WinRAR Keygen Python implementation

winrar-keygen.py

"""
This is a Python implementation of the WinRAR Keygen originally written in C++.
Original Repository: https://github.com/bitcookies/winrar-keygen

Developer: adasThePrime (https://github.com/adasThePrime)
License: MIT


DISCLAIMER:
This software is provided for educational and authorized purposes only.
By using this software, you agree that:
- Unauthorized use or distribution is prohibited
- Violators will be prosecuted to the strictest writ of law, cosmic forces,
  the fury of a thousand suns, and whatever other consequences deemed
  appropriate by the universe and its lawyers
- Owning a valid license is the civilized way to go.
"""

import os


# GF(2^15) Lookup Tables
GF2_15_exp_tab = [1, 2, 4, 8, 16, 32, 64, 128, 256, 512, 1024, 2048, 4096, 8192, 16384, 3, 6, 12, 24, 48, 96, 192, 384, 768, 1536, 3072, 6144, 12288, 24576, 16387, 5, 10, 20, 40, 80, 160, 320, 640, 1280, 2560, 5120, 10240, 20480, 8195, 16390, 15, 30, 60, 120, 240, 480, 960, 1920, 3840, 7680, 15360, 30720, 28675, 24581, 16393, 17, 34, 68, 136, 272, 544, 1088, 2176, 4352, 8704, 17408, 2051, 4102, 8204, 16408, 51, 102, 204, 408, 816, 1632, 3264, 6528, 13056, 26112, 19459, 6149, 12298, 24596, 16427, 85, 170, 340, 680, 1360, 2720, 5440, 10880, 21760, 10755, 21510, 10255, 20510, 8255, 16510, 255, 510, 1020, 2040, 4080, 8160, 16320, 32640, 32515, 32261, 31753, 30737, 28705, 24641, 16513, 257, 514, 1028, 2056, 4112, 8224, 16448, 131, 262, 524, 1048, 2096, 4192, 8384, 16768, 771, 1542, 3084, 6168, 12336, 24672, 16579, 389, 778, 1556, 3112, 6224, 12448, 24896, 17027, 1285, 2570, 5140, 10280, 20560, 8355, 16710, 655, 1310, 2620, 5240, 10480, 20960, 9155, 18310, 3855, 7710, 15420, 30840, 28915, 25061, 17353, 1937, 3874, 7748, 15496, 30992, 29219, 25669, 18569, 4369, 8738, 17476, 2187, 4374, 8748, 17496, 2227, 4454, 8908, 17816, 2867, 5734, 11468, 22936, 13107, 26214, 19663, 6557, 13114, 26228, 19691, 6613, 13226, 26452, 20139, 7509, 15018, 30036, 27307, 21845, 10921, 21842, 10919, 21838, 10911, 21822, 10879, 21758, 10751, 21502, 10239, 20478, 8191, 16382, 32764, 32763, 32757, 32745, 32721, 32673, 32577, 32385, 32001, 31233, 29697, 26625, 20481, 8193, 16386, 7, 14, 28, 56, 112, 224, 448, 896, 1792, 3584, 7168, 14336, 28672, 24579, 16389, 9, 18, 36, 72, 144, 288, 576, 1152, 2304, 4608, 9216, 18432, 4099, 8198, 16396, 27, 54, 108, 216, 432, 864, 1728, 3456, 6912, 13824, 27648, 22531, 12293, 24586, 16407, 45, 90, 180, 360, 720, 1440, 2880, 5760, 11520, 23040, 13315, 26630, 20495, 8221, 16442, 119, 238, 476, 952, 1904, 3808, 7616, 15232, 30464, 28163, 23557, 14345, 28690, 24615, 16461, 153, 306, 612, 1224, 2448, 4896, 9792, 19584, 6403, 12806, 25612, 18459, 4149, 8298, 16596, 427, 854, 1708, 3416, 6832, 13664, 27328, 21891, 11013, 22026, 11287, 22574, 12383, 24766, 16767, 765, 1530, 3060, 6120, 12240, 24480, 16195, 32390, 32015, 31261, 29753, 26737, 20705, 8641, 17282, 1799, 3598, 7196, 14392, 28784, 24803, 16837, 905, 1810, 3620, 7240, 14480, 28960, 25155, 17541, 2313, 4626, 9252, 18504, 4243, 8486, 16972, 1179, 2358, 4716, 9432, 18864, 4963, 9926, 19852, 6939, 13878, 27756, 22747, 12725, 25450, 18135, 3501, 7002, 14004, 28008, 23251, 13733, 27466, 22167, 11565, 23130, 13495, 26990, 21215, 9661, 19322, 5879, 11758, 23516, 14267, 28534, 24303, 15837, 31674, 30583, 28397, 24025, 15281, 30562, 28359, 23949, 15129, 30258, 27751, 22733, 12697, 25394, 18023, 3277, 6554, 13108, 26216, 19667, 6565, 13130, 26260, 19755, 6741, 13482, 26964, 21163, 9557, 19114, 5463, 10926, 21852, 10939, 21878, 10991, 21982, 11199, 22398, 12031, 24062, 15359, 30718, 28671, 24573, 16377, 32754, 32743, 32717, 32665, 32561, 32353, 31937, 31105, 29441, 26113, 19457, 6145, 12290, 24580, 16395, 21, 42, 84, 168, 336, 672, 1344, 2688, 5376, 10752, 21504, 10243, 20486, 8207, 16414, 63, 126, 252, 504, 1008, 2016, 4032, 8064, 16128, 32256, 31747, 30725, 28681, 24593, 16417, 65, 130, 260, 520, 1040, 2080, 4160, 8320, 16640, 515, 1030, 2060, 4120, 8240, 16480, 195, 390, 780, 1560, 3120, 6240, 12480, 24960, 17155, 1541, 3082, 6164, 12328, 