44.01/44.02 MAYBE 44.01/44.02 44.01/44.02 Preprocessing Cost Relations 44.01/44.02 ===================================== 44.01/44.02 44.01/44.02 #### Computed strongly connected components 44.01/44.02 0. recursive : [f1/27] 44.01/44.02 1. non_recursive : [exit_location/1] 44.01/44.02 2. recursive : [f29/44] 44.01/44.02 3. recursive : [f17/29] 44.01/44.02 4. non_recursive : [f27/66] 44.01/44.02 5. non_recursive : [f17_loop_cont/67] 44.01/44.02 6. recursive : [f35/33] 44.01/44.02 7. recursive : [f34/58,f35_loop_cont/59] 44.01/44.02 8. recursive : [f15/31] 44.01/44.02 9. non_recursive : [f15_loop_cont/67] 44.01/44.02 10. non_recursive : [f34_loop_cont/67] 44.01/44.02 11. non_recursive : [f29_loop_cont/67] 44.01/44.02 12. non_recursive : [f1_loop_cont/67] 44.01/44.02 13. recursive : [f32/10] 44.01/44.02 14. non_recursive : [f32_loop_cont/2] 44.01/44.02 15. non_recursive : [f26/66] 44.01/44.02 44.01/44.02 #### Obtained direct recursion through partial evaluation 44.01/44.02 0. SCC is partially evaluated into f1/27 44.01/44.02 1. SCC is completely evaluated into other SCCs 44.01/44.02 2. SCC is partially evaluated into f29/44 44.01/44.02 3. SCC is partially evaluated into f17/29 44.01/44.02 4. SCC is completely evaluated into other SCCs 44.01/44.02 5. SCC is partially evaluated into f17_loop_cont/67 44.01/44.02 6. SCC is partially evaluated into f35/33 44.01/44.02 7. SCC is partially evaluated into f34/58 44.01/44.02 8. SCC is partially evaluated into f15/31 44.01/44.02 9. SCC is partially evaluated into f15_loop_cont/67 44.01/44.02 10. SCC is partially evaluated into f34_loop_cont/67 44.01/44.02 11. SCC is partially evaluated into f29_loop_cont/67 44.01/44.02 12. SCC is partially evaluated into f1_loop_cont/67 44.01/44.02 13. SCC is partially evaluated into f32/10 44.01/44.02 14. SCC is completely evaluated into other SCCs 44.01/44.02 15. SCC is partially evaluated into f26/66 44.01/44.02 44.01/44.02 Control-Flow Refinement of Cost Relations 44.01/44.02 ===================================== 44.01/44.02 44.01/44.02 ### Specialization of cost equations f1/27 44.01/44.02 * CE 5 is refined into CE [94] 44.01/44.02 * CE 6 is refined into CE [95] 44.01/44.02 * CE 4 is refined into CE [96] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f1/27 44.01/44.02 * CEs [96] --> Loop 80 44.01/44.02 * CEs [94] --> Loop 81 44.01/44.02 * CEs [95] --> Loop 82 44.01/44.02 44.01/44.02 ### Ranking functions of CR f1(A,C,E,F,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3) 44.01/44.02 * RF of phase [80]: [-A+E,-A+Q1] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f1(A,C,E,F,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3) 44.01/44.02 * Partial RF of phase [80]: 44.01/44.02 - RF of loop [80:1]: 44.01/44.02 -A+E 44.01/44.02 -A+Q1 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f29/44 44.01/44.02 * CE 19 is refined into CE [97] 44.01/44.02 * CE 21 is refined into CE [98] 44.01/44.02 * CE 18 is refined into CE [99] 44.01/44.02 * CE 20 is refined into CE [100] 44.01/44.02 * CE 22 is refined into CE [101] 44.01/44.02 * CE 15 is refined into CE [102] 44.01/44.02 * CE 14 is refined into CE [103] 44.01/44.02 * CE 13 is refined into CE [104] 44.01/44.02 * CE 12 is refined into CE [105] 44.01/44.02 * CE 17 is refined into CE [106] 44.01/44.02 * CE 16 is refined into CE [107] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f29/44 44.01/44.02 * CEs [106] --> Loop 83 44.01/44.02 * CEs [107] --> Loop 84 44.01/44.02 * CEs [97] --> Loop 85 44.01/44.02 * CEs [98] --> Loop 86 44.01/44.02 * CEs [99] --> Loop 87 44.01/44.02 * CEs [100] --> Loop 88 44.01/44.02 * CEs [101] --> Loop 89 44.01/44.02 * CEs [102] --> Loop 90 44.01/44.02 * CEs [103] --> Loop 91 44.01/44.02 * CEs [104] --> Loop 92 44.01/44.02 * CEs [105] --> Loop 93 44.01/44.02 44.01/44.02 ### Ranking functions of CR f29(A,B,C,D,E,F,G,H,J,K,L,M,N,O,Z1,A2,B2,C2,D2,E2,I2,L2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4) 44.01/44.02 * RF of phase [83,84]: [B] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f29(A,B,C,D,E,F,G,H,J,K,L,M,N,O,Z1,A2,B2,C2,D2,E2,I2,L2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4) 44.01/44.02 * Partial RF of phase [83,84]: 44.01/44.02 - RF of loop [83:1,84:1]: 44.01/44.02 B 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f17/29 44.01/44.02 * CE 31 is refined into CE [108] 44.01/44.02 * CE 30 is refined into CE [109] 44.01/44.02 * CE 29 is refined into CE [110] 44.01/44.02 * CE 28 is refined into CE [111] 44.01/44.02 * CE 32 is refined into CE [112] 44.01/44.02 * CE 27 is refined into CE [113] 44.01/44.02 * CE 26 is refined into CE [114] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f17/29 44.01/44.02 * CEs [113] --> Loop 94 44.01/44.02 * CEs [114] --> Loop 95 44.01/44.02 * CEs [108] --> Loop 96 44.01/44.02 * CEs [109] --> Loop 97 44.01/44.02 * CEs [110] --> Loop 98 44.01/44.02 * CEs [111] --> Loop 99 44.01/44.02 * CEs [112] --> Loop 100 44.01/44.02 44.01/44.02 ### Ranking functions of CR f17(B,C,E,F,J,Y1,Z1,A2,B2,C2,D2,E2,J2,K2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3) 44.01/44.02 * RF of phase [94,95]: [J2+1] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f17(B,C,E,F,J,Y1,Z1,A2,B2,C2,D2,E2,J2,K2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3) 44.01/44.02 * Partial RF of phase [94,95]: 44.01/44.02 - RF of loop [94:1,95:1]: 44.01/44.02 J2+1 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f17_loop_cont/67 44.01/44.02 * CE 33 is refined into CE [115] 44.01/44.02 * CE 34 is refined into CE [116] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f17_loop_cont/67 44.01/44.02 * CEs [115] --> Loop 101 44.01/44.02 * CEs [116] --> Loop 102 44.01/44.02 44.01/44.02 ### Ranking functions of CR f17_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f17_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f35/33 44.01/44.02 * CE 84 is refined into CE [117] 44.01/44.02 * CE 83 is refined into CE [118] 44.01/44.02 * CE 79 is refined into CE [119] 44.01/44.02 * CE 82 is refined into CE [120] 44.01/44.02 * CE 78 is refined into CE [121] 44.01/44.02 * CE 81 is refined into CE [122] 44.01/44.02 * CE 77 is refined into CE [123] 44.01/44.02 * CE 80 is refined into CE [124] 44.01/44.02 * CE 76 is refined into CE [125] 44.01/44.02 * CE 75 is refined into CE [126] 44.01/44.02 * CE 73 is refined into CE [127] 44.01/44.02 * CE 71 is refined into CE [128] 44.01/44.02 * CE 69 is refined into CE [129] 44.01/44.02 * CE 74 is refined into CE [130] 44.01/44.02 * CE 72 is refined into CE [131] 44.01/44.02 * CE 70 is refined into CE [132] 44.01/44.02 * CE 68 is refined into CE [133] 44.01/44.02 * CE 67 is refined into CE [134] 44.01/44.02 * CE 65 is refined into CE [135] 44.01/44.02 * CE 63 is refined into CE [136] 44.01/44.02 * CE 61 is refined into CE [137] 44.01/44.02 * CE 66 is refined into CE [138] 44.01/44.02 * CE 64 is refined into CE [139] 44.01/44.02 * CE 62 is refined into CE [140] 44.01/44.02 * CE 60 is refined into CE [141] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f35/33 44.01/44.02 * CEs [126] --> Loop 103 44.01/44.02 * CEs [127] --> Loop 104 44.01/44.02 * CEs [128] --> Loop 105 44.01/44.02 * CEs [129] --> Loop 106 44.01/44.02 * CEs [130] --> Loop 107 44.01/44.02 * CEs [131] --> Loop 108 44.01/44.02 * CEs [132] --> Loop 109 44.01/44.02 * CEs [133] --> Loop 110 44.01/44.02 * CEs [134] --> Loop 111 44.01/44.02 * CEs [135] --> Loop 112 44.01/44.02 * CEs [136] --> Loop 113 44.01/44.02 * CEs [137] --> Loop 114 44.01/44.02 * CEs [138] --> Loop 115 44.01/44.02 * CEs [139] --> Loop 116 44.01/44.02 * CEs [140] --> Loop 117 44.01/44.02 * CEs [141] --> Loop 118 44.01/44.02 * CEs [117] --> Loop 119 44.01/44.02 * CEs [118] --> Loop 120 44.01/44.02 * CEs [119] --> Loop 121 44.01/44.02 * CEs [120] --> Loop 122 44.01/44.02 * CEs [121] --> Loop 123 44.01/44.02 * CEs [122] --> Loop 124 44.01/44.02 * CEs [123] --> Loop 125 44.01/44.02 * CEs [124] --> Loop 126 44.01/44.02 * CEs [125] --> Loop 127 44.01/44.02 44.01/44.02 ### Ranking functions of CR f35(B,C,D,E,F,G,I,J,M,I1,J1,K1,L1,M1,N1,O1,P1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3) 44.01/44.02 * RF of phase [103,104,105,106,107,108,109,110]: [B] 44.01/44.02 * RF of phase [111,112,113,114,115,116,117,118]: [B] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f35(B,C,D,E,F,G,I,J,M,I1,J1,K1,L1,M1,N1,O1,P1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3) 44.01/44.02 * Partial RF of phase [103,104,105,106,107,108,109,110]: 44.01/44.02 - RF of loop [103:1,104:1,105:1,106:1,107:1,108:1,109:1,110:1]: 44.01/44.02 B 44.01/44.02 * Partial RF of phase [111,112,113,114,115,116,117,118]: 44.01/44.02 - RF of loop [111:1,112:1,113:1,114:1,115:1,116:1,117:1,118:1]: 44.01/44.02 B 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f34/58 44.01/44.02 * CE 35 is refined into CE [142,143] 44.01/44.02 * CE 36 is refined into CE [144,145] 44.01/44.02 * CE 37 is refined into CE [146,147] 44.01/44.02 * CE 38 is refined into CE [148,149] 44.01/44.02 * CE 39 is refined into CE [150,151] 44.01/44.02 * CE 40 is refined into CE [152,153] 44.01/44.02 * CE 41 is refined into CE [154,155] 44.01/44.02 * CE 42 is refined into CE [156,157] 44.01/44.02 * CE 57 is refined into CE [158] 44.01/44.02 * CE 55 is refined into CE [159] 44.01/44.02 * CE 56 is refined into CE [160] 44.01/44.02 * CE 43 is refined into CE [161,162,163,164,165,166,167,168,169,170,171,172,173,174,175,176] 44.01/44.02 * CE 44 is refined into CE [177,178,179,180,181,182,183,184,185,186,187,188,189,190,191,192] 44.01/44.02 * CE 45 is refined into CE [193,194,195,196,197,198,199,200,201,202,203,204,205,206,207,208] 44.01/44.02 * CE 46 is refined into CE [209,210,211,212,213,214,215,216,217,218,219,220,221,222,223,224] 44.01/44.02 * CE 47 is refined into CE [225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240] 44.01/44.02 * CE 48 is refined into CE [241,242,243,244,245,246,247,248,249,250,251,252,253,254,255,256] 44.01/44.02 * CE 49 is refined into CE [257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272] 44.01/44.02 * CE 50 is refined into CE [273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288] 44.01/44.02 * CE 54 is refined into CE [289] 44.01/44.02 * CE 53 is refined into CE [290] 44.01/44.02 * CE 52 is refined into CE [291] 44.01/44.02 * CE 51 is refined into CE [292] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f34/58 44.01/44.02 * CEs [289] --> Loop 128 44.01/44.02 * CEs [290] --> Loop 129 44.01/44.02 * CEs [291] --> Loop 130 44.01/44.02 * CEs [292] --> Loop 131 44.01/44.02 * CEs [176,192,208,224] --> Loop 132 44.01/44.02 * CEs [175,191,207,223] --> Loop 133 44.01/44.02 * CEs [174,190,206,222] --> Loop 134 44.01/44.02 * CEs [173,189,205,221] --> Loop 135 44.01/44.02 * CEs [172,188,204,220] --> Loop 136 44.01/44.02 * CEs [171,187,203,219] --> Loop 137 44.01/44.02 * CEs [170,186,202,218] --> Loop 138 44.01/44.02 * CEs [169,185,201,217] --> Loop 139 44.01/44.02 * CEs [240,256,272,288] --> Loop 140 44.01/44.02 * CEs [239,255,271,287] --> Loop 141 44.01/44.02 * CEs [238,254,270,286] --> Loop 142 44.01/44.02 * CEs [237,253,269,285] --> Loop 143 44.01/44.02 * CEs [236,252,268,284] --> Loop 144 44.01/44.02 * CEs [235,251,267,283] --> Loop 145 44.01/44.02 * CEs [234,250,266,282] --> Loop 146 44.01/44.02 * CEs [233,249,265,281] --> Loop 147 44.01/44.02 * CEs [168,184,200,216] --> Loop 148 44.01/44.02 * CEs [167,183,199,215] --> Loop 149 44.01/44.02 * CEs [166,182,198,214] --> Loop 150 44.01/44.02 * CEs [165,181,197,213] --> Loop 151 44.01/44.02 * CEs [164,180,196,212] --> Loop 152 44.01/44.02 * CEs [163,179,195,211] --> Loop 153 44.01/44.02 * CEs [162,178,194,210] --> Loop 154 44.01/44.02 * CEs [161,177,193,209] --> Loop 155 44.01/44.02 * CEs [232,248,264,280] --> Loop 156 44.01/44.02 * CEs [231,247,263,279] --> Loop 157 44.01/44.02 * CEs [230,246,262,278] --> Loop 158 44.01/44.02 * CEs [229,245,261,277] --> Loop 159 44.01/44.02 * CEs [228,244,260,276] --> Loop 160 44.01/44.02 * CEs [227,243,259,275] --> Loop 161 44.01/44.02 * CEs [226,242,258,274] --> Loop 162 44.01/44.02 * CEs [225,241,257,273] --> Loop 163 44.01/44.02 * CEs [143,145,147,149] --> Loop 164 44.01/44.02 * CEs [142,144,146,148] --> Loop 165 44.01/44.02 * CEs [150,152,154,156] --> Loop 166 44.01/44.02 * CEs [151,153,155,157] --> Loop 167 44.01/44.02 * CEs [158] --> Loop 168 44.01/44.02 * CEs [159] --> Loop 169 44.01/44.02 * CEs [160] --> Loop 170 44.01/44.02 44.01/44.02 ### Ranking functions of CR f34(B,C,D,E,F,G,I,J,M,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Z1,A2,B2,C2,D2,E2,F2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4) 44.01/44.02 * RF of phase [128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163]: [I+1] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f34(B,C,D,E,F,G,I,J,M,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Z1,A2,B2,C2,D2,E2,F2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4) 44.01/44.02 * Partial RF of phase [128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163]: 44.01/44.02 - RF of loop [128:1,129:1,130:1,131:1,132:1,133:1,134:1,135:1,136:1,137:1,138:1,139:1,140:1,141:1,142:1,143:1,144:1,145:1,146:1,147:1,148:1,149:1,150:1,151:1,152:1,153:1,154:1,155:1,156:1,157:1,158:1,159:1,160:1,161:1,162:1,163:1]: 44.01/44.02 I+1 44.01/44.02 - RF of loop [132:1,133:1,134:1,135:1,136:1,137:1,138:1,139:1,140:1,141:1,142:1,143:1,144:1,145:1,146:1,147:1]: 44.01/44.02 B/2-1 44.01/44.02 - RF of loop [148:1,149:1,150:1,151:1,152:1,153:1,154:1,155:1,156:1,157:1,158:1,159:1,160:1,161:1,162:1,163:1]: 44.01/44.02 B-1 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f15/31 44.01/44.02 * CE 90 is refined into CE [293] 44.01/44.02 * CE 89 is refined into CE [294] 44.01/44.02 * CE 88 is refined into CE [295] 44.01/44.02 * CE 87 is refined into CE [296] 44.01/44.02 * CE 91 is refined into CE [297] 44.01/44.02 * CE 86 is refined into CE [298] 44.01/44.02 * CE 85 is refined into CE [299] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f15/31 44.01/44.02 * CEs [298] --> Loop 171 44.01/44.02 * CEs [299] --> Loop 172 44.01/44.02 * CEs [293] --> Loop 173 44.01/44.02 * CEs [294] --> Loop 174 44.01/44.02 * CEs [295] --> Loop 175 44.01/44.02 * CEs [296] --> Loop 176 44.01/44.02 * CEs [297] --> Loop 177 44.01/44.02 44.01/44.02 ### Ranking functions of CR f15(B,C,E,F,G,J,Y1,Z1,A2,B2,C2,D2,E2,G2,H2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3) 44.01/44.02 * RF of phase [171,172]: [G2+1] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f15(B,C,E,F,G,J,Y1,Z1,A2,B2,C2,D2,E2,G2,H2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3) 44.01/44.02 * Partial RF of phase [171,172]: 44.01/44.02 - RF of loop [171:1,172:1]: 44.01/44.02 G2+1 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f15_loop_cont/67 44.01/44.02 * CE 92 is refined into CE [300] 44.01/44.02 * CE 93 is refined into CE [301] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f15_loop_cont/67 44.01/44.02 * CEs [300] --> Loop 178 44.01/44.02 * CEs [301] --> Loop 179 44.01/44.02 44.01/44.02 ### Ranking functions of CR f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f34_loop_cont/67 44.01/44.02 * CE 59 is refined into CE [302,303,304,305,306,307,308,309,310,311] 44.01/44.02 * CE 58 is refined into CE [312] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f34_loop_cont/67 44.01/44.02 * CEs [307] --> Loop 180 44.01/44.02 * CEs [308,309,310,311] --> Loop 181 44.01/44.02 * CEs [306] --> Loop 182 44.01/44.02 * CEs [302,303,304,305] --> Loop 183 44.01/44.02 * CEs [312] --> Loop 184 44.01/44.02 44.01/44.02 ### Ranking functions of CR f34_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f34_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f29_loop_cont/67 44.01/44.02 * CE 24 is refined into CE [313,314,315,316,317,318,319,320,321,322] 44.01/44.02 * CE 23 is refined into CE [323] 44.01/44.02 * CE 25 is refined into CE [324,325,326,327,328,329,330,331,332,333,334,335,336,337,338,339,340,341] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f29_loop_cont/67 44.01/44.02 * CEs [319,320,321,322] --> Loop 185 44.01/44.02 * CEs [317] --> Loop 186 44.01/44.02 * CEs [313,314,315,316] --> Loop 187 44.01/44.02 * CEs [318] --> Loop 188 44.01/44.02 * CEs [323] --> Loop 189 44.01/44.02 * CEs [341] --> Loop 190 44.01/44.02 * CEs [340] --> Loop 191 44.01/44.02 * CEs [339] --> Loop 192 44.01/44.02 * CEs [338] --> Loop 193 44.01/44.02 * CEs [337] --> Loop 194 44.01/44.02 * CEs [336] --> Loop 195 44.01/44.02 * CEs [335] --> Loop 196 44.01/44.02 * CEs [334] --> Loop 197 44.01/44.02 * CEs [333] --> Loop 198 44.01/44.02 * CEs [330] --> Loop 199 44.01/44.02 * CEs [331] --> Loop 200 44.01/44.02 * CEs [324,326] --> Loop 201 44.01/44.02 * CEs [325,327] --> Loop 202 44.01/44.02 * CEs [328] --> Loop 203 44.01/44.02 * CEs [329] --> Loop 204 44.01/44.02 * CEs [332] --> Loop 205 44.01/44.02 44.01/44.02 ### Ranking functions of CR f29_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f29_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f1_loop_cont/67 44.01/44.02 * CE 8 is refined into CE [342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,367,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,392,393,394,395,396,397,398,399,400,401,402,403] 44.01/44.02 * CE 7 is refined into CE [404] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f1_loop_cont/67 44.01/44.02 * CEs [395] --> Loop 206 44.01/44.02 * CEs [394] --> Loop 207 44.01/44.02 * CEs [391] --> Loop 208 44.01/44.02 * CEs [393] --> Loop 209 44.01/44.02 * CEs [392] --> Loop 210 44.01/44.02 * CEs [403] --> Loop 211 44.01/44.02 * CEs [402] --> Loop 212 44.01/44.02 * CEs [401] --> Loop 213 44.01/44.02 * CEs [400] --> Loop 214 44.01/44.02 * CEs [399] --> Loop 215 44.01/44.02 * CEs [398] --> Loop 216 44.01/44.02 * CEs [397] --> Loop 217 44.01/44.02 * CEs [396] --> Loop 218 44.01/44.02 * CEs [383,389] --> Loop 219 44.01/44.02 * CEs [382,388] --> Loop 220 44.01/44.02 * CEs [380,386] --> Loop 221 44.01/44.02 * CEs [379,381,385,387] --> Loop 222 44.01/44.02 * CEs [378,384] --> Loop 223 44.01/44.02 * CEs [359,365] --> Loop 224 44.01/44.02 * CEs [358,364] --> Loop 225 44.01/44.02 * CEs [356,362] --> Loop 226 44.01/44.02 * CEs [355,357,361,363] --> Loop 227 44.01/44.02 * CEs [354,360] --> Loop 228 44.01/44.02 * CEs [370,376] --> Loop 229 44.01/44.02 * CEs [369,375] --> Loop 230 44.01/44.02 * CEs [368,374] --> Loop 231 44.01/44.02 * CEs [367,371,373,377] --> Loop 232 44.01/44.02 * CEs [366,372] --> Loop 233 44.01/44.02 * CEs [346,352] --> Loop 234 44.01/44.02 * CEs [345,351] --> Loop 235 44.01/44.02 * CEs [344,350] --> Loop 236 44.01/44.02 * CEs [343,347,349,353] --> Loop 237 44.01/44.02 * CEs [342,348] --> Loop 238 44.01/44.02 * CEs [390] --> Loop 239 44.01/44.02 * CEs [404] --> Loop 240 44.01/44.02 