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	Forum » Enigmes Mathématiques » Nombres premiers d'addition Écrire une réponse Attention : Aucun indice ou demande d'aide concernant les énigmes de Prise2Tete n'est accepté sur le forum ! Rends-toi sur le cercle des sages si tu as besoin d'aide ! Tout nouveau message ou sujet ne respectant pas cette règle sera supprimé, merci. Rédige ton message Nom Courriel \| \| \| \| Upload \| Aide Message [quote=masab]Voici les 1000 premiers nombres premiers d'addition : [code][[1, 0], [2, 1], [3, 2], [4, 4], [5, 7], [6, 12], [7, 20], [8, 29], [9, 38], [10, 52], [11, 73], [12, 94], [13, 127], [14, 151], [15, 181], [16, 211], [17, 257], [18, 315], [19, 373], [20, 412], [21, 475], [22, 530], [23, 545], [24, 607], [25, 716], [26, 797], [27, 861], [28, 964], [29, 1059], [30, 1160], [31, 1306], [32, 1385], [33, 1434], [34, 1555], [35, 1721], [36, 1833], [37, 1933], [38, 2057], [39, 2260], [40, 2496], [41, 2698], [42, 2873], [43, 3060], [44, 3196], [45, 3331], [46, 3628], [47, 3711], [48, 3867], [49, 4139], [50, 4446], [51, 4639], [52, 5021], [53, 5064], [54, 5322], [55, 5613], [56, 6003], [57, 6273], [58, 6493], [59, 6641], [60, 6979], [61, 7275], [62, 7587], [63, 8017], [64, 8373], [65, 9071], [66, 9167], [67, 9760], [68, 10105], [69, 10489], [70, 11109], [71, 11374], [72, 11516], [73, 12101], [74, 12330], [75, 12867], [76, 13426], [77, 13923], [78, 14535], [79, 14911], [80, 15469], [81, 15904], [82, 16136], [83, 16900], [84, 17041], [85, 17822], [86, 19421], [87, 19933], [88, 20288], [89, 20996], [90, 21491], [91, 22065], [92, 22612], [93, 22659], [94, 23724], [95, 24399], [96, 24969], [97, 25360], [98, 26071], [99, 26680], [100, 27601], [101, 28018], [102, 28497], [103, 29557], [104, 30222], [105, 31877], [106, 32551], [107, 33118], [108, 33743], [109, 34342], [110, 34626], [111, 36925], [112, 37747], [113, 38267], [114, 39267], [115, 39998], [116, 41082], [117, 42198], [118, 42436], [119, 43343], [120, 44252], [121, 45424], [122, 46326], [123, 46848], [124, 47929], [125, 48621], [126, 49391], [127, 49851], [128, 53108], [129, 53384], [130, 54429], [131, 54826], [132, 55239], [133, 56868], [134, 57974], [135, 60071], [136, 60533], [137, 62213], [138, 63834], [139, 64925], [140, 65191], [141, 66550], [142, 67208], [143, 69645], [144, 72310], [145, 72927], [146, 73341], [147, 73541], [148, 76061], [149, 76304], [150, 76720], [151, 80903], [152, 82444], [153, 84693], [154, 85235], [155, 86732], [156, 87710], [157, 87954], [158, 90773], [159, 91335], [160, 91971], [161, 96507], [162, 97257], [163, 98177], [164, 99692], [165, 100484], [166, 103600], [167, 104325], [168, 106376], [169, 107898], [170, 108650], [171, 111409], [172, 114068], [173, 114692], [174, 117535], [175, 120122], [176, 120767], [177, 121799], [178, 125410], [179, 127534], [180, 128834], [181, 129926], [182, 133512], [183, 135690], [184, 138508], [185, 140895], [186, 141811], [187, 143211], [188, 148193], [189, 150031], [190, 151925], [191, 153922], [192, 155672], [193, 158289], [194, 160057], [195, 160355], [196, 164124], [197, 166684], [198, 169794], [199, 171812], [200, 172531], [201, 174766], [202, 175535], [203, 177386], [204, 180355], [205, 182564], [206, 184101], [207, 187953], [208, 191380], [209, 193770], [210, 195582], [211, 197919], [212, 198724], [213, 199408], [214, 206087], [215, 