24656, 16547, 325, 650, 1300, 2600, 5200, 10400, 20800, 8835, 17670, 2575, 5150, 10300, 20600, 8435, 16870, 975, 1950, 3900, 7800, 15600, 31200, 29635, 26501, 20233, 7697, 15394, 30788, 28811, 24853, 16937, 1105, 2210, 4420, 8840, 17680, 2595, 5190, 10380, 20760, 8755, 17510, 2255, 4510, 9020, 18040, 3315, 6630, 13260, 26520, 20275, 7781, 15562, 31124, 29483, 26197, 19625, 6481, 12962, 25924, 19083, 5397, 10794, 21588, 10411, 20822, 8879, 17758, 2751, 5502, 11004, 22008, 11251, 22502, 12239, 24478, 16191, 32382, 31999, 31229, 29689, 26609, 20449, 8129, 16258, 32516, 32267, 31765, 30761, 28753, 24737, 16705, 641, 1282, 2564, 5128, 10256, 20512, 8259, 16518, 271, 542, 1084, 2168, 4336, 8672, 17344, 1923, 3846, 7692, 15384, 30768, 28771, 24773, 16777, 785, 1570, 3140, 6280, 12560, 25120, 17475, 2181, 4362, 8724, 17448, 2131, 4262, 8524, 17048, 1331, 2662, 5324, 10648, 21296, 9827, 19654, 6543, 13086, 26172, 19579, 6389, 12778, 25556, 18347, 3925, 7850, 15700, 31400, 30035, 27301, 21833, 10897, 21794, 10823, 21646, 10527, 21054, 9343, 18686, 4607, 9214, 18428, 4091, 8182, 16364, 32728, 32691, 32613, 32457, 32145, 31521, 30273, 27777, 22785, 12801, 25602, 18439, 4109, 8218, 16436, 107, 214, 428, 856, 1712, 3424, 6848, 13696, 27392, 22019, 11269, 22538, 12311, 24622, 16479, 189, 378, 756, 1512, 3024, 6048, 12096, 24192, 15619, 31238, 29711, 26653, 20537, 8305, 16610, 455, 910, 1820, 3640, 7280, 14560, 29120, 25475, 18181, 3593, 7186, 14372, 28744, 24723, 16677, 585, 1170, 2340, 4680, 9360, 18720, 4675, 9350, 18700, 4635, 9270, 18540, 4315, 8630, 17260, 1755, 3510, 7020, 14040, 28080, 23395, 14021, 28042, 23319, 13869, 27738, 22711, 12653, 25306, 17847, 2925, 5850, 11700, 23400, 14035, 28070, 23375, 13981, 27962, 23159, 13549, 27098, 21431, 10093, 20186, 7607, 15214, 30428, 28091, 23413, 14057, 28114, 23463, 14157, 28314, 23863, 14957, 29914, 27063, 21357, 9945, 19890, 7015, 14030, 28060, 23355, 13941, 27882, 22999, 13229, 26458, 20151, 7533, 15066, 30132, 27499, 22229, 11689, 23378, 13991, 27982, 23199, 13629, 27258, 21751, 10733, 21466, 10167, 20334, 7903, 15806, 31612, 30459, 28149, 23529, 14289, 28578, 24391, 16013, 32026, 31287, 29805, 26841, 20913, 9057, 18114, 3463, 6926, 13852, 27704, 22643, 12517, 25034, 17303, 1837, 3674, 7348, 14696, 29392, 26019, 19269, 5769, 11538, 23076, 13387, 26774, 20783, 8797, 17594, 2423, 4846, 9692, 19384, 6003, 12006, 24012, 15259, 30518, 28271, 23773, 14777, 29554, 26343, 19917, 7065, 14130, 28260, 23755, 14741, 29482, 26199, 19629, 6489, 12978, 25956, 19147, 5525, 11050, 22100, 11435, 22870, 12975, 25950, 19135, 5501, 11002, 22004, 11243, 22486, 12207, 24414, 16063, 32126, 31487, 30205, 27641, 22513, 12257, 24514, 16263, 32526, 32287, 31805, 30841, 28913, 25057, 17345, 1921, 3842, 7684, 15368, 30736, 28707, 24645, 16521, 273, 546, 1092, 2184, 4368, 8736, 17472, 2179, 4358, 8716, 17432, 2099, 4198, 8396, 16792, 819, 1638, 3276, 6552, 13104, 26208, 19651, 6533, 13066, 26132, 19499, 6229, 12458, 24916, 17067, 1365, 2730, 5460, 10920, 21840, 10915, 21830, 10895, 21790, 10815, 21630, 10495, 20990, 9215, 18430, 4095, 8190, 16380, 32760, 32755, 32741, 32713, 32657, 32545, 32321, 31873, 30977, 29185, 25601, 18433, 4097, 8194, 16388, 11, 22, 44, 88, 176, 352, 704, 1408, 2816, 5632, 11264, 22528, 12291, 24582, 16399, 29, 58, 116, 232, 464, 928, 1856, 3712, 7424, 14848, 29696, 26627, 20485, 8201, 16402, 39, 78, 156, 312, 624, 1248, 2496, 4992, 9984, 19968, 7171, 14342, 28684, 24603, 16437, 105, 210, 420, 840, 1680, 3360, 6720, 13440, 26880, 20995, 9221, 18442, 4119, 8238, 16476, 187, 374, 748, 1496, 2992, 5984, 11968, 23936, 15107, 30214, 27663, 22557, 12345, 24690, 16615, 461, 922, 1844, 3688, 7376, 14752, 29504, 26243, 19717, 6665, 13330, 26660, 20555, 8341, 16682, 599, 1198, 2396, 4792, 9584, 19168, 5571, 11142, 22284, 11803, 23606, 14447, 28894, 25023, 17277, 1785, 3570, 7140, 14280, 28560, 24355, 15941, 31882, 30999, 29229, 25689, 18609, 4449, 8898, 17796, 2827, 5654, 11308, 22616, 12467, 24934, 17103, 1437, 2874, 5748, 11496, 22992, 13219, 26438, 20111, 7453, 14906, 29812, 26859, 