44.01/44.02 ### Ranking functions of CR f1_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f1_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2) 44.01/44.02 44.01/44.02 44.01/44.02 ### Specialization of cost equations f32/10 44.01/44.02 * CE 11 is refined into CE [405] 44.01/44.02 * CE 10 is refined into CE [406] 44.01/44.02 * CE 9 is refined into CE [407] 44.01/44.02 44.01/44.02 44.01/44.02 ### Cost equations --> "Loop" of f32/10 44.01/44.02 * CEs [406] --> Loop 241 44.01/44.02 * CEs [407] --> Loop 242 44.01/44.02 * CEs [405] --> Loop 243 44.01/44.02 44.01/44.02 ### Ranking functions of CR f32(B,C,E,F,G,M,A1,B1,C1,G3) 44.01/44.02 * RF of phase [241,242]: [B] 44.01/44.02 44.01/44.02 #### Partial ranking functions of CR f32(B,C,E,F,G,M,A1,B1,C1,G3) 44.01/44.02 * Partial RF of phase [241,242]: 44.01/44.02 - RF of loop [241:1,242:1]: 44.01/44.02 B 44.01/44.03 44.01/44.03 44.01/44.03 ### Specialization of cost equations f26/66 44.01/44.03 * CE 1 is refined into CE [408] 44.01/44.03 * CE 2 is refined into CE [409,410,411,412,413,414,415,416,417,418,419,420,421,422,423,424,425,426,427,428,429,430,431,432,433,434,435,436,437,438,439,440,441,442,443,444,445,446,447,448,449,450,451,452,453,454,455,456,457,458,459,460,461,462,463,464,465,466,467,468,469,470] 44.01/44.03 * CE 3 is refined into CE [471,472] 44.01/44.03 44.01/44.03 44.01/44.03 ### Cost equations --> "Loop" of f26/66 44.01/44.03 * CEs [437,440,467,470] --> Loop 244 44.01/44.03 * CEs [436,438,439,466,468,469,472] --> Loop 245 44.01/44.03 * CEs [433,435,463,465] --> Loop 246 44.01/44.03 * CEs [432,434,462,464] --> Loop 247 44.01/44.03 * CEs [421,431,451,461] --> Loop 248 44.01/44.03 * CEs [420,430,450,460] --> Loop 249 44.01/44.03 * CEs [416,419,426,429,446,449,456,459] --> Loop 250 44.01/44.03 * CEs [415,418,425,428,445,448,455,458] --> Loop 251 44.01/44.03 * CEs [417,427,447,457] --> Loop 252 44.01/44.03 * CEs [414,424,444,454] --> Loop 253 44.01/44.03 * CEs [413,423,443,453] --> Loop 254 44.01/44.03 * CEs [412,422,442,452] --> Loop 255 44.01/44.03 * CEs [408,409,410,411,441,471] --> Loop 256 44.01/44.03 44.01/44.03 ### Ranking functions of CR f26(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,G3) 44.01/44.03 44.01/44.03 #### Partial ranking functions of CR f26(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,G3) 44.01/44.03 44.01/44.03 44.01/44.03 Computing Bounds 44.01/44.03 ===================================== 44.01/44.03 44.01/44.03 #### Cost of chains of f1(A,C,E,F,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3): 44.01/44.03 * Chain [[80],82]: 1*it(80)+0 44.01/44.03 Such that:it(80) =< -A+Q1 44.01/44.03 44.01/44.03 with precondition: [G3=3,E=Q1,R1=T1,A>=2,E>=A+1] 44.01/44.03 44.01/44.03 * Chain [[80],81]: 1*it(80)+0 44.01/44.03 Such that:it(80) =< -A+E 44.01/44.03 44.01/44.03 with precondition: [G3=7,E=Q1,R1=T1,I3=K3,E=Q3+1,A>=2,J3>=2,E>=A+1,H3>=J3] 44.01/44.03 44.01/44.03 * Chain [82]: 0 44.01/44.03 with precondition: [G3=3,Q1=E,T1=R1,A>=2,Q1>=A] 44.01/44.03 44.01/44.03 * Chain [81]: 0 44.01/44.03 with precondition: [G3=7,E=A,E=Q1,T1=R1,P3=U1,Q3=V1,T1=I3,T1=K3,E>=2,J3>=2,H3>=J3] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f29(A,B,C,D,E,F,G,H,J,K,L,M,N,O,Z1,A2,B2,C2,D2,E2,I2,L2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4): 44.01/44.03 * Chain [[83,84],93]: 2*it(83)+0 44.01/44.03 Such that:aux(1) =< B 44.01/44.03 aux(2) =< B-S3+1 44.01/44.03 it(83) =< aux(1) 44.01/44.03 it(83) =< aux(2) 44.01/44.03 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,C=I3,N3+1=P3,H3+1=S3,A=T3,Z1=U3,A2=V3,B2=W3,C2=X3,D2=Y3,E2=Z3,I2=A4,L2=B4,0>=C+1,0>=L3+1,A>=2,H3>=1,K3>=2,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[83,84],92]: 2*it(83)+0 44.01/44.03 Such that:aux(1) =< B 44.01/44.03 aux(2) =< B-S3+1 44.01/44.03 it(83) =< aux(1) 44.01/44.03 it(83) =< aux(2) 44.01/44.03 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,C=I3,N3+1=P3,H3+1=S3,A=T3,Z1=U3,A2=V3,B2=W3,C2=X3,D2=Y3,E2=Z3,I2=A4,L2=B4,0>=C+1,A>=2,H3>=1,K3>=2,L3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[83,84],91]: 2*it(83)+0 44.01/44.03 Such that:aux(1) =< B 44.01/44.03 aux(2) =< B-S3+1 44.01/44.03 it(83) =< aux(1) 44.01/44.03 it(83) =< aux(2) 44.01/44.03 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,C=I3,N3+1=P3,H3+1=S3,A=T3,Z1=U3,A2=V3,B2=W3,C2=X3,D2=Y3,E2=Z3,I2=A4,L2=B4,0>=L3+1,A>=2,C>=1,H3>=1,K3>=2,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[83,84],90]: 2*it(83)+0 44.01/44.03 Such that:aux(1) =< B 44.01/44.03 aux(2) =< B-S3+1 44.01/44.03 it(83) =< aux(1) 44.01/44.03 it(83) =< aux(2) 44.01/44.03 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,C=I3,N3+1=P3,H3+1=S3,A=T3,Z1=U3,A2=V3,B2=W3,C2=X3,D2=Y3,E2=Z3,I2=A4,L2=B4,A>=2,C>=1,H3>=1,K3>=2,L3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[83,84],89]: 2*it(83)+0 44.01/44.03 Such that:aux(3) =< B 44.01/44.03 it(83) =< aux(3) 44.01/44.03 44.01/44.03 with precondition: [G3=3,A>=2,B>=1] 44.01/44.03 44.01/44.03 * Chain [[83,84],88]: 2*it(83)+0 44.01/44.03 Such that:aux(4) =< B 44.01/44.03 it(83) =< aux(4) 44.01/44.03 44.01/44.03 with precondition: [G3=6,S3=1,U3=0,X3=0,C=I3,D=J3,C=L3,H=N3,J=O3,K=P3,L=Q3,A=T3,C=V3,C=W3,C=Y3,C=Z3,A4+1=B4,0>=C+1,0>=H3,A>=2,B>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [[83,84],85]: 2*it(83)+0 44.01/44.03 Such that:aux(5) =< B 44.01/44.03 it(83) =< aux(5) 44.01/44.03 44.01/44.03 with precondition: [G3=6,S3=1,U3=0,X3=0,C=I3,D=J3,C=L3,H=N3,J=O3,K=P3,L=Q3,A=T3,C=V3,C=W3,C=Y3,C=Z3,A4+1=B4,0>=H3,A>=2,B>=1,C>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [93]: 0 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,S3=N,T3=O,U3=Z1,V3=A2,W3=B2,X3=C2,Y3=D2,Z3=E2,A4=I2,B4=L2,B=H3,C=I3,P3=N3+1,0>=C+1,0>=L3+1,A>=0,B>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [92]: 0 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,S3=N,T3=O,U3=Z1,V3=A2,W3=B2,X3=C2,Y3=D2,Z3=E2,A4=I2,B4=L2,B=H3,C=I3,P3=N3+1,0>=C+1,A>=0,B>=1,K3>=2,L3>=1] 44.01/44.03 44.01/44.03 * Chain [91]: 0 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,S3=N,T3=O,U3=Z1,V3=A2,W3=B2,X3=C2,Y3=D2,Z3=E2,A4=I2,B4=L2,B=H3,C=I3,P3=N3+1,0>=L3+1,A>=0,B>=1,C>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [90]: 0 44.01/44.03 with precondition: [D=1,G3=2,J3=1,M3=0,S3=N,T3=O,U3=Z1,V3=A2,W3=B2,X3=C2,Y3=D2,Z3=E2,A4=I2,B4=L2,B=H3,C=I3,P3=N3+1,A>=0,B>=1,C>=1,K3>=2,L3>=1] 44.01/44.03 44.01/44.03 * Chain [89]: 0 44.01/44.03 with precondition: [G3=3] 44.01/44.03 44.01/44.03 * Chain [88]: 0 44.01/44.03 with precondition: [G3=6,U3=0,X3=0,J3=D,M3=G,N3=H,O3=J,P3=K,Q3=L,R3=M,S3=N,T3=O,F=I3,F=L3,F=V3,F=W3,F=Y3,F=Z3,B4=A4+1,0>=B,0>=C+1,0>=F+1,0>=H3,A>=2,K3>=2] 44.01/44.03 44.01/44.03 * Chain [87]: 0 44.01/44.03 with precondition: [G3=6,U3=0,X3=0,J3=D,M3=G,N3=H,O3=J,P3=K,Q3=L,R3=M,S3=N,T3=O,F=I3,F=L3,F=V3,F=W3,F=Y3,F=Z3,B4=A4+1,0>=B,0>=C+1,0>=H3,A>=2,F>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [86]: 0 44.01/44.03 with precondition: [G3=6,U3=0,X3=0,J3=D,M3=G,N3=H,O3=J,P3=K,Q3=L,R3=M,S3=N,T3=O,F=I3,F=L3,F=V3,F=W3,F=Y3,F=Z3,B4=A4+1,0>=B,0>=F+1,0>=H3,A>=2,C>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [85]: 0 44.01/44.03 with precondition: [G3=6,U3=0,X3=0,J3=D,M3=G,N3=H,O3=J,P3=K,Q3=L,R3=M,S3=N,T3=O,F=I3,F=L3,F=V3,F=W3,F=Y3,F=Z3,B4=A4+1,0>=B,0>=H3,A>=2,C>=1,F>=1,K3>=2] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f17(B,C,E,F,J,Y1,Z1,A2,B2,C2,D2,E2,J2,K2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3): 44.01/44.03 * Chain [[94,95],100]: 2*it(94)+0 44.01/44.03 Such that:aux(8) =< J2+1 44.01/44.03 it(94) =< aux(8) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,G3=3,J2>=0] 44.01/44.03 44.01/44.03 * Chain [[94,95],99]: 2*it(94)+0 44.01/44.03 Such that:aux(6) =< J2+1 44.01/44.03 aux(7) =< J2-T3 44.01/44.03 it(94) =< aux(6) 44.01/44.03 it(94) =< aux(7) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,T3=U3,0>=H3,0>=I3+1,0>=S3+1,J3>=2,T3>=0,J2>=T3+1] 44.01/44.03 44.01/44.03 * Chain [[94,95],98]: 2*it(94)+0 44.01/44.03 Such that:aux(6) =< J2+1 44.01/44.03 aux(7) =< J2-T3 44.01/44.03 it(94) =< aux(6) 44.01/44.03 it(94) =< aux(7) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,T3=U3,0>=H3,0>=I3+1,J3>=2,S3>=1,T3>=0,J2>=T3+1] 44.01/44.03 44.01/44.03 * Chain [[94,95],97]: 2*it(94)+0 44.01/44.03 Such that:aux(6) =< J2+1 44.01/44.03 aux(7) =< J2-T3 44.01/44.03 it(94) =< aux(6) 44.01/44.03 it(94) =< aux(7) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,T3=U3,0>=H3,0>=S3+1,I3>=1,J3>=2,T3>=0,J2>=T3+1] 44.01/44.03 44.01/44.03 * Chain [[94,95],96]: 2*it(94)+0 44.01/44.03 Such that:aux(6) =< J2+1 44.01/44.03 aux(7) =< J2-T3 44.01/44.03 it(94) =< aux(6) 44.01/44.03 it(94) =< aux(7) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,T3=U3,0>=H3,I3>=1,J3>=2,S3>=1,T3>=0,J2>=T3+1] 44.01/44.03 44.01/44.03 * Chain [100]: 0 44.01/44.03 with precondition: [G3=3] 44.01/44.03 44.01/44.03 * Chain [99]: 0 44.01/44.03 with precondition: [G3=4,K3=F,L3=J,A2=Z1,U3=K2,J2=T3,0>=H3,0>=I3+1,0>=S3+1,J2>=0,J3>=2] 44.01/44.03 44.01/44.03 * Chain [98]: 0 44.01/44.03 with precondition: [G3=4,K3=F,L3=J,A2=Z1,U3=K2,J2=T3,0>=H3,0>=I3+1,J2>=0,J3>=2,S3>=1] 44.01/44.03 44.01/44.03 * Chain [97]: 0 44.01/44.03 with precondition: [G3=4,K3=F,L3=J,A2=Z1,U3=K2,J2=T3,0>=H3,0>=S3+1,J2>=0,I3>=1,J3>=2] 44.01/44.03 44.01/44.03 * Chain [96]: 0 44.01/44.03 with precondition: [G3=4,K3=F,L3=J,A2=Z1,U3=K2,J2=T3,0>=H3,J2>=0,I3>=1,J3>=2,S3>=1] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f17_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2): 44.01/44.03 * Chain [102]: 0 44.01/44.03 with precondition: [A=3] 44.01/44.03 44.01/44.03 * Chain [101]: 0 44.01/44.03 with precondition: [A=4] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f35(B,C,D,E,F,G,I,J,M,I1,J1,K1,L1,M1,N1,O1,P1,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3): 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],127]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=K3+1,0>=P3+1,0>=T3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],126]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=K3+1,0>=P3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],125]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=K3+1,0>=T3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,P3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],124]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=K3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,P3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],123]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=P3+1,0>=T3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],122]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=P3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],121]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,0>=T3+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,P3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],120]: 8*it(111)+0 44.01/44.03 Such that:aux(9) =< B 44.01/44.03 aux(10) =< B-H3 44.01/44.03 it(111) =< aux(9) 44.01/44.03 it(111) =< aux(10) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=C+1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,P3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[111,112,113,114,115,116,117,118],119]: 8*it(111)+0 44.01/44.03 Such that:aux(11) =< B 44.01/44.03 it(111) =< aux(11) 44.01/44.03 44.01/44.03 with precondition: [G3=3,0>=C+1,B>=1,D>=0,E>=2,I>=0] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],127]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=K3+1,0>=P3+1,0>=T3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],126]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=K3+1,0>=P3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],125]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=K3+1,0>=T3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,P3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],124]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=K3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,P3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],123]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=P3+1,0>=T3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],122]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=P3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],121]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,0>=T3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,P3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],120]: 8*it(103)+0 44.01/44.03 Such that:aux(12) =< B 44.01/44.03 aux(13) =< B-H3 44.01/44.03 it(103) =< aux(12) 44.01/44.03 it(103) =< aux(13) 44.01/44.03 44.01/44.03 with precondition: [G3=2,L3=0,D+1=I3,I=M3+1,H3+1=Q3,D=R3,I=S3,D+1=U3,I=V3+1,C>=1,D>=0,E>=2,I>=0,H3>=1,J3>=2,K3>=1,P3>=1,T3>=1,B>=H3+1] 44.01/44.03 44.01/44.03 * Chain [[103,104,105,106,107,108,109,110],119]: 8*it(103)+0 44.01/44.03 Such that:aux(14) =< B 44.01/44.03 it(103) =< aux(14) 44.01/44.03 44.01/44.03 with precondition: [G3=3,B>=1,C>=1,D>=0,E>=2,I>=0] 44.01/44.03 44.01/44.03 * Chain [127]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=K3+1,0>=P3+1,0>=T3+1,B>=1,D>=0,E>=2,I>=0,J3>=2] 44.01/44.03 44.01/44.03 * Chain [126]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=K3+1,0>=P3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,T3>=1] 44.01/44.03 44.01/44.03 * Chain [125]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=K3+1,0>=T3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,P3>=1] 44.01/44.03 44.01/44.03 * Chain [124]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=K3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,P3>=1,T3>=1] 44.01/44.03 44.01/44.03 * Chain [123]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=P3+1,0>=T3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,K3>=1] 44.01/44.03 44.01/44.03 * Chain [122]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=P3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,K3>=1,T3>=1] 44.01/44.03 44.01/44.03 * Chain [121]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,0>=T3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,K3>=1,P3>=1] 44.01/44.03 44.01/44.03 * Chain [120]: 0 44.01/44.03 with precondition: [G3=2,L3=0,Q3=J1,R3=K1,S3=L1,B=H3,D+1=I3,I=M3+1,D+1=U3,I=V3+1,B>=1,D>=0,E>=2,I>=0,J3>=2,K3>=1,P3>=1,T3>=1] 44.01/44.03 44.01/44.03 * Chain [119]: 0 44.01/44.03 with precondition: [G3=3,B>=0,D>=0,E>=2,I>=0] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f34(B,C,D,E,F,G,I,J,M,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Z1,A2,B2,C2,D2,E2,F2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4): 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],170]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+0 44.01/44.03 Such that:aux(67) =< I+1 44.01/44.03 aux(68) =< I-N3 44.01/44.03 aux(69) =< B 44.01/44.03 aux(70) =< B/2 44.01/44.03 it(133) =< aux(69) 44.01/44.03 it(148) =< aux(69) 44.01/44.03 it(132) =< aux(70) 44.01/44.03 it(133) =< aux(70) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(69) 44.01/44.03 s(243) =< it(132)*aux(69) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(69) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(69) 44.01/44.03 44.01/44.03 with precondition: [C=0,G3=5,I3=0,M3=0,R3=0,D4=0,G4=0,D1=Q3,N3=U3,I1=V3,J1=W3,K1=X3,L1=Y3,M1=Z3,N1=A4,O1=B4,P1=C4,L3=E4,L3=F4,L3=H4,L3=I4,N3+T3=D+I,0>=L3+1,B>=1,D>=0,H3>=1,K3>=2,N3>=0,I>=N3+1] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],169]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+0 44.01/44.03 Such that:aux(67) =< I+1 44.01/44.03 aux(68) =< I-N3 44.01/44.03 aux(71) =< B 44.01/44.03 aux(72) =< B/2 44.01/44.03 it(133) =< aux(71) 44.01/44.03 it(148) =< aux(71) 44.01/44.03 it(132) =< aux(72) 44.01/44.03 it(133) =< aux(72) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(71) 44.01/44.03 s(243) =< it(132)*aux(71) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(71) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(71) 44.01/44.03 44.01/44.03 with precondition: [C=0,G3=5,I3=0,M3=0,R3=0,D4=0,G4=0,D1=Q3,N3=U3,I1=V3,J1=W3,K1=X3,L1=Y3,M1=Z3,N1=A4,O1=B4,P1=C4,L3=E4,L3=F4,L3=H4,L3=I4,N3+T3=D+I,B>=1,D>=0,H3>=1,K3>=2,L3>=1,N3>=0,I>=N3+1] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],168]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+0 44.01/44.03 Such that:aux(73) =< B 44.01/44.03 aux(74) =< B/2 44.01/44.03 aux(75) =< I+1 44.01/44.03 it(133) =< aux(73) 44.01/44.03 it(148) =< aux(73) 44.01/44.03 it(132) =< aux(74) 44.01/44.03 it(133) =< aux(74) 44.01/44.03 it(128) =< aux(75) 44.01/44.03 it(132) =< aux(75) 44.01/44.03 it(133) =< aux(75) 44.01/44.03 it(148) =< aux(75) 44.01/44.03 aux(48) =< aux(73) 44.01/44.03 s(243) =< it(132)*aux(73) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(73) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(73) 44.01/44.03 44.01/44.03 with precondition: [G3=3,B>=1,D>=0,I>=0] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],167]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+0 44.01/44.03 Such that:aux(68) =< I 44.01/44.03 aux(67) =< I+1 44.01/44.03 aux(76) =< B 44.01/44.03 aux(77) =< B/2 44.01/44.03 it(133) =< aux(76) 44.01/44.03 it(148) =< aux(76) 44.01/44.03 it(132) =< aux(77) 44.01/44.03 it(133) =< aux(77) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(76) 44.01/44.03 s(243) =< it(132)*aux(76) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(76) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(76) 44.01/44.03 44.01/44.03 with precondition: [G3=3,0>=C+1,B>=1,D>=0,I>=1] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],166]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+32*s(290)+0 44.01/44.03 Such that:aux(68) =< I 44.01/44.03 aux(67) =< I+1 44.01/44.03 aux(79) =< B 44.01/44.03 aux(80) =< B/2 44.01/44.03 aux(66) =< aux(79) 44.01/44.03 aux(66) =< aux(80) 44.01/44.03 s(290) =< aux(79) 44.01/44.03 it(133) =< aux(79) 44.01/44.03 it(148) =< aux(79) 44.01/44.03 it(132) =< aux(80) 44.01/44.03 it(133) =< aux(80) 44.01/44.03 it(132) =< aux(66) 44.01/44.03 it(133) =< aux(66) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(79) 44.01/44.03 s(243) =< it(132)*aux(79) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(79) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(79) 44.01/44.03 44.01/44.03 with precondition: [G3=3,0>=C+1,B>=2,D>=0,I>=1] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],165]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+0 44.01/44.03 Such that:aux(68) =< I 44.01/44.03 aux(67) =< I+1 44.01/44.03 aux(81) =< B 44.01/44.03 aux(82) =< B/2 44.01/44.03 it(133) =< aux(81) 44.01/44.03 it(148) =< aux(81) 44.01/44.03 it(132) =< aux(82) 44.01/44.03 it(133) =< aux(82) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(81) 44.01/44.03 s(243) =< it(132)*aux(81) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(81) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(81) 