61/3.70 s(487) =< aux(97) 3.61/3.70 s(480) =< aux(98) 3.61/3.70 s(481) =< aux(99) 3.61/3.70 s(488) =< s(486) 3.61/3.70 s(494) =< s(492) 3.61/3.70 s(495) =< s(493) 3.61/3.70 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50,5>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [128]: 1*s(501)+2*s(504)+2*s(505)+0 3.61/3.70 Such that:s(501) =< 5 3.61/3.70 s(502) =< -6*H+30 3.61/3.70 s(503) =< -H+5 3.61/3.70 s(504) =< s(502) 3.61/3.70 s(505) =< s(503) 3.61/3.70 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50,4>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [127]: 9*s(506)+5*s(507)+10*s(508)+2*s(512)+2*s(516)+4*s(523)+2*s(524)+2*s(536)+0 3.61/3.70 Such that:s(522) =< 20 3.61/3.70 s(532) =< 24 3.61/3.70 s(514) =< 25 3.61/3.70 aux(102) =< 1 3.61/3.70 aux(103) =< 4 3.61/3.70 aux(104) =< 5 3.61/3.70 aux(105) =< 30 3.61/3.70 aux(106) =< -H+1 3.61/3.70 s(512) =< aux(102) 3.61/3.70 s(506) =< aux(104) 3.61/3.70 s(507) =< aux(105) 3.61/3.70 s(508) =< aux(106) 3.61/3.70 s(516) =< s(514) 3.61/3.70 s(523) =< aux(103) 3.61/3.70 s(536) =< s(532) 3.61/3.70 s(524) =< s(522) 3.61/3.70 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50,0>=H] 3.61/3.70 3.61/3.70 * Chain [126]: 114 3.61/3.70 with precondition: [A=4,B=50,C=5,G=5,N=50,H>=6] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O): 3.61/3.70 * Chain [142]: 0 3.61/3.70 with precondition: [A=3,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [141]: 2468 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,H=0,N=50] 3.61/3.70 3.61/3.70 * Chain [140]: 0 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50] 3.61/3.70 3.61/3.70 * Chain [139]: 0 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,4>=H] 3.61/3.70 3.61/3.70 * Chain [138]: 5*s(604)+1*s(607)+10*s(610)+10*s(611)+5*s(612)+4*s(613)+1*s(614)+1*s(615)+2*s(634)+9*s(642)+5*s(643)+2*s(645)+4*s(646)+2*s(647)+2*s(657)+0 3.61/3.70 Such that:aux(118) =< 1 3.61/3.70 s(636) =< 20 3.61/3.70 s(655) =< 24 3.61/3.70 s(637) =< 25 3.61/3.70 s(640) =< 30 3.61/3.70 s(606) =< -3*H+16 3.61/3.70 s(607) =< H 3.61/3.70 s(608) =< H+1 3.61/3.70 aux(121) =< 4 3.61/3.70 aux(122) =< 5 3.61/3.70 aux(123) =< -13*H+56 3.61/3.70 aux(124) =< -4*H+17 3.61/3.70 aux(125) =< -H+5 3.61/3.70 s(604) =< aux(123) 3.61/3.70 s(610) =< aux(125) 3.61/3.70 s(634) =< aux(118) 3.61/3.70 s(642) =< aux(122) 3.61/3.70 s(643) =< s(640) 3.61/3.70 s(645) =< s(637) 3.61/3.70 s(646) =< aux(121) 3.61/3.70 s(647) =< s(636) 3.61/3.70 s(611) =< aux(124) 3.61/3.70 s(612) =< s(611)*aux(122) 3.61/3.70 s(657) =< s(655) 3.61/3.70 s(613) =< s(606) 3.61/3.70 s(614) =< s(608) 3.61/3.70 s(615) =< s(610)*s(608) 3.61/3.70 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,4>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [137]: 