20949, 9129, 18258, 3751, 7502, 15004, 30008, 27251, 21733, 10697, 21394, 10023, 20046, 7327, 14654, 29308, 25851, 18933, 5097, 10194, 20388, 8011, 16022, 32044, 31323, 29877, 26985, 21201, 9633, 19266, 5767, 11534, 23068, 13371, 26742, 20719, 8669, 17338, 1911, 3822, 7644, 15288, 30576, 28387, 24005, 15241, 30482, 28199, 23629, 14489, 28978, 25191, 17613, 2457, 4914, 9828, 19656, 6547, 13094, 26188, 19611, 6453, 12906, 25812, 18859, 4949, 9898, 19796, 6827, 13654, 27308, 21851, 10933, 21866, 10967, 21934, 11103, 22206, 11647, 23294, 13823, 27646, 22527, 12285, 24570, 16375, 32750, 32735, 32701, 32633, 32497, 32225, 31681, 30593, 28417, 24065, 15361, 30722, 28679, 24589, 16409, 49, 98, 196, 392, 784, 1568, 3136, 6272, 12544, 25088, 17411, 2053, 4106, 8212, 16424, 83, 166, 332, 664, 1328, 2656, 5312, 10624, 21248, 9731, 19462, 6159, 12318, 24636, 16507, 245, 490, 980, 1960, 3920, 7840, 15680, 31360, 29955, 27141, 21513, 10257, 20514, 8263, 16526, 287, 574, 1148, 2296, 4592, 9184, 18368, 3971, 7942, 15884, 31768, 30771, 28773, 24777, 16785, 801, 1602, 3204, 6408, 12816, 25632, 18499, 4229, 8458, 16916, 1067, 2134, 4268, 8536, 17072, 1379, 2758, 5516, 11032, 22064, 11363, 22726, 12687, 25374, 17983, 3197, 6394, 12788, 25576, 18387, 4005, 8010, 16020, 32040, 31315, 29861, 26953, 21137, 9505, 19010, 5255, 10510, 21020, 9275, 18550, 4335, 8670, 17340, 1915, 3830, 7660, 15320, 30640, 28515, 24261, 15753, 31506, 30247, 27725, 22681, 12593, 25186, 17607, 2445, 4890, 9780, 19560, 6355, 12710, 25420, 18075, 3381, 6762, 13524, 27048, 21331, 9893, 19786, 6807, 13614, 27228, 21691, 10613, 21226, 9687, 19374, 5983, 11966, 23932, 15099, 30198, 27631, 22493, 12217, 24434, 16103, 32206, 31647, 30525, 28281, 23793, 14817, 29634, 26503, 20237, 7705, 15410, 30820, 28875, 24981, 17193, 1617, 3234, 6468, 12936, 25872, 18979, 5189, 10378, 20756, 8747, 17494, 2223, 4446, 8892, 17784, 2803, 5606, 11212, 22424, 12083, 24166, 15567, 31134, 29503, 26237, 19705, 6641, 13282, 26564, 20363, 7957, 15914, 31828, 30891, 29013, 25257, 17745, 2721, 5442, 10884, 21768, 10771, 21542, 10319, 20638, 8511, 17022, 1279, 2558, 5116, 10232, 20464, 8163, 16326, 32652, 32539, 32309, 31849, 30929, 29089, 25409, 18049, 3329, 6658, 13316, 26632, 20499, 8229, 16458, 151, 302, 604, 1208, 2416, 4832, 9664, 19328, 5891, 11782, 23564, 14363, 28726, 24687, 16605, 441, 882, 1764, 3528, 7056, 14112, 28224, 23683, 14597, 29194, 25623, 18477, 4185, 8370, 16740, 715, 1430, 2860, 5720, 11440, 22880, 12995, 25990, 19215, 5661, 11322, 22644, 12523, 25046, 17327, 1885, 3770, 7540, 15080, 30160, 27555, 22341, 11913, 23826, 14887, 29774, 26783, 20797, 8825, 17650, 2535, 5070, 10140, 20280, 7795, 15590, 31180, 29595, 26421, 20073, 7377, 14754, 29508, 26251, 19733, 6697, 13394, 26788, 20811, 8853, 17706, 2647, 5294, 10588, 21176, 9587, 19174, 5583, 11166, 22332, 11899, 23798, 14831, 29662, 26559, 20349, 7929, 15858, 31716, 30667, 28565, 24361, 15953, 31906, 31047, 29325, 25881, 18993, 5217, 10434, 20868, 8971, 17942, 3119, 6238, 12476, 24952, 17139, 1509, 3018, 6036, 12072, 24144, 15523, 31046, 29327, 25885, 19001, 5233, 10466, 20932, 9099, 18198, 3631, 7262, 14524, 29048, 25331, 17893, 3017, 6034, 12068, 24136, 15507, 31014, 29263, 25757, 18745, 4721, 9442, 18884, 5003, 10006, 20012, 7259, 14518, 29036, 25307, 17845, 2921, 5842, 11684, 23368, 13971, 27942, 23119, 13469, 26938, 21111, 9453, 18906, 5047, 10094, 20188, 7611, 15222, 30444, 28123, 23477, 14185, 28370, 23975, 15181, 30362, 27959, 23149, 13529, 27058, 21351, 9933, 19866, 6967, 13934, 27868, 22971, 13173, 26346, 19927, 7085, 14170, 28340, 23915, 15061, 30122, 27479, 22189, 11609, 23218, 13671, 27342, 21919, 11069, 22138, 11511, 23022, 13279, 26558, 20351, 7933, 15866, 31732, 30699, 28629, 24489, 16209, 32418, 32071, 31373, 29977, 27185, 21601, 10433, 20866, 8967, 17934, 3103, 6206, 12412, 24824, 16883, 997, 1994, 3988, 7976, 15952, 31904, 31043, 29317, 25865, 18961, 5153, 10306, 20612, 8459, 16918, 1071, 2142, 4284, 8568, 17136, 1507, 3014, 6028, 12056, 24112, 15459, 30918, 29071, 25373, 17977, 3185, 6370, 12740, 