44.01/44.03 44.01/44.03 with precondition: [G3=3,B>=1,C>=1,D>=0,I>=1] 44.01/44.03 44.01/44.03 * Chain [[128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163],164]: 4*it(128)+1*it(132)+15*it(133)+16*it(148)+32*s(241)+480*s(244)+32*s(298)+0 44.01/44.03 Such that:aux(68) =< I 44.01/44.03 aux(67) =< I+1 44.01/44.03 aux(84) =< B 44.01/44.03 aux(85) =< B/2 44.01/44.03 aux(66) =< aux(84) 44.01/44.03 aux(66) =< aux(85) 44.01/44.03 s(298) =< aux(84) 44.01/44.03 it(133) =< aux(84) 44.01/44.03 it(148) =< aux(84) 44.01/44.03 it(132) =< aux(85) 44.01/44.03 it(133) =< aux(85) 44.01/44.03 it(132) =< aux(66) 44.01/44.03 it(133) =< aux(66) 44.01/44.03 it(128) =< aux(67) 44.01/44.03 it(132) =< aux(67) 44.01/44.03 it(133) =< aux(67) 44.01/44.03 it(148) =< aux(67) 44.01/44.03 it(128) =< aux(68) 44.01/44.03 it(132) =< aux(68) 44.01/44.03 it(133) =< aux(68) 44.01/44.03 it(148) =< aux(68) 44.01/44.03 aux(48) =< aux(84) 44.01/44.03 s(243) =< it(132)*aux(84) 44.01/44.03 s(246) =< it(133)*aux(48) 44.01/44.03 s(244) =< s(246) 44.01/44.03 s(244) =< aux(84) 44.01/44.03 s(241) =< s(243) 44.01/44.03 s(241) =< aux(84) 44.01/44.03 44.01/44.03 with precondition: [G3=3,B>=2,C>=1,D>=0,I>=1] 44.01/44.03 44.01/44.03 * Chain [170]: 0 44.01/44.03 with precondition: [C=0,G3=5,I3=0,M3=0,D4=0,G4=0,O3=J,P3=M,Q3=D1,R3=E1,S3=F1,T3=G1,U3=H1,V3=I1,W3=J1,X3=K1,Y3=L1,Z3=M1,A4=N1,B4=O1,C4=P1,F=L3,I=N3,F=E4,F=F4,F=H4,F=I4,0>=F+1,D>=0,I>=0,H3>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [169]: 0 44.01/44.03 with precondition: [C=0,G3=5,I3=0,M3=0,D4=0,G4=0,O3=J,P3=M,Q3=D1,R3=E1,S3=F1,T3=G1,U3=H1,V3=I1,W3=J1,X3=K1,Y3=L1,Z3=M1,A4=N1,B4=O1,C4=P1,F=L3,I=N3,F=E4,F=F4,F=H4,F=I4,D>=0,F>=1,I>=0,H3>=1,K3>=2] 44.01/44.03 44.01/44.03 * Chain [168]: 0 44.01/44.03 with precondition: [G3=3] 44.01/44.03 44.01/44.03 * Chain [167]: 0 44.01/44.03 with precondition: [G3=3,0>=C+1,B>=1,D>=0,I>=0] 44.01/44.03 44.01/44.03 * Chain [166]: 32*s(290)+0 44.01/44.03 Such that:aux(78) =< B 44.01/44.03 s(290) =< aux(78) 44.01/44.03 44.01/44.03 with precondition: [G3=3,0>=C+1,B>=2,D>=0,I>=0] 44.01/44.03 44.01/44.03 * Chain [165]: 0 44.01/44.03 with precondition: [G3=3,B>=1,C>=1,D>=0,I>=0] 44.01/44.03 44.01/44.03 * Chain [164]: 32*s(298)+0 44.01/44.03 Such that:aux(83) =< B 44.01/44.03 s(298) =< aux(83) 44.01/44.03 44.01/44.03 with precondition: [G3=3,B>=2,C>=1,D>=0,I>=0] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f15(B,C,E,F,G,J,Y1,Z1,A2,B2,C2,D2,E2,G2,H2,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3): 44.01/44.03 * Chain [[171,172],177]: 2*it(171)+0 44.01/44.03 Such that:aux(88) =< G2+1 44.01/44.03 it(171) =< aux(88) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,G3=3,G2>=0] 44.01/44.03 44.01/44.03 * Chain [[171,172],176]: 2*it(171)+0 44.01/44.03 Such that:aux(86) =< G2+1 44.01/44.03 aux(87) =< G2-V3 44.01/44.03 it(171) =< aux(86) 44.01/44.03 it(171) =< aux(87) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,I3=0,L3=0,U3=V3,0>=K3+1,0>=T3+1,H3>=1,J3>=2,U3>=0,G2>=U3+1] 44.01/44.03 44.01/44.03 * Chain [[171,172],175]: 2*it(171)+0 44.01/44.03 Such that:aux(86) =< G2+1 44.01/44.03 aux(87) =< G2-V3 44.01/44.03 it(171) =< aux(86) 44.01/44.03 it(171) =< aux(87) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,I3=0,L3=0,U3=V3,0>=K3+1,H3>=1,J3>=2,T3>=1,U3>=0,G2>=U3+1] 44.01/44.03 44.01/44.03 * Chain [[171,172],174]: 2*it(171)+0 44.01/44.03 Such that:aux(86) =< G2+1 44.01/44.03 aux(87) =< G2-V3 44.01/44.03 it(171) =< aux(86) 44.01/44.03 it(171) =< aux(87) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,I3=0,L3=0,U3=V3,0>=T3+1,H3>=1,J3>=2,K3>=1,U3>=0,G2>=U3+1] 44.01/44.03 44.01/44.03 * Chain [[171,172],173]: 2*it(171)+0 44.01/44.03 Such that:aux(86) =< G2+1 44.01/44.03 aux(87) =< G2-V3 44.01/44.03 it(171) =< aux(86) 44.01/44.03 it(171) =< aux(87) 44.01/44.03 44.01/44.03 with precondition: [Z1=0,A2=0,G3=4,I3=0,L3=0,U3=V3,H3>=1,J3>=2,K3>=1,T3>=1,U3>=0,G2>=U3+1] 44.01/44.03 44.01/44.03 * Chain [177]: 0 44.01/44.03 with precondition: [G3=3] 44.01/44.03 44.01/44.03 * Chain [176]: 0 44.01/44.03 with precondition: [G3=4,I3=C,L3=G,M3=J,A2=Z1,V3=H2,G2=U3,0>=K3+1,0>=T3+1,G2>=0,H3>=1,J3>=2] 44.01/44.03 44.01/44.03 * Chain [175]: 0 44.01/44.03 with precondition: [G3=4,I3=C,L3=G,M3=J,A2=Z1,V3=H2,G2=U3,0>=K3+1,G2>=0,H3>=1,J3>=2,T3>=1] 44.01/44.03 44.01/44.03 * Chain [174]: 0 44.01/44.03 with precondition: [G3=4,I3=C,L3=G,M3=J,A2=Z1,V3=H2,G2=U3,0>=T3+1,G2>=0,H3>=1,J3>=2,K3>=1] 44.01/44.03 44.01/44.03 * Chain [173]: 0 44.01/44.03 with precondition: [G3=4,I3=C,L3=G,M3=J,A2=Z1,V3=H2,G2=U3,G2>=0,H3>=1,J3>=2,K3>=1,T3>=1] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f15_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2): 44.01/44.03 * Chain [179]: 0 44.01/44.03 with precondition: [A=3] 44.01/44.03 44.01/44.03 * Chain [178]: 0 44.01/44.03 with precondition: [A=4] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f34_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2): 44.01/44.03 * Chain [184]: 0 44.01/44.03 with precondition: [A=3,H2=G2] 44.01/44.03 44.01/44.03 * Chain [183]: 8*s(307)+0 44.01/44.03 Such that:aux(89) =< H2 44.01/44.03 aux(90) =< H2+1 44.01/44.03 s(307) =< aux(90) 44.01/44.03 s(307) =< aux(89) 44.01/44.03 44.01/44.03 with precondition: [A=5,A2=0,B2=0,H2=G2,H2>=1] 44.01/44.03 44.01/44.03 * Chain [182]: 2*s(318)+0 44.01/44.03 Such that:s(317) =< G2+1 44.01/44.03 s(318) =< s(317) 44.01/44.03 44.01/44.03 with precondition: [A=5,A2=0,H2=G2,H2>=0] 44.01/44.03 44.01/44.03 * Chain [181]: 0 44.01/44.03 with precondition: [A=5,B2=A2,H2=G2,H2>=0] 44.01/44.03 44.01/44.03 * Chain [180]: 0 44.01/44.03 with precondition: [A=5,H2=G2] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f29_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2): 44.01/44.03 * Chain [205]: 0 44.01/44.03 with precondition: [A=2] 44.01/44.03 44.01/44.03 * Chain [204]: 0 44.01/44.03 with precondition: [A=2,D=0,0>=G+1,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [203]: 2*s(320)+0 44.01/44.03 Such that:s(319) =< H2+1 44.01/44.03 s(320) =< s(319) 44.01/44.03 44.01/44.03 with precondition: [A=2,D=0,0>=G+1,E>=0,J>=0,H2>=0] 44.01/44.03 44.01/44.03 * Chain [202]: 30*s(325)+32*s(326)+2*s(327)+8*s(328)+960*s(332)+64*s(333)+0 44.01/44.03 Such that:aux(91) =< C 44.01/44.03 aux(92) =< C/2 44.01/44.03 aux(93) =< J 44.01/44.03 aux(94) =< J+1 44.01/44.03 s(325) =< aux(91) 44.01/44.03 s(326) =< aux(91) 44.01/44.03 s(327) =< aux(92) 44.01/44.03 s(325) =< aux(92) 44.01/44.03 s(328) =< aux(94) 44.01/44.03 s(327) =< aux(94) 44.01/44.03 s(325) =< aux(94) 44.01/44.03 s(326) =< aux(94) 44.01/44.03 s(328) =< aux(93) 44.01/44.03 s(327) =< aux(93) 44.01/44.03 s(325) =< aux(93) 44.01/44.03 s(326) =< aux(93) 44.01/44.03 s(329) =< aux(91) 44.01/44.03 s(330) =< s(327)*aux(91) 44.01/44.03 s(331) =< s(325)*s(329) 44.01/44.03 s(332) =< s(331) 44.01/44.03 s(332) =< aux(91) 44.01/44.03 s(333) =< s(330) 44.01/44.03 s(333) =< aux(91) 44.01/44.03 44.01/44.03 with precondition: [A=2,D=0,C>=1,E>=0,J>=1] 44.01/44.03 44.01/44.03 * Chain [201]: 30*s(351)+32*s(352)+2*s(353)+8*s(354)+960*s(358)+64*s(359)+4*s(361)+0 44.01/44.03 Such that:aux(95) =< C 44.01/44.03 aux(96) =< C/2 44.01/44.03 aux(97) =< J 44.01/44.03 aux(98) =< J+1 44.01/44.03 aux(99) =< H2+1 44.01/44.03 s(361) =< aux(99) 44.01/44.03 s(351) =< aux(95) 44.01/44.03 s(352) =< aux(95) 44.01/44.03 s(353) =< aux(96) 44.01/44.03 s(351) =< aux(96) 44.01/44.03 s(354) =< aux(98) 44.01/44.03 s(353) =< aux(98) 44.01/44.03 s(351) =< aux(98) 44.01/44.03 s(352) =< aux(98) 44.01/44.03 s(354) =< aux(97) 44.01/44.03 s(353) =< aux(97) 44.01/44.03 s(351) =< aux(97) 44.01/44.03 s(352) =< aux(97) 44.01/44.03 s(355) =< aux(95) 44.01/44.03 s(356) =< s(353)*aux(95) 44.01/44.03 s(357) =< s(351)*s(355) 44.01/44.03 s(358) =< s(357) 44.01/44.03 s(358) =< aux(95) 44.01/44.03 s(359) =< s(356) 44.01/44.03 s(359) =< aux(95) 44.01/44.03 44.01/44.03 with precondition: [A=2,D=0,C>=1,E>=0,J>=1,H2>=0] 44.01/44.03 44.01/44.03 * Chain [200]: 0 44.01/44.03 with precondition: [A=2,D=0,E>=0,G>=1,J>=0] 44.01/44.03 44.01/44.03 * Chain [199]: 2*s(378)+0 44.01/44.03 Such that:s(377) =< H2+1 44.01/44.03 s(378) =< s(377) 44.01/44.03 44.01/44.03 with precondition: [A=2,D=0,E>=0,G>=1,J>=0,H2>=0] 44.01/44.03 44.01/44.03 * Chain [198]: 0 44.01/44.03 with precondition: [A=2,0>=D+1,C>=1,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [197]: 15*s(383)+16*s(384)+1*s(385)+4*s(386)+480*s(390)+32*s(391)+0 44.01/44.03 Such that:s(381) =< C 44.01/44.03 s(382) =< C/2 44.01/44.03 s(379) =< J 44.01/44.03 s(380) =< J+1 44.01/44.03 s(383) =< s(381) 44.01/44.03 s(384) =< s(381) 44.01/44.03 s(385) =< s(382) 44.01/44.03 s(383) =< s(382) 44.01/44.03 s(386) =< s(380) 44.01/44.03 s(385) =< s(380) 44.01/44.03 s(383) =< s(380) 44.01/44.03 s(384) =< s(380) 44.01/44.03 s(386) =< s(379) 44.01/44.03 s(385) =< s(379) 44.01/44.03 s(383) =< s(379) 44.01/44.03 s(384) =< s(379) 44.01/44.03 s(387) =< s(381) 44.01/44.03 s(388) =< s(385)*s(381) 44.01/44.03 s(389) =< s(383)*s(387) 44.01/44.03 s(390) =< s(389) 44.01/44.03 s(390) =< s(381) 44.01/44.03 s(391) =< s(388) 44.01/44.03 s(391) =< s(381) 44.01/44.03 44.01/44.03 with precondition: [A=2,0>=D+1,C>=1,E>=0,J>=1] 44.01/44.03 44.01/44.03 * Chain [196]: 32*s(393)+0 44.01/44.03 Such that:s(392) =< C 44.01/44.03 s(393) =< s(392) 44.01/44.03 44.01/44.03 with precondition: [A=2,0>=D+1,C>=2,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [195]: 32*s(399)+15*s(400)+16*s(401)+1*s(402)+4*s(403)+480*s(407)+32*s(408)+0 44.01/44.03 Such that:s(396) =< C 44.01/44.03 s(397) =< C/2 44.01/44.03 s(394) =< J 44.01/44.03 s(395) =< J+1 44.01/44.03 s(398) =< s(396) 44.01/44.03 s(398) =< s(397) 44.01/44.03 s(399) =< s(396) 44.01/44.03 s(400) =< s(396) 44.01/44.03 s(401) =< s(396) 44.01/44.03 s(402) =< s(397) 44.01/44.03 s(400) =< s(397) 44.01/44.03 s(402) =< s(398) 44.01/44.03 s(400) =< s(398) 44.01/44.03 s(403) =< s(395) 44.01/44.03 s(402) =< s(395) 44.01/44.03 s(400) =< s(395) 44.01/44.03 s(401) =< s(395) 44.01/44.03 s(403) =< s(394) 44.01/44.03 s(402) =< s(394) 44.01/44.03 s(400) =< s(394) 44.01/44.03 s(401) =< s(394) 44.01/44.03 s(404) =< s(396) 44.01/44.03 s(405) =< s(402)*s(396) 44.01/44.03 s(406) =< s(400)*s(404) 44.01/44.03 s(407) =< s(406) 44.01/44.03 s(407) =< s(396) 44.01/44.03 s(408) =< s(405) 44.01/44.03 s(408) =< s(396) 44.01/44.03 44.01/44.03 with precondition: [A=2,0>=D+1,C>=2,E>=0,J>=1] 44.01/44.03 44.01/44.03 * Chain [194]: 0 44.01/44.03 with precondition: [A=2,C>=1,D>=1,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [193]: 15*s(413)+16*s(414)+1*s(415)+4*s(416)+480*s(420)+32*s(421)+0 44.01/44.03 Such that:s(411) =< C 44.01/44.03 s(412) =< C/2 44.01/44.03 s(409) =< J 44.01/44.03 s(410) =< J+1 44.01/44.03 s(413) =< s(411) 44.01/44.03 s(414) =< s(411) 44.01/44.03 s(415) =< s(412) 44.01/44.03 s(413) =< s(412) 44.01/44.03 s(416) =< s(410) 44.01/44.03 s(415) =< s(410) 44.01/44.03 s(413) =< s(410) 44.01/44.03 s(414) =< s(410) 44.01/44.03 s(416) =< s(409) 44.01/44.03 s(415) =< s(409) 44.01/44.03 s(413) =< s(409) 44.01/44.03 s(414) =< s(409) 44.01/44.03 s(417) =< s(411) 44.01/44.03 s(418) =< s(415)*s(411) 44.01/44.03 s(419) =< s(413)*s(417) 44.01/44.03 s(420) =< s(419) 44.01/44.03 s(420) =< s(411) 44.01/44.03 s(421) =< s(418) 44.01/44.03 s(421) =< s(411) 44.01/44.03 44.01/44.03 with precondition: [A=2,C>=1,D>=1,E>=0,J>=1] 44.01/44.03 44.01/44.03 * Chain [192]: 15*s(425)+16*s(426)+1*s(427)+4*s(428)+480*s(432)+32*s(433)+0 44.01/44.03 Such that:s(422) =< C 44.01/44.03 s(423) =< C/2 44.01/44.03 s(424) =< J+1 44.01/44.03 s(425) =< s(422) 44.01/44.03 s(426) =< s(422) 44.01/44.03 s(427) =< s(423) 44.01/44.03 s(425) =< s(423) 44.01/44.03 s(428) =< s(424) 44.01/44.03 s(427) =< s(424) 44.01/44.03 s(425) =< s(424) 44.01/44.03 s(426) =< s(424) 44.01/44.03 s(429) =< s(422) 44.01/44.03 s(430) =< s(427)*s(422) 44.01/44.03 s(431) =< s(425)*s(429) 44.01/44.03 s(432) =< s(431) 44.01/44.03 s(432) =< s(422) 44.01/44.03 s(433) =< s(430) 44.01/44.03 s(433) =< s(422) 44.01/44.03 44.01/44.03 with precondition: [A=2,C>=1,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [191]: 32*s(435)+0 44.01/44.03 Such that:s(434) =< C 44.01/44.03 s(435) =< s(434) 44.01/44.03 44.01/44.03 with precondition: [A=2,C>=2,D>=1,E>=0,J>=0] 44.01/44.03 44.01/44.03 * Chain [190]: 32*s(441)+15*s(442)+16*s(443)+1*s(444)+4*s(445)+480*s(449)+32*s(450)+0 44.01/44.03 Such that:s(438) =< C 44.01/44.03 s(439) =< C/2 44.01/44.03 s(436) =< J 44.01/44.03 s(437) =< J+1 44.01/44.03 s(440) =< s(438) 44.01/44.03 s(440) =< s(439) 44.01/44.03 s(441) =< s(438) 44.01/44.03 s(442) =< s(438) 44.01/44.03 s(443) =< s(438) 44.01/44.03 s(444) =< s(439) 44.01/44.03 s(442) =< s(439) 44.01/44.03 s(444) =< s(440) 44.01/44.03 s(442) =< s(440) 44.01/44.03 s(445) =< s(437) 44.01/44.03 s(444) =< s(437) 44.01/44.03 s(442) =< s(437) 44.01/44.03 s(443) =< s(437) 44.01/44.03 s(445) =< s(436) 44.01/44.03 s(444) =< s(436) 44.01/44.03 s(442) =< s(436) 44.01/44.03 s(443) =< s(436) 44.01/44.03 s(446) =< s(438) 44.01/44.03 s(447) =< s(444)*s(438) 44.01/44.03 s(448) =< s(442)*s(446) 44.01/44.03 s(449) =< s(448) 44.01/44.03 s(449) =< s(438) 44.01/44.03 s(450) =< s(447) 44.01/44.03 s(450) =< s(438) 44.01/44.03 44.01/44.03 with precondition: [A=2,C>=2,D>=1,E>=0,J>=1] 44.01/44.03 44.01/44.03 * Chain [189]: 0 44.01/44.03 with precondition: [A=3] 44.01/44.03 44.01/44.03 * Chain [188]: 0 44.01/44.03 with precondition: [A=6] 44.01/44.03 44.01/44.03 * Chain [187]: 8*s(453)+0 44.01/44.03 Such that:aux(100) =< K2 44.01/44.03 aux(101) =< K2+1 44.01/44.03 s(453) =< aux(101) 44.01/44.03 s(453) =< aux(100) 44.01/44.03 44.01/44.03 with precondition: [A=6,A2=0,B2=0,K2>=1] 44.01/44.03 44.01/44.03 * Chain [186]: 2*s(464)+0 44.01/44.03 Such that:s(463) =< K2+1 44.01/44.03 s(464) =< s(463) 44.01/44.03 44.01/44.03 with precondition: [A=6,A2=0,K2>=0] 44.01/44.03 44.01/44.03 * Chain [185]: 0 44.01/44.03 with precondition: [A=6,B2=A2,K2>=0] 44.01/44.03 44.01/44.03 44.01/44.03 #### Cost of chains of f1_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,N2,O2): 44.01/44.03 * Chain [240]: 0 44.01/44.03 with precondition: [A=3] 44.01/44.03 44.01/44.03 * Chain [239]: 0 44.01/44.03 with precondition: [A=7] 44.01/44.03 44.01/44.03 * Chain [238]: 0 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=0,C>=1] 44.01/44.03 44.01/44.03 * Chain [237]: 30*s(468)+32*s(469)+2*s(470)+8*s(471)+960*s(475)+64*s(476)+0 44.01/44.03 Such that:aux(102) =< C 44.01/44.03 aux(103) =< C/2 44.01/44.03 aux(104) =< J+1 44.01/44.03 s(468) =< aux(102) 44.01/44.03 s(469) =< aux(102) 44.01/44.03 s(470) =< aux(103) 44.01/44.03 s(468) =< aux(103) 44.01/44.03 s(471) =< aux(104) 44.01/44.03 s(470) =< aux(104) 44.01/44.03 s(468) =< aux(104) 44.01/44.03 s(469) =< aux(104) 44.01/44.03 s(472) =< aux(102) 44.01/44.03 s(473) =< s(470)*aux(102) 44.01/44.03 s(474) =< s(468)*s(472) 44.01/44.03 s(475) =< s(474) 44.01/44.03 s(475) =< aux(102) 44.01/44.03 s(476) =< s(473) 44.01/44.03 s(476) =< aux(102) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=0,C>=1,J>=0] 44.01/44.03 44.01/44.03 * Chain [236]: 30*s(493)+32*s(494)+2*s(495)+8*s(496)+960*s(500)+64*s(501)+0 44.01/44.03 Such that:aux(105) =< C 44.01/44.03 aux(106) =< C/2 44.01/44.03 aux(107) =< J 44.01/44.03 aux(108) =< J+1 44.01/44.03 s(493) =< aux(105) 44.01/44.03 s(494) =< aux(105) 44.01/44.03 s(495) =< aux(106) 44.01/44.03 s(493) =< aux(106) 44.01/44.03 s(496) =< aux(108) 44.01/44.03 s(495) =< aux(108) 44.01/44.03 s(493) =< aux(108) 44.01/44.03 s(494) =< aux(108) 44.01/44.03 s(496) =< aux(107) 44.01/44.03 s(495) =< aux(107) 44.01/44.03 s(493) =< aux(107) 44.01/44.03 s(494) =< aux(107) 44.01/44.03 s(497) =< aux(105) 44.01/44.03 s(498) =< s(495)*aux(105) 44.01/44.03 s(499) =< s(493)*s(497) 44.01/44.03 s(500) =< s(499) 44.01/44.03 s(500) =< aux(105) 44.01/44.03 s(501) =< s(498) 44.01/44.03 s(501) =< aux(105) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=0,C>=1,J>=1] 44.01/44.03 44.01/44.03 * Chain [235]: 64*s(516)+0 44.01/44.03 Such that:aux(109) =< C 44.01/44.03 s(516) =< aux(109) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=0,C>=2,J>=0] 44.01/44.03 44.01/44.03 * Chain [234]: 64*s(524)+30*s(525)+32*s(526)+2*s(527)+8*s(528)+960*s(532)+64*s(533)+0 44.01/44.03 Such that:aux(110) =< C 44.01/44.03 aux(111) =< C/2 44.01/44.03 aux(112) =< J 44.01/44.03 aux(113) =< J+1 44.01/44.03 s(523) =< aux(110) 44.01/44.03 s(523) =< aux(111) 44.01/44.03 s(524) =< aux(110) 44.01/44.03 s(525) =< aux(110) 44.01/44.03 s(526) =< aux(110) 44.01/44.03 s(527) =< aux(111) 44.01/44.03 s(525) =< aux(111) 44.01/44.03 s(527) =< s(523) 44.01/44.03 s(525) =< s(523) 44.01/44.03 s(528) =< aux(113) 44.01/44.03 s(527) =< aux(113) 44.01/44.03 s(525) =< aux(113) 44.01/44.03 s(526) =< aux(113) 44.01/44.03 s(528) =< aux(112) 44.01/44.03 s(527) =< aux(112) 44.01/44.03 s(525) =< aux(112) 44.01/44.03 s(526) =< aux(112) 44.01/44.03 s(529) =< aux(110) 44.01/44.03 s(530) =< s(527)*aux(110) 44.01/44.03 s(531) =< s(525)*s(529) 44.01/44.03 s(532) =< s(531) 44.01/44.03 s(532) =< aux(110) 44.01/44.03 s(533) =< s(530) 44.01/44.03 s(533) =< aux(110) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=0,C>=2,J>=1] 44.01/44.03 44.01/44.03 * Chain [233]: 4*s(551)+0 44.01/44.03 Such that:aux(116) =< C 44.01/44.03 s(551) =< aux(116) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=2,C>=2] 44.01/44.03 44.01/44.03 * Chain [232]: 8*s(557)+30*s(564)+32*s(565)+2*s(566)+8*s(567)+960*s(571)+64*s(572)+0 44.01/44.03 Such that:aux(121) =< C 44.01/44.03 aux(122) =< C/2 44.01/44.03 aux(123) =< J+1 44.01/44.03 s(562) =< aux(122) 44.01/44.03 s(557) =< aux(121) 44.01/44.03 s(562) =< aux(121) 44.01/44.03 s(564) =< aux(121) 44.01/44.03 s(565) =< aux(121) 44.01/44.03 s(566) =< s(562) 44.01/44.03 s(564) =< s(562) 44.01/44.03 s(567) =< aux(123) 44.01/44.03 s(566) =< aux(123) 44.01/44.03 s(564) =< aux(123) 44.01/44.03 s(565) =< aux(123) 44.01/44.03 s(568) =< aux(121) 44.01/44.03 s(569) =< s(566)*aux(121) 44.01/44.03 s(570) =< s(564)*s(568) 44.01/44.03 s(571) =< s(570) 44.01/44.03 s(571) =< aux(121) 44.01/44.03 s(572) =< s(569) 44.01/44.03 s(572) =< aux(121) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=2,C>=2,J>=0] 44.01/44.03 44.01/44.03 * Chain [231]: 4*s(593)+30*s(598)+32*s(599)+2*s(600)+8*s(601)+960*s(605)+64*s(606)+0 44.01/44.03 Such that:aux(126) =< C 44.01/44.03 aux(127) =< C/2 44.01/44.03 aux(128) =< J 44.01/44.03 aux(129) =< J+1 44.01/44.03 s(595) =< aux(127) 44.01/44.03 s(595) =< aux(126) 44.01/44.03 s(598) =< aux(126) 44.01/44.03 s(599) =< aux(126) 44.01/44.03 s(600) =< s(595) 44.01/44.03 s(598) =< s(595) 44.01/44.03 s(601) =< aux(129) 44.01/44.03 s(600) =< aux(129) 44.01/44.03 s(598) =< aux(129) 44.01/44.03 s(599) =< aux(129) 44.01/44.03 s(601) =< aux(128) 44.01/44.03 s(600) =< aux(128) 44.01/44.03 