1*s(659)+1*s(662)+1*s(663)+1*s(665)+3*s(672)+1*s(673)+1*s(674)+4*s(675)+1*s(676)+4*s(678)+6*s(679)+1*s(680)+2*s(681)+1*s(682)+1*s(683)+2*s(684)+1*s(685)+0 3.61/3.70 Such that:s(659) =< 4 3.61/3.70 s(667) =< 5 3.61/3.70 s(660) =< 6 3.61/3.70 s(661) =< 16 3.61/3.70 s(661) =< 19 3.61/3.70 s(663) =< -13*H+52 3.61/3.70 s(662) =< -13*H+65 3.61/3.70 s(668) =< -4*H+16 3.61/3.70 s(664) =< -4*H+20 3.61/3.70 s(669) =< -3*H+16 3.61/3.70 s(670) =< -H+4 3.61/3.70 s(671) =< -H+5 3.61/3.70 s(665) =< H 3.61/3.70 s(666) =< H+1 3.61/3.70 s(672) =< s(668) 3.61/3.70 s(673) =< s(669) 3.61/3.70 s(674) =< s(669) 3.61/3.70 s(675) =< s(670) 3.61/3.70 s(676) =< s(671) 3.61/3.70 s(674) =< s(671) 3.61/3.70 s(677) =< s(667) 3.61/3.70 s(659) =< s(667) 3.61/3.70 s(677) =< s(660) 3.61/3.70 s(678) =< s(661) 3.61/3.70 s(679) =< s(677) 3.61/3.70 s(680) =< s(679)*s(677) 3.61/3.70 s(681) =< s(664) 3.61/3.70 s(682) =< s(681)*s(667) 3.61/3.70 s(683) =< s(672)*s(667) 3.61/3.70 s(684) =< s(675)*s(666) 3.61/3.70 s(685) =< s(666) 3.61/3.70 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,3>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [136]: 1*s(686)+1*s(687)+1*s(688)+1*s(689)+1*s(690)+1*s(692)+4*s(698)+2*s(699)+2*s(700)+1*s(701)+0 3.61/3.70 Such that:s(686) =< 3 3.61/3.70 s(693) =< 4 3.61/3.70 s(694) =< 5 3.61/3.70 s(687) =< 6 3.61/3.70 s(695) =< 16 3.61/3.70 s(688) =< 19 3.61/3.70 s(689) =< 20 3.61/3.70 s(690) =< -52*H+208 3.61/3.70 s(691) =< -12*H+64 3.61/3.70 s(696) =< -4*H+16 3.61/3.70 s(692) =< -3*H+16 3.61/3.70 s(697) =< s(693) 3.61/3.70 s(686) =< s(693) 3.61/3.70 s(697) =< s(694) 3.61/3.70 s(687) =< s(694) 3.61/3.70 s(689) =< s(695) 3.61/3.70 s(688) =< s(695) 3.61/3.70 s(692) =< s(696) 3.61/3.70 s(691) =< s(696) 3.61/3.70 s(698) =< s(697) 3.61/3.70 s(699) =< s(698)*s(697) 3.61/3.70 s(700) =< s(691) 3.61/3.70 s(701) =< s(700)*s(694) 3.61/3.70 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,2>=H,H>=1] 3.61/3.70 3.61/3.70 * Chain [135]: 1*s(702)+1*s(703)+5*s(704)+1*s(705)+1*s(720)+4*s(721)+16*s(722)+1*s(723)+3*s(724)+15*s(725)+1*s(726)+1*s(727)+1*s(730)+15*s(731)+4*s(732)+2*s(733)+2*s(734)+33*s(735)+12*s(736)+22*s(738)+1*s(739)+4*s(741)+2*s(742)+2*s(743)+1*s(744)+1*s(745)+4*s(747)+6*s(748)+1*s(749)+2*s(750)+1*s(751)+1*s(752)+5*s(753)+2*s(754)+6*s(755)+8*s(768)+5*s(804)+2*s(806)+2*s(808)+2*s(825)+53 3.61/3.70 Such that:s(708) =< 2 3.61/3.70 s(709) =< 3 3.61/3.70 s(712) =< 6 3.61/3.70 s(713) =< 12 3.61/3.70 s(715) =< 16 3.61/3.70 s(716) =< 19 3.61/3.70 s(823) =< 24 3.61/3.70 s(798) =< 25 3.61/3.70 s(801) =< 30 3.61/3.70 s(703) =< 39 3.61/3.70 s(717) =< 52 3.61/3.70 s(705) =< 156 3.61/3.70 s(706) =< -H+4 3.61/3.70 aux(131) =< 1 3.61/3.70 aux(132) =< 4 3.61/3.70 aux(133) =< 5 3.61/3.70 aux(134) =< 13 3.61/3.70 aux(135) =< 20 3.61/3.70 aux(136) =< 43 3.61/3.70 aux(137) =< -H 3.61/3.70 aux(138) =< -H+5 3.61/3.70 s(722) =< aux(132) 3.61/3.70 s(702) =< aux(135) 