207402], [216, 208734], [217, 214116], [218, 215573], [219, 219885], [220, 222952], [221, 224713], [222, 225951], [223, 228405], [224, 230719], [225, 235655], [226, 237285], [227, 239222], [228, 242190], [229, 246343], [230, 249693], [231, 252765], [232, 254612], [233, 256308], [234, 261142], [235, 266529], [236, 267372], [237, 272133], [238, 276039], [239, 277624], [240, 280877], [241, 283129], [242, 289011], [243, 290295], [244, 293067], [245, 302169], [246, 305551], [247, 305802], [248, 308411], [249, 317253], [250, 319429], [251, 324075], [252, 325350], [253, 329885], [254, 331230], [255, 333135], [256, 333836], [257, 337958], [258, 342897], [259, 344461], [260, 351293], [261, 352268], [262, 353052], [263, 359151], [264, 364874], [265, 374184], [266, 376136], [267, 381501], [268, 384349], [269, 386972], [270, 388380], [271, 391471], [272, 392439], [273, 400923], [274, 401552], [275, 405567], [276, 405849], [277, 411083], [278, 418502], [279, 422760], [280, 423833], [281, 427695], [282, 429114], [283, 440298], [284, 440587], [285, 447682], [286, 455482], [287, 459422], [288, 463998], [289, 470054], [290, 471939], [291, 472866], [292, 479480], [293, 483217], [294, 485436], [295, 489994], [296, 501610], [297, 507580], [298, 508872], [299, 518694], [300, 523449], [301, 524678], [302, 528366], [303, 535017], [304, 537119], [305, 541418], [306, 549499], [307, 554394], [308, 555903], [309, 562779], [310, 563647], [311, 567781], [312, 579841], [313, 584336], [314, 594235], [315, 598603], [316, 602275], [317, 608153], [318, 609464], [319, 611952], [320, 612242], [321, 613442], [322, 629074], [323, 630204], [324, 634888], [325, 636332], [326, 639856], [327, 648334], [328, 656353], [329, 663706], [330, 672318], [331, 673886], [332, 678839], [333, 684361], [334, 684601], [335, 692072], [336, 702243], [337, 707027], [338, 718768], [339, 721738], [340, 729589], [341, 740183], [342, 742338], [343, 747499], [344, 750449], [345, 758741], [346, 760508], [347, 768802], [348, 774584], [349, 776149], [350, 787160], [351, 797898], [352, 804125], [353, 806584], [354, 817194], [355, 818614], [356, 825332], [357, 827602], [358, 833162], [359, 840370], [360, 845719], [361, 862033], [362, 865938], [363, 875230], [364, 878669], [365, 888718], [366, 890617], [367, 902070], [368, 906343], [369, 910215], [370, 910843], [371, 919853], [372, 929516], [373, 939825], [374, 946901], [375, 948699], [376, 963686], [377, 964533], [378, 975326], [379, 980776], [380, 982328], [381, 985869], [382, 990509], [383, 991532], [384, 993088], [385, 1000796], [386, 1036723], [387, 1046038], [388, 1051255], [389, 1054627], [390, 1057036], [391, 1058542], [392, 1066560], [393, 1067301], [394, 1085442], [395, 1090684], [396, 1100045], [397, 1109938], [398, 1117713], [399, 1125551], [400, 1127047], [401, 1142150], [402, 1153087], [403, 1160931], [404, 1171258], [405, 1177757], [406, 1180749], [407, 1184065], [408, 1194816], [409, 1211959], [410, 1216209], [411, 1218029], [412, 1223580], [413, 1244015], [414, 1248223], [415, 1252320], [416, 1269264], [417, 1276613], [418, 1279255], [419, 1301869], [420, 1310171], [421, 1318685], [422, 1324971], [423, 1328866], [424, 1338932], [425, 1344801], [426, 1346631], [427, 1356107], [428, 1369333], [429, 1370197], [430, 1370256], [431, 1382666], [432, 1398028], [433, 1405380], [434, 1412686], [435, 1423891], [436, 