s(598) =< aux(128) 44.01/44.03 s(599) =< aux(128) 44.01/44.03 s(602) =< aux(126) 44.01/44.03 s(603) =< s(600)*aux(126) 44.01/44.03 s(604) =< s(598)*s(602) 44.01/44.03 s(605) =< s(604) 44.01/44.03 s(605) =< aux(126) 44.01/44.03 s(606) =< s(603) 44.01/44.03 s(606) =< aux(126) 44.01/44.03 s(593) =< aux(126) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=2,C>=2,J>=1] 44.01/44.03 44.01/44.03 * Chain [230]: 68*s(625)+0 44.01/44.03 Such that:aux(132) =< C 44.01/44.03 s(625) =< aux(132) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=2,C>=3,J>=0] 44.01/44.03 44.01/44.03 * Chain [229]: 68*s(635)+30*s(642)+32*s(643)+2*s(644)+8*s(645)+960*s(649)+64*s(650)+0 44.01/44.03 Such that:aux(135) =< C 44.01/44.03 aux(136) =< C/2 44.01/44.03 aux(137) =< J 44.01/44.03 aux(138) =< J+1 44.01/44.03 s(637) =< aux(136) 44.01/44.03 s(637) =< aux(135) 44.01/44.03 s(640) =< aux(135) 44.01/44.03 s(640) =< s(637) 44.01/44.03 s(635) =< aux(135) 44.01/44.03 s(642) =< aux(135) 44.01/44.03 s(643) =< aux(135) 44.01/44.03 s(644) =< s(637) 44.01/44.03 s(642) =< s(637) 44.01/44.03 s(644) =< s(640) 44.01/44.03 s(642) =< s(640) 44.01/44.03 s(645) =< aux(138) 44.01/44.03 s(644) =< aux(138) 44.01/44.03 s(642) =< aux(138) 44.01/44.03 s(643) =< aux(138) 44.01/44.03 s(645) =< aux(137) 44.01/44.03 s(644) =< aux(137) 44.01/44.03 s(642) =< aux(137) 44.01/44.03 s(643) =< aux(137) 44.01/44.03 s(646) =< aux(135) 44.01/44.03 s(647) =< s(644)*aux(135) 44.01/44.03 s(648) =< s(642)*s(646) 44.01/44.03 s(649) =< s(648) 44.01/44.03 s(649) =< aux(135) 44.01/44.03 s(650) =< s(647) 44.01/44.03 s(650) =< aux(135) 44.01/44.03 44.01/44.03 with precondition: [A=7,E=1,0>=D+1,B>=2,C>=3,J>=1] 44.01/44.03 44.01/44.03 * Chain [228]: 0 44.01/44.03 with precondition: [A=7,E=1,B>=0,C>=1,D>=1] 44.01/44.03 44.01/44.03 * Chain [227]: 30*s(672)+32*s(673)+2*s(674)+8*s(675)+960*s(679)+64*s(680)+0 44.01/44.03 Such that:aux(139) =< C 44.01/44.03 aux(140) =< C/2 44.01/44.03 aux(141) =< J+1 44.01/44.03 s(672) =< aux(139) 44.01/44.03 s(673) =< aux(139) 44.01/44.03 s(674) =< aux(140) 44.01/44.03 s(672) =< aux(140) 44.01/44.03 s(675) =< aux(141) 44.01/44.03 s(674) =< aux(141) 44.01/44.03 s(672) =< aux(141) 44.01/44.03 s(673) =< aux(141) 44.01/44.03 s(676) =< aux(139) 44.01/44.03 s(677) =< s(674)*aux(139) 44.01/44.03 s(678) =< s(672)*s(676) 44.01/44.04 s(679) =< s(678) 44.01/44.04 s(679) =< aux(139) 44.01/44.04 s(680) =< s(677) 44.01/44.04 s(680) =< aux(139) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=0,C>=1,D>=1,J>=0] 44.01/44.04 44.01/44.04 * Chain [226]: 30*s(697)+32*s(698)+2*s(699)+8*s(700)+960*s(704)+64*s(705)+0 44.01/44.04 Such that:aux(142) =< C 44.01/44.04 aux(143) =< C/2 44.01/44.04 aux(144) =< J 44.01/44.04 aux(145) =< J+1 44.01/44.04 s(697) =< aux(142) 44.01/44.04 s(698) =< aux(142) 44.01/44.04 s(699) =< aux(143) 44.01/44.04 s(697) =< aux(143) 44.01/44.04 s(700) =< aux(145) 44.01/44.04 s(699) =< aux(145) 44.01/44.04 s(697) =< aux(145) 44.01/44.04 s(698) =< aux(145) 44.01/44.04 s(700) =< aux(144) 44.01/44.04 s(699) =< aux(144) 44.01/44.04 s(697) =< aux(144) 44.01/44.04 s(698) =< aux(144) 44.01/44.04 s(701) =< aux(142) 44.01/44.04 s(702) =< s(699)*aux(142) 44.01/44.04 s(703) =< s(697)*s(701) 44.01/44.04 s(704) =< s(703) 44.01/44.04 s(704) =< aux(142) 44.01/44.04 s(705) =< s(702) 44.01/44.04 s(705) =< aux(142) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=0,C>=1,D>=1,J>=1] 44.01/44.04 44.01/44.04 * Chain [225]: 64*s(720)+0 44.01/44.04 Such that:aux(146) =< C 44.01/44.04 s(720) =< aux(146) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=0,C>=2,D>=1,J>=0] 44.01/44.04 44.01/44.04 * Chain [224]: 64*s(728)+30*s(729)+32*s(730)+2*s(731)+8*s(732)+960*s(736)+64*s(737)+0 44.01/44.04 Such that:aux(147) =< C 44.01/44.04 aux(148) =< C/2 44.01/44.04 aux(149) =< J 44.01/44.04 aux(150) =< J+1 44.01/44.04 s(727) =< aux(147) 44.01/44.04 s(727) =< aux(148) 44.01/44.04 s(728) =< aux(147) 44.01/44.04 s(729) =< aux(147) 44.01/44.04 s(730) =< aux(147) 44.01/44.04 s(731) =< aux(148) 44.01/44.04 s(729) =< aux(148) 44.01/44.04 s(731) =< s(727) 44.01/44.04 s(729) =< s(727) 44.01/44.04 s(732) =< aux(150) 44.01/44.04 s(731) =< aux(150) 44.01/44.04 s(729) =< aux(150) 44.01/44.04 s(730) =< aux(150) 44.01/44.04 s(732) =< aux(149) 44.01/44.04 s(731) =< aux(149) 44.01/44.04 s(729) =< aux(149) 44.01/44.04 s(730) =< aux(149) 44.01/44.04 s(733) =< aux(147) 44.01/44.04 s(734) =< s(731)*aux(147) 44.01/44.04 s(735) =< s(729)*s(733) 44.01/44.04 s(736) =< s(735) 44.01/44.04 s(736) =< aux(147) 44.01/44.04 s(737) =< s(734) 44.01/44.04 s(737) =< aux(147) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=0,C>=2,D>=1,J>=1] 44.01/44.04 44.01/44.04 * Chain [223]: 4*s(755)+0 44.01/44.04 Such that:aux(153) =< C 44.01/44.04 s(755) =< aux(153) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=2,C>=2,D>=1] 44.01/44.04 44.01/44.04 * Chain [222]: 8*s(761)+30*s(768)+32*s(769)+2*s(770)+8*s(771)+960*s(775)+64*s(776)+0 44.01/44.04 Such that:aux(158) =< C 44.01/44.04 aux(159) =< C/2 44.01/44.04 aux(160) =< J+1 44.01/44.04 s(766) =< aux(159) 44.01/44.04 s(761) =< aux(158) 44.01/44.04 s(766) =< aux(158) 44.01/44.04 s(768) =< aux(158) 44.01/44.04 s(769) =< aux(158) 44.01/44.04 s(770) =< s(766) 44.01/44.04 s(768) =< s(766) 44.01/44.04 s(771) =< aux(160) 44.01/44.04 s(770) =< aux(160) 44.01/44.04 s(768) =< aux(160) 44.01/44.04 s(769) =< aux(160) 44.01/44.04 s(772) =< aux(158) 44.01/44.04 s(773) =< s(770)*aux(158) 44.01/44.04 s(774) =< s(768)*s(772) 44.01/44.04 s(775) =< s(774) 44.01/44.04 s(775) =< aux(158) 44.01/44.04 s(776) =< s(773) 44.01/44.04 s(776) =< aux(158) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=2,C>=2,D>=1,J>=0] 44.01/44.04 44.01/44.04 * Chain [221]: 4*s(797)+30*s(802)+32*s(803)+2*s(804)+8*s(805)+960*s(809)+64*s(810)+0 44.01/44.04 Such that:aux(163) =< C 44.01/44.04 aux(164) =< C/2 44.01/44.04 aux(165) =< J 44.01/44.04 aux(166) =< J+1 44.01/44.04 s(799) =< aux(164) 44.01/44.04 s(799) =< aux(163) 44.01/44.04 s(802) =< aux(163) 44.01/44.04 s(803) =< aux(163) 44.01/44.04 s(804) =< s(799) 44.01/44.04 s(802) =< s(799) 44.01/44.04 s(805) =< aux(166) 44.01/44.04 s(804) =< aux(166) 44.01/44.04 s(802) =< aux(166) 44.01/44.04 s(803) =< aux(166) 44.01/44.04 s(805) =< aux(165) 44.01/44.04 s(804) =< aux(165) 44.01/44.04 s(802) =< aux(165) 44.01/44.04 s(803) =< aux(165) 44.01/44.04 s(806) =< aux(163) 44.01/44.04 s(807) =< s(804)*aux(163) 44.01/44.04 s(808) =< s(802)*s(806) 44.01/44.04 s(809) =< s(808) 44.01/44.04 s(809) =< aux(163) 44.01/44.04 s(810) =< s(807) 44.01/44.04 s(810) =< aux(163) 44.01/44.04 s(797) =< aux(163) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=2,C>=2,D>=1,J>=1] 44.01/44.04 44.01/44.04 * Chain [220]: 68*s(829)+0 44.01/44.04 Such that:aux(169) =< C 44.01/44.04 s(829) =< aux(169) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=2,C>=3,D>=1,J>=0] 44.01/44.04 44.01/44.04 * Chain [219]: 68*s(839)+30*s(846)+32*s(847)+2*s(848)+8*s(849)+960*s(853)+64*s(854)+0 44.01/44.04 Such that:aux(172) =< C 44.01/44.04 aux(173) =< C/2 44.01/44.04 aux(174) =< J 44.01/44.04 aux(175) =< J+1 44.01/44.04 s(841) =< aux(173) 44.01/44.04 s(841) =< aux(172) 44.01/44.04 s(844) =< aux(172) 44.01/44.04 s(844) =< s(841) 44.01/44.04 s(839) =< aux(172) 44.01/44.04 s(846) =< aux(172) 44.01/44.04 s(847) =< aux(172) 44.01/44.04 s(848) =< s(841) 44.01/44.04 s(846) =< s(841) 44.01/44.04 s(848) =< s(844) 44.01/44.04 s(846) =< s(844) 44.01/44.04 s(849) =< aux(175) 44.01/44.04 s(848) =< aux(175) 44.01/44.04 s(846) =< aux(175) 44.01/44.04 s(847) =< aux(175) 44.01/44.04 s(849) =< aux(174) 44.01/44.04 s(848) =< aux(174) 44.01/44.04 s(846) =< aux(174) 44.01/44.04 s(847) =< aux(174) 44.01/44.04 s(850) =< aux(172) 44.01/44.04 s(851) =< s(848)*aux(172) 44.01/44.04 s(852) =< s(846)*s(850) 44.01/44.04 s(853) =< s(852) 44.01/44.04 s(853) =< aux(172) 44.01/44.04 s(854) =< s(851) 44.01/44.04 s(854) =< aux(172) 44.01/44.04 44.01/44.04 with precondition: [A=7,E=1,B>=2,C>=3,D>=1,J>=1] 44.01/44.04 44.01/44.04 * Chain [218]: 0 44.01/44.04 with precondition: [A=7,0>=C,0>=D+1,0>=G+1,B>=2] 44.01/44.04 44.01/44.04 * Chain [217]: 2*s(874)+0 44.01/44.04 Such that:s(873) =< K2+1 44.01/44.04 s(874) =< s(873) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=C,0>=D+1,0>=G+1,B>=2,K2>=0] 44.01/44.04 44.01/44.04 * Chain [216]: 0 44.01/44.04 with precondition: [A=7,0>=C,0>=D+1,B>=2,G>=1] 44.01/44.04 44.01/44.04 * Chain [215]: 2*s(876)+0 44.01/44.04 Such that:s(875) =< K2+1 44.01/44.04 s(876) =< s(875) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=C,0>=D+1,B>=2,G>=1,K2>=0] 44.01/44.04 44.01/44.04 * Chain [214]: 0 44.01/44.04 with precondition: [A=7,0>=C,0>=G+1,B>=2,D>=1] 44.01/44.04 44.01/44.04 * Chain [213]: 2*s(878)+0 44.01/44.04 Such that:s(877) =< K2+1 44.01/44.04 s(878) =< s(877) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=C,0>=G+1,B>=2,D>=1,K2>=0] 44.01/44.04 44.01/44.04 * Chain [212]: 0 44.01/44.04 with precondition: [A=7,0>=C,B>=2,D>=1,G>=1] 44.01/44.04 44.01/44.04 * Chain [211]: 2*s(880)+0 44.01/44.04 Such that:s(879) =< K2+1 44.01/44.04 s(880) =< s(879) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=C,B>=2,D>=1,G>=1,K2>=0] 44.01/44.04 44.01/44.04 * Chain [210]: 2*s(882)+0 44.01/44.04 Such that:s(881) =< C 44.01/44.04 s(882) =< s(881) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=D+1,B>=2,C>=1] 44.01/44.04 44.01/44.04 * Chain [209]: 2*s(884)+2*s(886)+0 44.01/44.04 