3.61/3.70 s(704) =< aux(136) 3.61/3.70 s(731) =< aux(137) 3.61/3.70 s(720) =< s(709) 3.61/3.70 s(721) =< s(709) 3.61/3.70 s(723) =< s(712) 3.61/3.70 s(724) =< s(713) 3.61/3.70 s(725) =< aux(134) 3.61/3.70 s(726) =< aux(134) 3.61/3.70 s(727) =< s(716) 3.61/3.70 s(728) =< s(716) 3.61/3.70 s(729) =< s(717) 3.61/3.70 s(730) =< s(717) 3.61/3.70 s(732) =< aux(131) 3.61/3.70 s(733) =< s(721)*s(708) 3.61/3.70 s(734) =< s(708) 3.61/3.70 s(735) =< aux(133) 3.61/3.70 s(736) =< s(735)*aux(131) 3.61/3.70 s(737) =< s(731)*aux(138) 3.61/3.70 s(738) =< s(737) 3.61/3.70 s(739) =< s(722)*s(708) 3.61/3.70 s(740) =< aux(132) 3.61/3.70 s(720) =< aux(132) 3.61/3.70 s(740) =< aux(133) 3.61/3.70 s(723) =< aux(133) 3.61/3.70 s(702) =< s(715) 3.61/3.70 s(727) =< s(715) 3.61/3.70 s(726) =< s(713) 3.61/3.70 s(729) =< s(713) 3.61/3.70 s(741) =< s(740) 3.61/3.70 s(742) =< s(741)*s(740) 3.61/3.70 s(743) =< s(729) 3.61/3.70 s(744) =< s(743)*aux(133) 3.61/3.70 s(745) =< aux(132) 3.61/3.70 s(728) =< s(715) 3.61/3.70 s(746) =< aux(133) 3.61/3.70 s(745) =< aux(133) 3.61/3.70 s(746) =< s(712) 3.61/3.70 s(747) =< s(728) 3.61/3.70 s(748) =< s(746) 3.61/3.70 s(749) =< s(748)*s(746) 3.61/3.70 s(750) =< s(715) 3.61/3.70 s(751) =< s(750)*aux(133) 3.61/3.70 s(752) =< s(724)*aux(133) 3.61/3.70 s(753) =< s(725)*aux(133) 3.61/3.70 s(754) =< s(706) 3.61/3.70 s(755) =< aux(138) 3.61/3.70 s(767) =< s(731)*aux(138) 3.61/3.70 s(768) =< s(767) 3.61/3.70 s(825) =< s(823) 3.61/3.70 s(804) =< s(801) 3.61/3.70 s(806) =< s(798) 3.61/3.70 s(808) =< aux(135) 3.61/3.70 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,0>=H+1] 3.61/3.70 3.61/3.70 * Chain [134]: 1*s(831)+2*s(832)+6*s(833)+2*s(835)+0 3.61/3.70 Such that:s(827) =< -H+3 3.61/3.70 s(828) =< -H+4 3.61/3.70 s(829) =< -H+5 3.61/3.70 s(827) =< s(828) 3.61/3.70 s(830) =< s(828) 3.61/3.70 s(831) =< s(828) 3.61/3.70 s(830) =< s(829) 3.61/3.70 s(831) =< s(829) 3.61/3.70 s(832) =< s(827) 3.61/3.70 s(833) =< s(830) 3.61/3.70 s(834) =< s(831)*s(829) 3.61/3.70 s(835) =< s(834) 3.61/3.70 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,0>=H+2] 3.61/3.70 3.61/3.70 * Chain [133]: 351 3.61/3.70 with precondition: [A=7,B=50,C=5,G=5,N=50,H>=5] 3.61/3.70 3.61/3.70 3.61/3.70 #### Cost of chains of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,O): 3.61/3.70 * Chain [143]: 2625 3.61/3.70 with precondition: [] 3.61/3.70 3.61/3.70 3.61/3.70 Closed-form bounds of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,O): 3.61/3.70 ------------------------------------- 3.61/3.70 * Chain [143] with precondition: [] 3.61/3.70 - Upper bound: 2625 3.61/3.70 - Complexity: constant 3.61/3.70 3.61/3.70 ### Maximum cost of f0(A,B,C,D,E,F,G,H,I,J,K,L,M,O): 2625 3.61/3.70 Asymptotic class: constant 3.61/3.70 * Total analysis performed in 3487 ms. 3.61/3.70 3.70/3.80 EOF