1434922], [437, 1441552], [438, 1444128], [439, 1446783], [440, 1460452], [441, 1466228], [442, 1470297], [443, 1487302], [444, 1491881], [445, 1502457], [446, 1522778], [447, 1533531], [448, 1535815], [449, 1555065], [450, 1566426], [451, 1582487], [452, 1586273], [453, 1588260], [454, 1613264], [455, 1615370], [456, 1622568], [457, 1625549], [458, 1629793], [459, 1633916], [460, 1651920], [461, 1684782], [462, 1688270], [463, 1690132], [464, 1698000], [465, 1704193], [466, 1710088], [467, 1716081], [468, 1721654], [469, 1745050], [470, 1748726], [471, 1749132], [472, 1755480], [473, 1784439], [474, 1789544], [475, 1797528], [476, 1803147], [477, 1808508], [478, 1836595], [479, 1843411], [480, 1865293], [481, 1879181], [482, 1881227], [483, 1882876], [484, 1899548], [485, 1921113], [486, 1934508], [487, 1946585], [488, 1953389], [489, 1955054], [490, 1972112], [491, 1983519], [492, 1995289], [493, 2014876], [494, 2022543], [495, 2023681], [496, 2040388], [497, 2045104], [498, 2048130], [499, 2064244], [500, 2095085], [501, 2101385], [502, 2105500], [503, 2112651], [504, 2126804], [505, 2143878], [506, 2157540], [507, 2165221], [508, 2168023], [509, 2177438], [510, 2180121], [511, 2200362], [512, 2211294], [513, 2214962], [514, 2220503], [515, 2261850], [516, 2268115], [517, 2269626], [518, 2279532], [519, 2286003], [520, 2305416], [521, 2310092], [522, 2318655], [523, 2323896], [524, 2347059], [525, 2349530], [526, 2352318], [527, 2368465], [528, 2372822], [529, 2377096], [530, 2407120], [531, 2432086], [532, 2443959], [533, 2448514], [534, 2451301], [535, 2466728], [536, 2507296], [537, 2521278], [538, 2522534], [539, 2529232], [540, 2550557], [541, 2554581], [542, 2570670], [543, 2574186], [544, 2604930], [545, 2610089], [546, 2623331], [547, 2624120], [548, 2678698], [549, 2686189], [550, 2690106], [551, 2698395], [552, 2721725], [553, 2739060], [554, 2742232], [555, 2753394], [556, 2757592], [557, 2762967], [558, 2785009], [559, 2793924], [560, 2818703], [561, 2824035], [562, 2845761], [563, 2855130], [564, 2864493], [565, 2885976], [566, 2887149], [567, 2910421], [568, 2921333], [569, 2938440], [570, 2945904], [571, 2964728], [572, 2989736], [573, 2997651], [574, 2998916], [575, 3014908], [576, 3017647], [577, 3051425], [578, 3074564], [579, 3098970], [580, 3101427], [581, 3113980], [582, 3127674], [583, 3131203], [584, 3145772], [585, 3150508], [586, 3169162], [587, 3171702], [588, 3197080], [589, 3209370], [590, 3222467], [591, 3244639], [592, 3256225], [593, 3293282], [594, 3295734], [595, 3302647], [596, 3341558], [597, 3355364], [598, 3359616], [599, 3363630], [600, 3376222], [601, 3398597], [602, 3410229], [603, 3419110], [604, 3432253], [605, 3448499], [606, 3481777], [607, 3509776], [608, 3538842], [609, 3552493], [610, 3557445], [611, 3587885], [612, 3601039], [613, 3628591], [614, 3642351], [615, 3646587], [616, 3651618], [617, 3659674], [618, 3670378], [619, 3696616], [620, 3698256], [621, 3742411], [622, 3747344], [623, 3770683], [624, 3804390], [625, 3806665], [626, 3838188], [627, 3857803], [628, 3864213], [629, 3872959], [630, 3895323], [631, 3899658], [632, 3933468], [633, 3969044], [634, 3981279], [635, 3992967], [636, 4002661], [637, 4021115], [638, 4050531], [639, 4054557], [640, 4059780], [641, 4083605], [642, 4106375], [643, 4113360], [644, 4131878], [645, 4136525], [646, 