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- attempt 3545
- {'current_level': 5, 'cost': 0, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 1, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 2, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 3, 'fail_bonus': 0.15000000000000002}
- {'current_level': 5, 'cost': 4, 'fail_bonus': 0.2}
- {'current_level': 6, 'cost': 5, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 7, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 10, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 12, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 13, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 15, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 16, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 18, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 19, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 20, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 22, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 23, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 25, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 26, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 28, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 29, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 30, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 32, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 33, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 35, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 36, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 38, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 39, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 41, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 42, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 43, 'fail_bonus': 0.15000000000000002}
- {'current_level': 5, 'cost': 44, 'fail_bonus': 0.2}
- {'current_level': 6, 'cost': 45, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 47, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 48, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 50, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 53, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 55, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 56, 'fail_bonus': 0.15000000000000002}
- {'current_level': 5, 'cost': 57, 'fail_bonus': 0.2}
- {'current_level': 6, 'cost': 58, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 60, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 63, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 67, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 72, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 78, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 83, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 89, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 96, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 102, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 109, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 117, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 124, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 130, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 137, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 143, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 148, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 154, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 159, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 163, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 168, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 174, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 179, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 185, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 190, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 194, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 199, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 205, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 212, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 218, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 223, 'fail_bonus': 0.15000000000000002}
- {'current_level': 9, 'cost': 227, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 232, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 238, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 245, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 251, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 256, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 260, 'fail_bonus': 0.2}
- {'current_level': 8, 'cost': 263, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 267, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 272, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 276, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 281, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 285, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 290, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 294, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 297, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 301, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 306, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 312, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 319, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 327, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 336, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 346, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 355, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 363, 'fail_bonus': 0.15000000000000002}
- {'current_level': 10, 'cost': 370, 'fail_bonus': 0.2}
- {'current_level': 9, 'cost': 376, 'fail_bonus': 0.25}
- {'current_level': 8, 'cost': 381, 'fail_bonus': 0.3}
- {'current_level': 9, 'cost': 385, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 390, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 396, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 403, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 411, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 420, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 428, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 437, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 445, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 454, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 464, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 473, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 481, 'fail_bonus': 0.15000000000000002}
- {'current_level': 12, 'cost': 488, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 496, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 503, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 509, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 516, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 522, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 529, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 537, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 544, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 550, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 557, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 565, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 572, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 580, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 587, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 593, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 600, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 608, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 615, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 621, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 628, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 634, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 639, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 643, 'fail_bonus': 0.2}
- {'current_level': 8, 'cost': 646, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 650, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 655, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 661, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 666, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 672, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 677, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 683, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 690, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 698, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 707, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 715, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 724, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 734, 'fail_bonus': 0.05}
- {'current_level': 14, 'cost': 743, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 753, 'fail_bonus': 0.05}
- {'current_level': 14, 'cost': 762, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 772, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 781, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 789, 'fail_bonus': 0.15000000000000002}
- {'current_level': 12, 'cost': 796, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 804, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 811, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 817, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 824, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 830, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 835, 'fail_bonus': 0.15000000000000002}
- {'current_level': 9, 'cost': 839, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 844, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 850, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 855, 'fail_bonus': 0.1}
- {'current_level': 7, 'cost': 859, 'fail_bonus': 0.15000000000000002}
- {'current_level': 8, 'cost': 862, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 866, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 871, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 877, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 882, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 888, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 895, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 901, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 908, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 916, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 925, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 933, 'fail_bonus': 0.1}
- {'current_level': 12, 'cost': 940, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 948, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 955, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 963, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 972, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 980, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 987, 'fail_bonus': 0.15000000000000002}
- {'current_level': 9, 'cost': 993, 'fail_bonus': 0.2}
- {'current_level': 8, 'cost': 998, 'fail_bonus': 0.25}
- {'current_level': 9, 'cost': 1002, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1007, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1013, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1020, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1026, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1031, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1037, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1044, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1050, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1055, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 1059, 'fail_bonus': 0.2}
- {'current_level': 6, 'cost': 1062, 'fail_bonus': 0.25}
- {'current_level': 7, 'cost': 1064, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1067, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 1069, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 1070, 'fail_bonus': 0.15000000000000002}
- {'current_level': 6, 'cost': 1071, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 1073, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 1074, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 1075, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1077, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1080, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1082, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1085, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1089, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1094, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1100, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 1105, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1111, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1118, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 1124, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 1131, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 1139, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 1148, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 1156, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 1165, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 1175, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 1184, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 1192, 'fail_bonus': 0.15000000000000002}