25480, 18195, 3621, 7242, 14484, 28968, 25171, 17573, 2377, 4754, 9508, 19016, 5267, 10534, 21068, 9371, 18742, 4719, 9438, 18876, 4987, 9974, 19948, 7131, 14262, 28524, 24283, 15797, 31594, 30423, 28077, 23385, 14001, 28002, 23239, 13709, 27418, 22071, 11373, 22746, 12727, 25454, 18143, 3517, 7034, 14068, 28136, 23507, 14245, 28490, 24215, 15661, 31322, 29879, 26989, 21209, 9649, 19298, 5831, 11662, 23324, 13883, 27766, 22767, 12765, 25530, 18295, 3821, 7642, 15284, 30568, 28371, 23973, 15177, 30354, 27943, 23117, 13465, 26930, 21095, 9421, 18842, 4919, 9838, 19676, 6587, 13174, 26348, 19931, 7093, 14186, 28372, 23979, 15189, 30378, 27991, 23213, 13657, 27314, 21863, 10957, 21914, 11063, 22126, 11487, 22974, 13183, 26366, 19967, 7165, 14330, 28660, 24555, 16341, 32682, 32599, 32429, 32089, 31409, 30049, 27329, 21889, 11009, 22018, 11271, 22542, 12319, 24638, 16511, 253, 506, 1012, 2024, 4048, 8096, 16192, 32384, 32003, 31237, 29705, 26641, 20513, 8257, 16514, 263, 526, 1052, 2104, 4208, 8416, 16832, 899, 1798, 3596, 7192, 14384, 28768, 24771, 16773, 777, 1554, 3108, 6216, 12432, 24864, 16963, 1157, 2314, 4628, 9256, 18512, 4259, 8518, 17036, 1307, 2614, 5228, 10456, 20912, 9059, 18118, 3471, 6942, 13884, 27768, 22771, 12773, 25546, 18327, 3885, 7770, 15540, 31080, 29395, 26021, 19273, 5777, 11554, 23108, 13451, 26902, 21039, 9309, 18618, 4471, 8942, 17884, 3003, 6006, 12012, 24024, 15283, 30566, 28367, 23965, 15161, 30322, 27879, 22989, 13209, 26418, 20071, 7373, 14746, 29492, 26219, 19669, 6569, 13138, 26276, 19787, 6805, 13610, 27220, 21675, 10581, 21162, 9559, 19118, 5471, 10942, 21884, 11003, 22006, 11247, 22494, 12223, 24446, 16127, 32254, 31743, 30717, 28665, 24561, 16353, 32706, 32647, 32525, 32281, 31793, 30817, 28865, 24961, 17153, 1537, 3074, 6148, 12296, 24592, 16419, 69, 138, 276, 552, 1104, 2208, 4416, 8832, 17664, 2563, 5126, 10252, 20504, 8243, 16486, 207, 414, 828, 1656, 3312, 6624, 13248, 26496, 20227, 7685, 15370, 30740, 28715, 24661, 16553, 337, 674, 1348, 2696, 5392, 10784, 21568, 10371, 20742, 8719, 17438, 2111, 4222, 8444, 16888, 1011, 2022, 4044, 8088, 16176, 32352, 31939, 31109, 29449, 26129, 19489, 6209, 12418, 24836, 16907, 1045, 2090, 4180, 8360, 16720, 675, 1350, 2700, 5400, 10800, 21600, 10435, 20870, 8975, 17950, 3135, 6270, 12540, 25080, 17395, 2021, 4042, 8084, 16168, 32336, 31907, 31045, 29321, 25873, 18977, 5185, 10370, 20740, 8715, 17430, 2095, 4190, 8380, 16760, 755, 1510, 3020, 6040, 12080, 24160, 15555, 31110, 29455, 26141, 19513, 6257, 12514, 25028, 17291, 1813, 3626, 7252, 14504, 29008, 25251, 17733, 2697, 5394, 10788, 21576, 10387, 20774, 8783, 17566, 2367, 4734, 9468, 18936, 5107, 10214, 20428, 8091, 16182, 32364, 31963, 31157, 29545, 26321, 19873, 6977, 13954, 27908, 23051, 13333, 26666, 20567, 8365, 16730, 695, 1390, 2780, 5560, 11120, 22240, 11715, 23430, 14095, 28190, 23615, 14461, 28922, 25079, 17389, 2009, 4018, 8036, 16072, 32144, 31523, 30277, 27785, 22801, 12833, 25666, 18567, 4365, 8730, 17460, 2155, 4310, 8620, 17240, 1715, 3430, 6860, 13720, 27440, 22115, 11461, 22922, 13079, 26158, 19551, 6333, 12666, 25332, 17899, 3029, 6058, 12116, 24232, 15699, 31398, 30031, 27293, 21817, 10865, 21730, 10695, 21390, 10015, 20030, 7295, 14590, 29180, 25595, 18421, 4073, 8146, 16292, 32584, 32403, 32037, 31305, 29841, 26913, 21057, 9345, 18690, 4615, 9230, 18460, 4155, 8310, 16620, 475, 950, 1900, 3800, 7600, 15200, 30400, 28035, 23301, 13833, 27666, 22567, 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2637, 14890, 31646, 18806, 1729, 6515, 27147, 16814, 22763, 31551, 14082, 28296, 25671, 2582, 16357, 31625, 16986, 3806, 10421, 28586, 21887, 19668, 1893, 23203, 5450, 11183, 20363, 18215, 30004, 9806, 28370, 13371, 19688, 29929, 12123, 15738, 28019, 8949, 13944, 13788, 17160, 12198, 21365, 29473, 3142, 31570, 4069, 22107, 28770, 9697, 2979, 10368, 27723, 5517, 24552, 3992, 10775, 15256, 21048, 937, 23346, 27166, 15337, 10561, 5089, 10011, 17007, 14771, 4552, 25572, 22183, 25178, 21723, 15457, 21808, 31077, 23750, 2218, 709, 18578, 9881, 12645, 29390, 2841, 15036, 