SCHINDL k C1 Temps d'obtention de k Temps optimalité de k V(k-1) Tps V(k-1) Autres Temps autres Temps total Fct_cout F-F* (F-F*)*3600 +Tk fapp01_0200 5 0 3600 1 3600 281 3600 3600 44660981 8902151 32047747200 fapp02_0250 11 0 3600 1 3600 1274 3600 3600 221507174 181136607 6,52092E+11 fapp03_0300 7 0 350 13 1605 589 3222 3600 294442089 61953 223031150 fapp04_0300 7 0 3600 1 3600 3678 3600 3600 170589758 145941568 5,2539E+11 fapp05_0350 11 0 22 7 98 2284 1292 3600 521480864 132860 478296022 fapp06_0500 7 0 623 15 2714 1210 2714 3600 652915790 186508870 6,71432E+11 fapp07_0600 9 1 76 77 33 1579 1585 1579 3600 1602630685 1308808 4711708876 fapp08_0700 5 0 436 26 982 625 3480 3600 541402705 329273 1185383236 fapp09_0800 10 0 3600 1 3600 3678 3600 3600 1743107928 1219020064 4,38847E+12 fapp10_0900 8 0 1166 5 2319 2871 3039 3600 2255956371 563234360 2,02764E+12 fapp11_1000 10 0 3600 1 3600 5108 3600 3600 4937948278 987087623 3,55352E+12 fapp12_1500 9 0 1586 70 2534 7682 3309 3600 12903667682 10037690561 3,61357E+13 fapp13_2000 10 0 265 13 2930 9651 3347 3600 14360796341 10047874815 3,61723E+13 fapp14_2500 10 0 659 101 1835 15718 1835 3600 36718429188 22034396982 7,93238E+13 fapp15_3000 10 0 1418 61 2520 14010 2520 3600 23317455780 11661101135 4,198E+13 fapp16_0260 11 1 0 1 5 2 57 2 3600 372103317 1 3600 fapp17_0300 4 1 1 1 4 1 34 1 3600 130971634 0 1 fapp18_0350 8 0 0 4 0 55 0 3600 162507055 0 0 fapp19_0350 6 0 8 2 8 51 8 3600 456780091 0 8 fapp20_0420 10 0 1 5 1 97 1 3600 506362597 0 1 fapp21_0500 4 0 1 2 1 10 1 3600 63832030 0 1 fapp22_1750 7 0 51 15 55 187 55 3600 16015862687 0 51 fapp23_1800 9 1 85 59 16 85 187 85 3600 84415056437 0 85 fapp24_2000 7 0 15 6 16 71 16 3600 10854408471 0 15 fapp25_2230 3 0 14 7 15 32 15 3600 1469230092 0 14 fapp26_2300 7 0 14 9 14 74 15 3600 9245658834 0 14 fapp27_2550 5 0 25 4 25 20 25 3600 1083637470 0 25 fapp28_2800 3 0 68 13 70 32 71 3600 3323373892 0 68 fapp29_2900 6 0 46 25 59 212 60 3600 40932390802 0 46 fapp30_3000 7 0 264 13 340 148 469 3600 62597146168 0 264 fapp31_0400 5 0 223 16 2695 1400 3594 3600 92562890 163300 587880223 fapp32_0550 11 0 149 25 3145 2166 3145 3600 2173518126 988392169 3,55821E+12 fapp33_0650 11 0 70 5 313 1310 3159 3600 1807152950 985528740 3,5479E+12 fapp34_0750 10 0 3600 1 3600 1701 3600 3600 1612867461 967656857 3,48356E+12 fapp35_1500 11 0 306 24 512 5870 525 3600 11772305390 5351681044 1,92661E+13 fapp36_2000 11 0 89 16 492 4652 2667 3600 8010699722 2913170673 1,04874E+13 fapp37_2250 11 0 767 14 2405 10353 2406 3600 78139943073 42621888655 1,53439E+14 fapp38_2500 11 0 1221 53 1882 13355 1886 3600 95808064655 69679025302 2,50844E+14 fapp39_2750 11 0 683 36 3598 13267 3598 3600 12244765017 8868765703 3,19276E+13 fapp40_3000 11 1 523 600 867 3405 13684 3584 3600 70267375884 44793148037 1,61255E+14 test01_0150 4 0 6 2 11 58 2131 3600 18292618 27 97206 test02_0250 8 0 31 2 1549 522 2742 3600 102356022 12758137 45929293231 test03_0400 7 0 3600 1 3600 845 3600 3600 285931925 122372337 4,4054E+11 test04_1250 10 0 102 1 2545 6479 3455 3600 7420192219 1481441717 5,33319E+12