- {'current_level': 10, 'cost': 1199, 'fail_bonus': 0.2}
- {'current_level': 11, 'cost': 1205, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1212, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 1218, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1225, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1231, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1236, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1242, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1247, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 1251, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1256, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1262, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1269, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1275, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1280, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1286, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1291, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 1295, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1300, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1304, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1307, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1311, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1314, 'fail_bonus': 0.1}
- {'current_level': 7, 'cost': 1316, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1319, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1323, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1326, 'fail_bonus': 0.1}
- {'current_level': 7, 'cost': 1328, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1331, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1335, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1338, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1342, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1347, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1351, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1356, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1360, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 1363, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 1365, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1368, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1370, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1373, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1377, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1382, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1386, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1391, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1395, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1400, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1406, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1411, 'fail_bonus': 0.1}
- {'current_level': 7, 'cost': 1415, 'fail_bonus': 0.15000000000000002}
- {'current_level': 6, 'cost': 1418, 'fail_bonus': 0.2}
- {'current_level': 7, 'cost': 1420, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1423, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1425, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1428, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1432, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1437, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1443, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1450, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1456, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1461, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1467, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 1472, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1478, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 1483, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1489, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1496, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1502, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1507, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1513, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1518, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 1522, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1527, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1531, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1536, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1540, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1545, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1551, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1558, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1564, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1569, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 1573, 'fail_bonus': 0.2}
- {'current_level': 8, 'cost': 1576, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1580, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1583, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1587, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1590, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 1592, 'fail_bonus': 0.15000000000000002}
- {'current_level': 6, 'cost': 1593, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1595, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1598, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1602, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1605, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1609, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1612, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1616, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1619, 'fail_bonus': 0.1}
- {'current_level': 5, 'cost': 1621, 'fail_bonus': 0.15000000000000002}
- {'current_level': 5, 'cost': 1622, 'fail_bonus': 0.2}
- {'current_level': 5, 'cost': 1623, 'fail_bonus': 0.25}
- {'current_level': 6, 'cost': 1624, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 1626, 'fail_bonus': 0.05}
- {'current_level': 5, 'cost': 1627, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 1628, 'fail_bonus': 0}
- {'current_level': 5, 'cost': 1630, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1631, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1633, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1636, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1640, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1645, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1649, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1654, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1658, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1661, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1665, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1670, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1676, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 1681, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1687, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1694, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1700, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1705, 'fail_bonus': 0.15000000000000002}
- {'current_level': 9, 'cost': 1709, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1714, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1718, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1723, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1729, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 1734, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 1740, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 1747, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 1755, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 1764, 'fail_bonus': 0.05}
- {'current_level': 11, 'cost': 1772, 'fail_bonus': 0.1}
- {'current_level': 10, 'cost': 1779, 'fail_bonus': 0.15000000000000002}
- {'current_level': 11, 'cost': 1785, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1792, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1798, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1803, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 1807, 'fail_bonus': 0.2}
- {'current_level': 8, 'cost': 1810, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1814, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1817, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1821, 'fail_bonus': 0.05}
- {'current_level': 6, 'cost': 1824, 'fail_bonus': 0.1}
- {'current_level': 7, 'cost': 1826, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1829, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1831, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1834, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1836, 'fail_bonus': 0}
- {'current_level': 6, 'cost': 1839, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1841, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1844, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1848, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1851, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1855, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1858, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1862, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1867, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1871, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1876, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1880, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1885, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1889, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1894, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1898, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1903, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1909, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1914, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 1918, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 1923, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1929, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1934, 'fail_bonus': 0.1}
- {'current_level': 9, 'cost': 1938, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1943, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1947, 'fail_bonus': 0.1}
- {'current_level': 6, 'cost': 1950, 'fail_bonus': 0.15000000000000002}
- {'current_level': 7, 'cost': 1952, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1955, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1959, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1962, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1966, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 1969, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 1973, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1978, 'fail_bonus': 0.05}
- {'current_level': 9, 'cost': 1982, 'fail_bonus': 0}
- {'current_level': 8, 'cost': 1987, 'fail_bonus': 0.05}
- {'current_level': 7, 'cost': 1991, 'fail_bonus': 0.1}
- {'current_level': 8, 'cost': 1994, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 1998, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 2001, 'fail_bonus': 0}
- {'current_level': 7, 'cost': 2005, 'fail_bonus': 0.05}
- {'current_level': 8, 'cost': 2008, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 2012, 'fail_bonus': 0}
- {'current_level': 10, 'cost': 2017, 'fail_bonus': 0}
- {'current_level': 9, 'cost': 2023, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 2028, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 2034, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 2041, 'fail_bonus': 0}
- {'current_level': 11, 'cost': 2049, 'fail_bonus': 0.05}
- {'current_level': 10, 'cost': 2056, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 2062, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 2069, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2077, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 2086, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2096, 'fail_bonus': 0.05}
- {'current_level': 14, 'cost': 2105, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2115, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 2124, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 2132, 'fail_bonus': 0.15000000000000002}
- {'current_level': 12, 'cost': 2139, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2147, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 2156, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2166, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 2175, 'fail_bonus': 0.1}
- {'current_level': 11, 'cost': 2183, 'fail_bonus': 0.15000000000000002}
- {'current_level': 12, 'cost': 2190, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2198, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 2207, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 2215, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 2224, 'fail_bonus': 0}
- {'current_level': 13, 'cost': 2234, 'fail_bonus': 0.05}
- {'current_level': 12, 'cost': 2243, 'fail_bonus': 0.1}
- {'current_level': 13, 'cost': 2251, 'fail_bonus': 0}
- {'current_level': 12, 'cost': 2260, 'fail_bonus': 0.05}
- {'current_level': 13, 'cost': 2268, 'fail_bonus': 0}
- {'current_level': 14, 'cost': 2277, 'fail_bonus': 0}
- final stats: {'current_level': 15, 'cost': 2287, 'fail_bonus': 0}
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