15775, 30531, 23828, 25786, 22482, 14736, 14964, 24252, 28445, 20028, 23521, 23223, 2913, 24725, 15192, 5832, 25156, 9348, 13231, 31253, 4650, 18880, 11530, 17377, 6534, 16140, 28167, 24321, 19810, 30917, 8877, 32584, 17863, 8786, 30338, 18527, 9254, 10852, 5378, 11372, 4884, 20889, 14843, 5470, 4390, 8242, 19763, 25525, 6435, 12432, 20554, 7003, 4437, 19071, 1419, 23864, 16833, 5041, 4718, 28722, 13525, 6130, 16003, 26612, 31338, 29786, 29341, 12074, 19976, 9484, 26324, 27097, 22782, 1253, 8615, 12307, 5683, 26509, 30073, 16689, 27524, 19173, 22929, 22022, 25291, 2418, 26014, 28846, 8289, 31149, 3334, 3702, 6923, 13446, 14837, 10555, 14175, 16490, 4545, 16881, 24444, 7659, 2025, 20257, 504, 32761, 16496, 16377, 9023, 114, 26395, 7666, 22598, 10443, 9585, 625, 13572, 20265, 23354, 30567, 18234, 15574, 8440, 24628, 30744, 2520, 22420, 31276, 30768, 2034, 5387, 28659, 24876, 8178, 19108, 946, 30023, 3830, 11708, 10129, 30830, 23107, 11758, 5278, 31698, 21126, 20752, 13549, 22695, 19449, 12669, 29690, 6177, 26908, 19410, 28057, 5974, 1490, 21207, 13862, 22847, 10182, 27798, 31386, 16727, 5211, 22589, 10944, 20382, 1014, 14181, 29834, 7333, 28607, 25821, 27285, 26659, 7420, 11463, 4306, 24789, 3463, 23276, 6684, 2130, 29547, 30389, 26085, 8154, 26373, 25384, 16594, 12945, 8003, 13723, 14604, 3054, 6764, 27384, 4198, 2096, 470, 12272, 2602, 10094, 24013, 22146, 15536, 23661, 21569, 29252, 24939, 2184, 4850, 31481, 9772, 11202, 9109, 11669, 11291, 16050, 5593, 32116, 28206, 3373, 30678, 18980, 27928, 26817, 18288, 616, 9015, 1912, 232, 16887, 24048, 4765, 21908, 352, 24451, 20503, 9534, 13253, 17591, 32205, 23423, 6060, 10681, 4144, 18050, 7087, 2272, 8416, 18742, 32052, 14670, 32168, 11053, 2758, 18379, 17674, 15812, 26217, 11601, 2636, 7765, 1728, 31645, 22762, 27146, 25670, 14081, 16985, 16356, 21886, 10420, 5449, 1892, 30003, 20362, 19687, 28369, 28018, 12122, 17159, 13943, 3141, 21364, 28769, 4068, 27722, 2978, 10774, 24551, 23345, 21047, 5088, 15336, 4551, 17006, 21722, 22182, 23749, 21807, 9880, 708, 15035, 29389, 25785, 30530, 24251, 14735, 23222, 20027, 5831, 24724, 31252, 9347, 17376, 18879, 24320, 16139, 32583, 30916, 18526, 8785, 11371, 10851, 5469, 20888, 25524, 8241, 7002, 12431, 23863, 19070, 28721, 5040, 26611, 6129, 12073, 29785, 27096, 9483, 12306, 1252, 16688, 26508, 22021, 19172, 28845, 2417, 3701, 31148, 10554, 13445, 16880, 16489, 20256, 7658, 16376, 32760, 7665, 113, 624, 10442, 30566, 20264, 24627, 15573, 31275, 2519, 28658, 2033, 945, 8177, 10128, 3829, 5277, 23106, 13548, 21125, 29689, 19448, 28056, 26907, 13861, 1489, 31385, 10181, 10943, 5210, 29833, 1013, 27284, 28606, 4305, 7419, 6683, 3462, 26084, 29546, 16593, 26372, 14603, 8002, 4197, 6763, 2601, 469, 15535, 24012, 24938, 21568, 9771, 4849, 11290, 9108, 28205, 5592, 27927, 30677, 9014, 18287, 24047, 231, 24450, 21907, 17590, 9533, 10680, 23422, 2271, 18049, 14669, 18741, 18378, 11052, 11600, 15811, 31644, 7764, 14080, 27145, 10419, 16355, 20361, 1891, 12121, 28368, 21363, 13942, 2977, 4067, 21046, 24550, 17005, 15335, 21806, 22181, 29388, 707, 14734, 30529, 24723, 20026, 18878, 9346, 30915, 16138, 10850, 8784, 8240, 20887, 19069, 12430, 6128, 5039, 9482, 29784, 26507, 1251, 2416, 19171, 13444, 31147, 7657, 16488, 112, 32759, 20263, 10441, 2518, 15572, 8176, 2032, 23105, 3828, 19447, 21124, 1488, 26906, 5209, 10180, 28605, 1012, 3461, 7418, 26371, 29545, 6762, 8001, 24011, 468, 4848, 21567, 5591, 9107, 18286, 30676, 21906, 230, 23421, 9532, 18740, 18048, 15810, 11051, 27144, 7763, 1890, 16354, 13941, 28367, 24549, 4066, 22180, 15334, 30528, 706, 9345, 20025, 8783, 16137, 12429, 20886, 29783, 5038, 19170, 1250, 16487, 31146, 10440, 32758, 2031, 15571, 21123, 3827, 10179, 26905, 7417, 1011, 8000, 29544, 21566, 467, 30675, 9106, 9531, 229, 11050, 18047, 16353, 7762, 4065, 28366, 705, 15333, 16136, 20024, 5037, 20885, 31145, 1249, 15570, 32757, 26904, 3826, 29543, 1010, 9105, 466, 18046, 228, 28365, 7761, 20023, 15332, 1248, 20884, 3825, 32756, 465, 1009, 7760, 227, 20883, 15331, 1008, 32755, 15330, 226, 225, 32754, 32752, 32753]