4139401], [647, 4145947], [648, 4180537], [649, 4187882], [650, 4211415], [651, 4252315], [652, 4256027], [653, 4268043], [654, 4277910], [655, 4300825], [656, 4336894], [657, 4340335], [658, 4407276], [659, 4414258], [660, 4450739], [661, 4484471], [662, 4501412], [663, 4504154], [664, 4522730], [665, 4536263], [666, 4546710], [667, 4578541], [668, 4604845], [669, 4615042], [670, 4622273], [671, 4633124], [672, 4641030], [673, 4648630], [674, 4668026], [675, 4674720], [676, 4704885], [677, 4745891], [678, 4788174], [679, 4805119], [680, 4809329], [681, 4826818], [682, 4830889], [683, 4861662], [684, 4897554], [685, 4912228], [686, 4914121], [687, 4917273], [688, 4930941], [689, 4950594], [690, 4989274], [691, 5028713], [692, 5063835], [693, 5092750], [694, 5100810], [695, 5138598], [696, 5146212], [697, 5169489], [698, 5176656], [699, 5182289], [700, 5185510], [701, 5191696], [702, 5192061], [703, 5208143], [704, 5220329], [705, 5242022], [706, 5308765], [707, 5344582], [708, 5355962], [709, 5360452], [710, 5371063], [711, 5409045], [712, 5453993], [713, 5489250], [714, 5499581], [715, 5510250], [716, 5526975], [717, 5545218], [718, 5582611], [719, 5584751], [720, 5598750], [721, 5605488], [722, 5610180], [723, 5619885], [724, 5679963], [725, 5701902], [726, 5765712], [727, 5806748], [728, 5822374], [729, 5852741], [730, 5864530], [731, 5867046], [732, 5881798], [733, 5909663], [734, 5915321], [735, 5930458], [736, 5994504], [737, 6001896], [738, 6026262], [739, 6038487], [740, 6053748], [741, 6092889], [742, 6104366], [743, 6112609], [744, 6134218], [745, 6183175], [746, 6190544], [747, 6191595], [748, 6197712], [749, 6217747], [750, 6225861], [751, 6346384], [752, 6362790], [753, 6377955], [754, 6409358], [755, 6443735], [756, 6480984], [757, 6486269], [758, 6516643], [759, 6534320], [760, 6545481], [761, 6562294], [762, 6583840], [763, 6614393], [764, 6648749], [765, 6675193], [766, 6681290], [767, 6691444], [768, 6743452], [769, 6766743], [770, 6819105], [771, 6823578], [772, 6865807], [773, 6880431], [774, 6899149], [775, 6923707], [776, 6942243], [777, 6964345], [778, 7001148], [779, 7014530], [780, 7031996], [781, 7044762], [782, 7046459], [783, 7107335], [784, 7124224], [785, 7148280], [786, 7179250], [787, 7257373], [788, 7263359], [789, 7294864], [790, 7309784], [791, 7372937], [792, 7387910], [793, 7398845], [794, 7411142], [795, 7420083], [796, 7436721], [797, 7463667], [798, 7473302], [799, 7479209], [800, 7507361], [801, 7510944], [802, 7536617], [803, 7585108], [804, 7585551], [805, 7620998], [806, 7625795], [807, 7682002], [808, 7694416], [809, 7779304], [810, 7815208], [811, 7856689], [812, 7874700], [813, 7896514], [814, 7962900], [815, 7997387], [816, 8005949], [817, 8010600], [818, 8032104], [819, 8070882], [820, 8114086], [821, 8122021], [822, 8128586], [823, 8138970], [824, 8178553], [825, 8217763], [826, 8223531], [827, 8295379], [828, 8341493], [829, 8349393], [830, 8370500], [831, 8403355], [832, 8413339], [833, 8464355], [834, 8535076], [835, 8573069], [836, 8588685], [837, 8610016], [838, 8612551], [839, 8641913], [840, 8666288], [841, 8691731], [842, 8715748], [843, 8740335], [844, 8814085], [845, 8840089], [846, 8851958], [847, 8864092], [848, 8872575], [849, 8913784], [850, 8960660], [851, 8966738], [852, 8974680], [853, 9021171], [854, 9061321], [855, 