Such that:s(883) =< C 44.01/44.04 s(885) =< K2+1 44.01/44.04 s(886) =< s(885) 44.01/44.04 s(884) =< s(883) 44.01/44.04 44.01/44.04 with precondition: [A=7,0>=D+1,B>=2,C>=1,K2>=0] 44.01/44.04 44.01/44.04 * Chain [208]: 2*s(888)+0 44.01/44.04 Such that:s(887) =< C 44.01/44.04 s(888) =< s(887) 44.01/44.04 44.01/44.04 with precondition: [A=7,B>=2,C>=1] 44.01/44.04 44.01/44.04 * Chain [207]: 2*s(890)+0 44.01/44.04 Such that:s(889) =< C 44.01/44.04 s(890) =< s(889) 44.01/44.04 44.01/44.04 with precondition: [A=7,B>=2,C>=1,D>=1] 44.01/44.04 44.01/44.04 * Chain [206]: 2*s(892)+2*s(894)+0 44.01/44.04 Such that:s(891) =< C 44.01/44.04 s(893) =< K2+1 44.01/44.04 s(894) =< s(893) 44.01/44.04 s(892) =< s(891) 44.01/44.04 44.01/44.04 with precondition: [A=7,B>=2,C>=1,D>=1,K2>=0] 44.01/44.04 44.01/44.04 44.01/44.04 #### Cost of chains of f32(B,C,E,F,G,M,A1,B1,C1,G3): 44.01/44.04 * Chain [[241,242],243]: 2*it(241)+0 44.01/44.04 Such that:aux(178) =< B 44.01/44.04 it(241) =< aux(178) 44.01/44.04 44.01/44.04 with precondition: [E=1,G3=3,C=F,B>=1] 44.01/44.04 44.01/44.04 * Chain [243]: 0 44.01/44.04 with precondition: [E=1,G3=3,F=C] 44.01/44.04 44.01/44.04 44.01/44.04 #### Cost of chains of f26(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,G3): 44.01/44.04 * Chain [256]: 1*aux(179)+0 44.01/44.04 with precondition: [] 44.01/44.04 44.01/44.04 * Chain [255]: 1*aux(180)+0 44.01/44.04 with precondition: [D=1,B>=1] 44.01/44.04 44.01/44.04 * Chain [254]: 120*s(902)+128*s(903)+8*s(904)+32*s(905)+3840*s(909)+256*s(910)+2*s(923)+0 44.01/44.04 Such that:aux(181) =< B 44.01/44.04 aux(182) =< B/2 44.01/44.04 aux(183) =< I+1 44.01/44.04 s(902) =< aux(181) 44.01/44.04 s(903) =< aux(181) 44.01/44.04 s(904) =< aux(182) 44.01/44.04 s(902) =< aux(182) 44.01/44.04 s(905) =< aux(183) 44.01/44.04 s(904) =< aux(183) 44.01/44.04 s(902) =< aux(183) 44.01/44.04 s(903) =< aux(183) 44.01/44.04 s(906) =< aux(181) 44.01/44.04 s(907) =< s(904)*aux(181) 44.01/44.04 s(908) =< s(902)*s(906) 44.01/44.04 s(909) =< s(908) 44.01/44.04 s(909) =< aux(181) 44.01/44.04 s(910) =< s(907) 44.01/44.04 s(910) =< aux(181) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=1,I>=0] 44.01/44.04 44.01/44.04 * Chain [253]: 120*s(953)+128*s(954)+8*s(955)+32*s(956)+3840*s(960)+256*s(961)+2*s(975)+0 44.01/44.04 Such that:aux(184) =< B 44.01/44.04 aux(185) =< B/2 44.01/44.04 aux(186) =< I 44.01/44.04 aux(187) =< I+1 44.01/44.04 s(953) =< aux(184) 44.01/44.04 s(954) =< aux(184) 44.01/44.04 s(955) =< aux(185) 44.01/44.04 s(953) =< aux(185) 44.01/44.04 s(956) =< aux(187) 44.01/44.04 s(955) =< aux(187) 44.01/44.04 s(953) =< aux(187) 44.01/44.04 s(954) =< aux(187) 44.01/44.04 s(956) =< aux(186) 44.01/44.04 s(955) =< aux(186) 44.01/44.04 s(953) =< aux(186) 44.01/44.04 s(954) =< aux(186) 44.01/44.04 s(957) =< aux(184) 44.01/44.04 s(958) =< s(955)*aux(184) 44.01/44.04 s(959) =< s(953)*s(957) 44.01/44.04 s(960) =< s(959) 44.01/44.04 s(960) =< aux(184) 44.01/44.04 s(961) =< s(958) 44.01/44.04 s(961) =< aux(184) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=1,I>=1] 44.01/44.04 44.01/44.04 * Chain [252]: 16*s(1004)+2*s(1007)+0 44.01/44.04 Such that:aux(188) =< B 44.01/44.04 s(1004) =< aux(188) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=2] 44.01/44.04 44.01/44.04 * Chain [251]: 288*s(1014)+120*s(1020)+128*s(1021)+8*s(1022)+32*s(1023)+3840*s(1027)+256*s(1028)+4*s(1045)+0 44.01/44.04 Such that:aux(189) =< B 44.01/44.04 aux(190) =< B/2 44.01/44.04 aux(191) =< I+1 44.01/44.04 s(1014) =< aux(189) 44.01/44.04 s(1018) =< aux(190) 44.01/44.04 s(1018) =< aux(189) 44.01/44.04 s(1020) =< aux(189) 44.01/44.04 s(1021) =< aux(189) 44.01/44.04 s(1022) =< s(1018) 44.01/44.04 s(1020) =< s(1018) 44.01/44.04 s(1023) =< aux(191) 44.01/44.04 s(1022) =< aux(191) 44.01/44.04 s(1020) =< aux(191) 44.01/44.04 s(1021) =< aux(191) 44.01/44.04 s(1024) =< aux(189) 44.01/44.04 s(1025) =< s(1022)*aux(189) 44.01/44.04 s(1026) =< s(1020)*s(1024) 44.01/44.04 s(1027) =< s(1026) 44.01/44.04 s(1027) =< aux(189) 44.01/44.04 s(1028) =< s(1025) 44.01/44.04 s(1028) =< aux(189) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=2,I>=0] 44.01/44.04 44.01/44.04 * Chain [250]: 272*s(1086)+120*s(1087)+256*s(1088)+8*s(1089)+64*s(1090)+3840*s(1094)+256*s(1095)+120*s(1101)+8*s(1103)+3840*s(1108)+256*s(1109)+4*s(1141)+0 44.01/44.04 Such that:aux(192) =< B 44.01/44.04 aux(193) =< B/2 44.01/44.04 aux(194) =< I 44.01/44.04 aux(195) =< I+1 44.01/44.04 s(1085) =< aux(192) 44.01/44.04 s(1085) =< aux(193) 44.01/44.04 s(1086) =< aux(192) 44.01/44.04 s(1087) =< aux(192) 44.01/44.04 s(1088) =< aux(192) 44.01/44.04 s(1089) =< aux(193) 44.01/44.04 s(1087) =< aux(193) 44.01/44.04 s(1089) =< s(1085) 44.01/44.04 s(1087) =< s(1085) 44.01/44.04 s(1090) =< aux(195) 44.01/44.04 s(1089) =< aux(195) 44.01/44.04 s(1087) =< aux(195) 44.01/44.04 s(1088) =< aux(195) 44.01/44.04 s(1090) =< aux(194) 44.01/44.04 s(1089) =< aux(194) 44.01/44.04 s(1087) =< aux(194) 44.01/44.04 s(1088) =< aux(194) 44.01/44.04 s(1091) =< aux(192) 44.01/44.04 s(1092) =< s(1089)*aux(192) 44.01/44.04 s(1093) =< s(1087)*s(1091) 44.01/44.04 s(1094) =< s(1093) 44.01/44.04 s(1094) =< aux(192) 44.01/44.04 s(1095) =< s(1092) 44.01/44.04 s(1095) =< aux(192) 44.01/44.04 s(1101) =< aux(192) 44.01/44.04 s(1103) =< s(1085) 44.01/44.04 s(1101) =< s(1085) 44.01/44.04 s(1103) =< aux(195) 44.01/44.04 s(1101) =< aux(195) 44.01/44.04 s(1103) =< aux(194) 44.01/44.04 s(1101) =< aux(194) 44.01/44.04 s(1106) =< s(1103)*aux(192) 44.01/44.04 s(1107) =< s(1101)*s(1091) 44.01/44.04 s(1108) =< s(1107) 44.01/44.04 s(1108) =< aux(192) 44.01/44.04 s(1109) =< s(1106) 44.01/44.04 s(1109) =< aux(192) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=2,I>=1] 44.01/44.04 44.01/44.04 * Chain [249]: 272*s(1206)+2*s(1209)+0 44.01/44.04 Such that:aux(196) =< B 44.01/44.04 s(1206) =< aux(196) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=3,I>=0] 44.01/44.04 44.01/44.04 * Chain [248]: 272*s(1221)+120*s(1222)+128*s(1223)+8*s(1224)+32*s(1225)+3840*s(1229)+256*s(1230)+2*s(1247)+0 44.01/44.04 Such that:aux(197) =< B 44.01/44.04 aux(198) =< B/2 44.01/44.04 aux(199) =< I 44.01/44.04 aux(200) =< I+1 44.01/44.04 s(1219) =< aux(198) 44.01/44.04 s(1219) =< aux(197) 44.01/44.04 s(1220) =< aux(197) 44.01/44.04 s(1220) =< s(1219) 44.01/44.04 s(1221) =< aux(197) 44.01/44.04 s(1222) =< aux(197) 44.01/44.04 s(1223) =< aux(197) 44.01/44.04 s(1224) =< s(1219) 44.01/44.04 s(1222) =< s(1219) 44.01/44.04 s(1224) =< s(1220) 44.01/44.04 s(1222) =< s(1220) 44.01/44.04 s(1225) =< aux(200) 44.01/44.04 s(1224) =< aux(200) 44.01/44.04 s(1222) =< aux(200) 44.01/44.04 s(1223) =< aux(200) 44.01/44.04 s(1225) =< aux(199) 44.01/44.04 s(1224) =< aux(199) 44.01/44.04 s(1222) =< aux(199) 44.01/44.04 s(1223) =< aux(199) 44.01/44.04 s(1226) =< aux(197) 44.01/44.04 s(1227) =< s(1224)*aux(197) 44.01/44.04 s(1228) =< s(1222)*s(1226) 44.01/44.04 s(1229) =< s(1228) 44.01/44.04 s(1229) =< aux(197) 44.01/44.04 s(1230) =< s(1227) 44.01/44.04 s(1230) =< aux(197) 44.01/44.04 44.01/44.04 with precondition: [D=1,B>=3,I>=1] 44.01/44.04 44.01/44.04 * Chain [247]: 1*aux(201)+0 44.01/44.04 with precondition: [0>=B] 44.01/44.04 44.01/44.04 * Chain [246]: 8*s(1284)+2*s(1287)+0 44.01/44.04 Such that:aux(202) =< J2+1 44.01/44.04 s(1284) =< aux(202) 44.01/44.04 44.01/44.04 with precondition: [0>=B,J2>=0] 44.01/44.04 44.01/44.04 * Chain [245]: 14*s(1294)+3*s(1299)+0 44.01/44.04 Such that:aux(203) =< B 44.01/44.04 s(1294) =< aux(203) 44.01/44.04 44.01/44.04 with precondition: [B>=1] 44.01/44.04 44.01/44.04 * Chain [244]: 8*s(1312)+8*s(1313)+2*s(1318)+0 44.01/44.04 Such that:aux(204) =< B 44.01/44.04 aux(205) =< J2+1 44.01/44.04 s(1312) =< aux(205) 44.01/44.04 s(1313) =< aux(204) 44.01/44.04 44.01/44.04 with precondition: [B>=1,J2>=0] 44.01/44.04 44.01/44.04 44.01/44.04 Closed-form bounds of f26(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,G3): 44.01/44.04 ------------------------------------- 44.01/44.04 * Chain [256] with precondition: [] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [255] with precondition: [D=1,B>=1] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [254] with precondition: [D=1,B>=1,I>=0] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [253] with precondition: [D=1,B>=1,I>=1] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [252] with precondition: [D=1,B>=2] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [251] with precondition: [D=1,B>=2,I>=0] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [250] with precondition: [D=1,B>=2,I>=1] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [249] with precondition: [D=1,B>=3,I>=0] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [248] with precondition: [D=1,B>=3,I>=1] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [247] with precondition: [0>=B] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [246] with precondition: [0>=B,J2>=0] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [245] with precondition: [B>=1] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 * Chain [244] with precondition: [B>=1,J2>=0] 44.01/44.04 - Upper bound: inf 44.01/44.04 - Complexity: infinity 44.01/44.04 44.01/44.04 ### Maximum cost of f26(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2,J2,K2,L2,M2,G3): inf 44.01/44.04 Asymptotic class: infinity 44.01/44.04 * Total analysis performed in 40763 ms. 44.01/44.04 44.05/44.15 EOF