def crc32(s: str) -> int:
    table = [0] * 256
    for i in range(256):
        a = i
        for _ in range(8):
            if a & 1:
                a = 0xEDB88320 ^ (a >> 1)
            else:
                a = a >> 1
            a &= 0xFFFFFFFF
        table[i] = a
    n = 0xFFFFFFFF
    for ch in s:
        n = (n >> 8) ^ table[(n ^ ord(ch)) & 0xFF]
        n &= 0xFFFFFFFF
    return n


def bytes_to_bigint(b: str) -> int:
    ans = 0
    for i in range(len(b)):
        ans = ans + ((ord(b[i]) & 0xFF) << (i * 8))
    return ans


def bigint_to_bytes(b: int, l: int) -> str:
    ans = ''
    _b = b
    for _ in range(l):
        c = int(_b % 256) & 0xFF
        ans = chr(c) + ans
        _b = _b >> 8
    return ans


def bytes_to_hex(b: str) -> str:
    ans = ''
    for i in range(len(b)):
        ans = ans + format(ord(b[i]) & 0xFF, '02x')
    return ans


def gf_add(a: int, b: int) -> int:
    return a ^ b


def gf_sub(a: int, b: int) -> int:
    return a ^ b


def _gf215_mul(s1: int, s2: int) -> int:
    if s1 == 0 or s2 == 0:
        return 0
    return GF2_15_exp_tab[(GF2_15_log_tab[s1] + GF2_15_log_tab[s2]) % 0x7FFF]


def gf_mul(a: int, b: int) -> int:
    if a == 0 or b == 0:
        return 0

    Ta = [0] * 17
    Tb = [0] * 17
    Tc = [0] * 34

    for k in range(17):
        Ta[k] = int(a & 0x7FFF)
        Tb[k] = int(b & 0x7FFF)
        a = a >> 15
        b = b >> 15

    for k in range(17):
        for r in range(17):
            Tc[k + r] ^= _gf215_mul(Ta[k], Tb[r])

    for k in range(33, 16, -1):
        Tc[k - 17] ^= Tc[k]
        Tc[k - 14] ^= Tc[k]
        Tc[k] = 0

    res = 0
    for k in range(16, 0, -1):
        res = (res + Tc[k]) << 15
    res = res + Tc[0]
    return res


def gf_inv(a: int) -> int:
    if a == 0:
        return 0
    base = a
    ans = 1
    for _ in range(16):
        for __ in range(15):
            base = gf_mul(base, base)
        ans = gf_mul(ans, base)
    temp = gf_mul(ans, a)
    temp = GF2_15_exp_tab[(0x7FFF - GF2_15_log_tab[int(temp & 0x7FFF)]) % 0x7FFF]
    ans = gf_mul(ans, temp)
    return ans


def gf_div(a: int, b: int) -> int:
    return gf_mul(a, gf_inv(b))