9105434], [856, 9123927], [857, 9130531], [858, 9131860], [859, 9184229], [860, 9194993], [861, 9199411], [862, 9239672], [863, 9245745], [864, 9306411], [865, 9346328], [866, 9395366], [867, 9412083], [868, 9456824], [869, 9464597], [870, 9486108], [871, 9496560], [872, 9539041], [873, 9571703], [874, 9637131], [875, 9660920], [876, 9675040], [877, 9700045], [878, 9726740], [879, 9746139], [880, 9773535], [881, 9792188], [882, 9857882], [883, 9958606], [884, 10007742], [885, 10076045], [886, 10098788], [887, 10104095], [888, 10127323], [889, 10171333], [890, 10195507], [891, 10209075], [892, 10221337], [893, 10254151], [894, 10259843], [895, 10306339], [896, 10313185], [897, 10315233], [898, 10352150], [899, 10427585], [900, 10475212], [901, 10519620], [902, 10525263], [903, 10528118], [904, 10553900], [905, 10564109], [906, 10582087], [907, 10585364], [908, 10696973], [909, 10749358], [910, 10774152], [911, 10785637], [912, 10800433], [913, 10867769], [914, 10895837], [915, 10920540], [916, 10983268], [917, 11021967], [918, 11114331], [919, 11116035], [920, 11132034], [921, 11164228], [922, 11175797], [923, 11187371], [924, 11248297], [925, 11272234], [926, 11426231], [927, 11478526], [928, 11481798], [929, 11499270], [930, 11510769], [931, 11541224], [932, 11551350], [933, 11596378], [934, 11606314], [935, 11675960], [936, 11754496], [937, 11767789], [938, 11773293], [939, 11786150], [940, 11805210], [941, 11844667], [942, 11866556], [943, 11904570], [944, 11947753], [945, 11952580], [946, 12090099], [947, 12118289], [948, 12139059], [949, 12212421], [950, 12242103], [951, 12265425], [952, 12377924], [953, 12405937], [954, 12433587], [955, 12457247], [956, 12457942], [957, 12497694], [958, 12561376], [959, 12566064], [960, 12578475], [961, 12631340], [962, 12643874], [963, 12711175], [964, 12730630], [965, 12748229], [966, 12787757], [967, 12818963], [968, 12820836], [969, 12893729], [970, 12905855], [971, 12925882], [972, 12990038], [973, 13049793], [974, 13074409], [975, 13102075], [976, 13190892], [977, 13191077], [978, 13202957], [979, 13234403], [980, 13250175], [981, 13338016], [982, 13385128], [983, 13406699], [984, 13426256], [985, 13468825], [986, 13500304], [987, 13525687], [988, 13534194], [989, 13588345], [990, 13645045], [991, 13671111], [992, 13697624], [993, 13731729], [994, 13756133], [995, 13762947], [996, 13789145], [997, 13836398], [998, 13873009], [999, 13946359], [1000, 13951622]][/code][/quote] Options Ne pas convertir les émoticônes sur ce message Sécurité Répondez (numériquement) à la petite énigme suivante : Dans une course, vous doublez le 42ème, en quelle position êtes-vous ? Retour Résumé de la discussion nodgim 01-05-2016 08:16:34 Bonjour à tous. Quel est le 1000 ème nombre premier d'addition (pa) ? Le kième pa est défini ainsi : c'est le plus petit entier tel que n'importe quelle somme de pak avec un pa plus petit est différente de toute somme entre 2 pa différents inférieurs à pak. Démarrage de la suite des pa : 0 1 somme: 1 2 sommes: 2,3 4 sommes: 4,5,6 7 sommes: 7,8,9,11 .... Bonne recherche NB: Je n'ai pas la solution. Il me parait difficile d'imaginer de trouver la réponse sans secours de l'informatique.... Pied de page des forums P2T basé sur PunBB Screenshots par Robothumb © Copyright 2002–2005 Rickard Andersson
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