MASK_255 = (1 << 255) - 1


def ecp_double(a: int) -> int:
    if a == 0:
        return a
    _x = a & MASK_255
    _y = (a >> 255) & MASK_255
    m = gf_add(gf_div(_y, _x), _x)
    newx = gf_add(gf_mul(m, m), m)
    newy = gf_add(gf_mul(gf_add(m, 1), newx), gf_mul(_x, _x))
    return newx | (newy << 255)


def ecp_add(a: int, b: int) -> int:
    a_x = a & MASK_255
    a_y = (a >> 255) & MASK_255
    b_x = b & MASK_255
    b_y = (b >> 255) & MASK_255

    if a == b:
        return ecp_double(a)
    elif a_x == 0 and a_y == 0:
        return b
    elif b_x == 0 and b_y == 0:
        return a
    elif a_x == 0 and b_x == 0 and a_y != 0 and b_y != 0:
        return 0
    else:
        m = gf_div(gf_add(a_y, b_y), gf_add(a_x, b_x))
        newx = gf_add(gf_add(m, gf_mul(m, m)), gf_add(a_x, b_x))
        newy = gf_add(gf_mul(m, gf_add(a_x, newx)), gf_add(newx, a_y))
        return newx | (newy << 255)


ORDER_N = 0x01026dd85081b82314691ced9bbec30547840e4bf72d8b5e0d258442bbcd31
BASE_POINT = 0x0106d197457e485be7873b5ef2224b5a683ca02a73753079c43412318997c98d3d6fdcbc6a27acee0cc2996e0096ae74feb1acf220a2341b898b549440297b8cc


def ecp_smul(k: int, a: int) -> int:
    if k == 0:
        return 0
    _k = k % ORDER_N
    _a = a
    ans = 0
    while _k != 0:
        if _k & 1:
            ans = ecp_add(ans, _a)
        _a = ecp_add(_a, _a)
        _k = _k >> 1
    return ans


def sha1(msg: str) -> str:
    def rotate_left(n, s):
        return ((n << s) | (n >> (32 - s))) & 0xFFFFFFFF

    def cvt_hex(val):
        s = ''
        s += format((val >> 28) & 0xF, 'x')
        s += format((val >> 24) & 0xF, 'x')
        s += format((val >> 20) & 0xF, 'x')
        s += format((val >> 16) & 0xF, 'x')
        s += format((val >> 12) & 0xF, 'x')
        s += format((val >> 8) & 0xF, 'x')
        s += format((val >> 4) & 0xF, 'x')
        s += format(val & 0xF, 'x')
        return s

    W = [0] * 80
    H0 = 0x67452301
    H1 = 0xEFCDAB89
    H2 = 0x98BADCFE
    H3 = 0x10325476
    H4 = 0xC3D2E1F0

    msg_len = len(msg)
    word_array = []

    i = 0
    while i < msg_len - 3:
        j = (ord(msg[i]) << 24) | (ord(msg[i + 1]) << 16) | (ord(msg[i + 2]) << 8) | ord(msg[i + 3])
        word_array.append(j & 0xFFFFFFFF)
        i += 4

    rem = msg_len % 4
    if rem == 0:
        word_array.append(0x80000000)
    elif rem == 1:
        word_array.append(((ord(msg[msg_len - 1]) << 24) | 0x800000) & 0xFFFFFFFF)
    elif rem == 2:
        word_array.append(((ord(msg[msg_len - 2]) << 24) | (ord(msg[msg_len - 1]) << 16) | 0x8000) & 0xFFFFFFFF)
    elif rem == 3:
        word_array.append(((ord(msg[msg_len - 3]) << 24) | (ord(msg[msg_len - 2]) << 16) | (ord(msg[msg_len - 1]) << 8) | 0x80) & 0xFFFFFFFF)

    while len(word_array) % 16 != 14:
        word_array.append(0)

    word_array.append((msg_len >> 29) & 0xFFFFFFFF)
    word_array.append((msg_len << 3) & 0xFFFFFFFF)

    blockstart = 0
    while blockstart < len(word_array):
        for ii in range(16):
            W[ii] = word_array[blockstart + ii]
        for ii in range(16, 80):
            W[ii] = rotate_left(W[ii - 3] ^ W[ii - 8] ^ W[ii - 14] ^ W[ii - 16], 1)
        A, B, C, D, E = H0, H1, H2, H3, H4

        for ii in range(0, 20):
            temp = (rotate_left(A, 5) + ((B & C) | ((~B & 0xFFFFFFFF) & D)) + E + W[ii] + 0x5A827999) & 0xFFFFFFFF
            E = D
            D = C
            C = rotate_left(B, 30)
            B = A
            A = temp
        for ii in range(20, 40):
            temp = (rotate_left(A, 5) + (B ^ C ^ D) + E + W[ii] + 0x6ED9EBA1) & 0xFFFFFFFF
            E = D
            D = C
            C = rotate_left(B, 30)
            B = A
            A = temp
        for ii in range(40, 60):
            temp = (rotate_left(A, 5) + ((B & C) | (B & D) | (C & D)) + E + W[ii] + 0x8F1BBCDC) & 0xFFFFFFFF
            E = D
            D = C
            C = rotate_left(B, 30)
            B = A
            A = temp
        for ii in range(60, 80):
            temp = (rotate_left(A, 5) + (B ^ C ^ D) + E + W[ii] + 0xCA62C1D6) & 0xFFFFFFFF
            E = D
            D = C
            C = rotate_left(B, 30)
            B = A
            A = temp

        H0 = (H0 + A) & 0xFFFFFFFF
        H1 = (H1 + B) & 0xFFFFFFFF
        H2 = (H2 + C) & 0xFFFFFFFF
        H3 = (H3 + D) & 0xFFFFFFFF
        H4 = (H4 + E) & 0xFFFFFFFF
        blockstart += 16

    result = cvt_hex(H0) + cvt_hex(H1) + cvt_hex(H2) + cvt_hex(H3) + cvt_hex(H4)
    return result.lower()


def winrar_format_sha1(data: str) -> str:
    if len(data) == 0:
        return '\x81\xb7\x3e\xeb\x29\x53\x26\x50\xa3\xf4\x5e\xdc\xd5\xb9\x47\x68\x4c\x3b\xe4\xcd'

    hex_sha1_digest = sha1(data)
    sha1_digest = [0] * 20
    for k in range(20):
        sha1_digest[k] = int(hex_sha1_digest[2 * k:2 * k + 2], 16) & 0xFF

    formated = ''
    for k in range(5):
        formated += chr(sha1_digest[4 * k + 3])
        formated += chr(sha1_digest[4 * k + 2])
        formated += chr(sha1_digest[4 * k + 1])
        formated += chr(sha1_digest[4 * k + 0])
    return formated


def winrar_get_privkey(data: str) -> str:
    d = winrar_format_sha1(data)
    pri_key = ''
    for i in range(1, 16):
        prefix = chr(i) + '\x00\x00\x00'
        pri_key += winrar_format_sha1(prefix + d)[:2]
    return pri_key


def winrar_padded_hash(data: str) -> str:
    return winrar_format_sha1(data) + '\x43\x8d\xfd\x0f\x7c\x3c\xe3\xb4\xd1\x1b'


def winrar_get_pubkey(privkey: str) -> int:
    privkey_num = bytes_to_bigint(privkey)
    pkG = ecp_smul(privkey_num, BASE_POINT)
    pkG_x = pkG & MASK_255
    pkG_y = (pkG >> 255) & MASK_255
    pubk_1 = 2 * pkG_x
    pubk_2 = gf_div(pkG_y, pkG_x) & 1
    return pubk_1 + pubk_2


WINRAR_PRIV_K = 0x059fe6abcca90bdb95f0105271fa85fb9f11f467450c1ae9044b7fd61d65e


def winrar_sign(data: str) -> tuple:
    random_bytes = os.urandom(8)
    random_val = int.from_bytes(random_bytes, 'big') & 0xFF
    sign_r = ((ORDER_N << 512) + (ecp_smul(random_val, BASE_POINT) & MASK_255) + bytes_to_bigint(winrar_padded_hash(data))) % ORDER_N
    sign_s = ((ORDER_N << 512) + random_val - (WINRAR_PRIV_K * sign_r)) % ORDER_N
    return sign_r, sign_s


def winrar_keygen(user: str, lic: str) -> str:
    temp = bigint_to_bytes(winrar_get_pubkey(winrar_get_privkey(user)), 32)
    data3 = bytes_to_hex('\x60' + temp[:24])
    data0 = bytes_to_hex(bigint_to_bytes(winrar_get_pubkey(winrar_get_privkey(data3)), 32))

    while True:
        data1_r, data1_s = winrar_sign(lic)
        if data1_r < (1 << 239) and data1_s < (1 << 239):
            break

    data1_rb = bytes_to_hex(bigint_to_bytes(data1_r, 30))
    data1_sb = bytes_to_hex(bigint_to_bytes(data1_s, 30))
    data1 = '60' + data1_sb + data1_rb

    while True:
        data2_r, data2_s = winrar_sign(user + data0)
        if data2_r < (1 << 239) and data2_s < (1 << 239):
            break

    data2_rb = bytes_to_hex(bigint_to_bytes(data2_r, 30))
    data2_sb = bytes_to_hex(bigint_to_bytes(data2_s, 30))
    data2 = '60' + data2_sb + data2_rb

    data = data0 + data1 + data2 + data3
    data = '6412212250' + data + str(crc32(lic + user + data)).zfill(10)

    rar_uid = bytes_to_hex(temp[24:32]) + data0[:4]
    key_str = 'RAR registration data\n' + user + '\n' + lic + '\nUID=' + rar_uid + '\n'
    key_str += data[0:54] + '\n'
    key_str += data[54:108] + '\n'
    key_str += data[108:162] + '\n'
    key_str += data[162:216] + '\n'
    key_str += data[216:270] + '\n'
    key_str += data[270:324] + '\n'
    key_str += data[324:378] + '\n'
    return key_str

if __name__ == "__main__":
    user = input('License holder name:\n')
    lic = input('License Type:\n')
    print("-" * 50)
    print(winrar_keygen(user, lic))
    print("-" * 50)