RNG
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Graines en octets

HMAC_SHA512(server_seed, client_seed:nonce:0)
c23ef73deb4ea4e92a3b551b443bf73014f0cf6346d0b167442b6c9bc6d72bb38a558fc0e96525bd03147a917c2435d9a544a9e7e8e87bd7e651a23dc568c7
1946224761235781642334259852768592474820240207997020817710368431081551982154317913885143192233682912084971101451243653217165681692312322321232152308116261197104199
HMAC_SHA512(server_seed, client_seed:nonce:1)
af889e20351e7fd6acb680c6cd4d5df711176e6b235c7e6518a371e94e1405cf0feed4bc6ac4a4c1814605ed3eba2a68583ed253c5965706d39221f6656
17513615832533012721417218212819820542131324717231101073592723081138553014822564922402542377519817274762420965237621864210488621337608910111210957343110286
HMAC_SHA512(server_seed, client_seed:nonce:2)
58147d7946fc54a91757aa6dedb65d1a16e3c3418d0e63462ec2c6e12ec2c67da24743e788d53447b2b9785795afe546eced584faafcc9bb90328e3f7573
8820125121702528416923871701092371829326222271252242082305298236441101823644103218361166212014183681234315113312190254846142061388791702522011871445014263117115

Octets en nombre :

(194, 62, 247, 61, 235, 78, 164, 233) -> [0, ..., 24] = 18
0.757812500000000000(194 / (256 ^ 1))
+0.000946044921875000(062 / (256 ^ 2))
+0.000014722347259521(247 / (256 ^ 3))
+0.000000014202669263(061 / (256 ^ 4))
+0.000000000213731255(235 / (256 ^ 5))
+0.000000000000277112(078 / (256 ^ 6))
+0.000000000000002276(164 / (256 ^ 7))
+0.000000000000000013(233 / (256 ^ 8))
=0.758773281685814371(* 25)
=18.969332042145360617
(42, 59, 85, 27, 68, 59, 247, 48) -> [0, ..., 23] = 3
0.164062500000000000(042 / (256 ^ 1))
+0.000900268554687500(059 / (256 ^ 2))
+0.000005066394805908(085 / (256 ^ 3))
+0.000000006286427379(027 / (256 ^ 4))
+0.000000000061845640(068 / (256 ^ 5))
+0.000000000000209610(059 / (256 ^ 6))
+0.000000000000003428(247 / (256 ^ 7))
+0.000000000000000003(048 / (256 ^ 8))
=0.164967841297979478(* 24)
=3.959228191151507481
(20, 240, 207, 99, 70, 208, 177, 103) -> [0, ..., 22] = 1
0.078125000000000000(020 / (256 ^ 1))
+0.003662109375000000(240 / (256 ^ 2))
+0.000012338161468506(207 / (256 ^ 3))
+0.000000023050233722(099 / (256 ^ 4))
+0.000000000063664629(070 / (256 ^ 5))
+0.000000000000738964(208 / (256 ^ 6))
+0.000000000000002456(177 / (256 ^ 7))
+0.000000000000000006(103 / (256 ^ 8))
=0.081799470651108278(* 23)
=1.881387824975490286
(68, 43, 108, 155, 198, 215, 43, 179) -> [0, ..., 21] = 5
0.265625000000000000(068 / (256 ^ 1))
+0.000656127929687500(043 / (256 ^ 2))
+0.000006437301635742(108 / (256 ^ 3))
+0.000000036088749766(155 / (256 ^ 4))
+0.000000000180079951(198 / (256 ^ 5))
+0.000000000000763833(215 / (256 ^ 6))
+0.000000000000000597(043 / (256 ^ 7))
+0.000000000000000010(179 / (256 ^ 8))
=0.266287601500917404(* 22)
=5.858327233020182767
(138, 85, 143, 192, 233, 6, 82, 91) -> [0, ..., 20] = 11
0.539062500000000000(138 / (256 ^ 1))
+0.001296997070312500(085 / (256 ^ 2))
+0.000008523464202881(143 / (256 ^ 3))
+0.000000044703483582(192 / (256 ^ 4))
+0.000000000211912266(233 / (256 ^ 5))
+0.000000000000021316(006 / (256 ^ 6))
+0.000000000000001138(082 / (256 ^ 7))
+0.000000000000000005(091 / (256 ^ 8))
=0.540368065449933654(* 21)
=11.347729374448606521
(208, 49, 71, 10, 145, 124, 36, 53) -> [0, ..., 19] = 16
0.812500000000000000(208 / (256 ^ 1))
+0.000747680664062500(049 / (256 ^ 2))
+0.000004231929779053(071 / (256 ^ 3))
+0.000000002328306437(010 / (256 ^ 4))
+0.000000000131876732(145 / (256 ^ 5))
+0.000000000000440536(124 / (256 ^ 6))
+0.000000000000000500(036 / (256 ^ 7))
+0.000000000000000003(053 / (256 ^ 8))
=0.813251915054465702(* 20)
=16.265038301089312256
(217, 165, 68, 169, 231, 232, 232, 123) -> [0, ..., 18] = 16
0.847656250000000000(217 / (256 ^ 1))
+0.002517700195312500(165 / (256 ^ 2))
+0.000004053115844727(068 / (256 ^ 3))
+0.000000039348378778(169 / (256 ^ 4))
+0.000000000210093276(231 / (256 ^ 5))
+0.000000000000824230(232 / (256 ^ 6))
+0.000000000000003220(232 / (256 ^ 7))
+0.000000000000000007(123 / (256 ^ 8))
=0.850178042870456729(* 19)
=16.153382814538677081
(215, 230, 81, 162, 61, 197, 104, 199) -> [0, ..., 17] = 15
0.839843750000000000(215 / (256 ^ 1))
+0.003509521484375000(230 / (256 ^ 2))
+0.000004827976226807(081 / (256 ^ 3))
+0.000000037718564272(162 / (256 ^ 4))
+0.000000000055479177(061 / (256 ^ 5))
+0.000000000000699885(197 / (256 ^ 6))
+0.000000000000001443(104 / (256 ^ 7))
+0.000000000000000011(199 / (256 ^ 8))
=0.843358137235346583(* 18)
=15.180446470236239165
(175, 136, 158, 32, 53, 30, 127, 214) -> [0, ..., 16] = 11
0.683593750000000000(175 / (256 ^ 1))
+0.002075195312500000(136 / (256 ^ 2))
+0.000009417533874512(158 / (256 ^ 3))
+0.000000007450580597(032 / (256 ^ 4))
+0.000000000048203219(053 / (256 ^ 5))
+0.000000000000106581(030 / (256 ^ 6))
+0.000000000000001762(127 / (256 ^ 7))
+0.000000000000000012(214 / (256 ^ 8))
=0.685678370345266686(* 17)
=11.656532295869533655
(172, 182, 128, 198, 205, 4, 213, 13) -> [0, ..., 15] = 10
0.671875000000000000(172 / (256 ^ 1))
+0.002777099609375000(182 / (256 ^ 2))
+0.000007629394531250(128 / (256 ^ 3))
+0.000000046100467443(198 / (256 ^ 4))
+0.000000000186446414(205 / (256 ^ 5))
+0.000000000000014211(004 / (256 ^ 6))
+0.000000000000002956(213 / (256 ^ 7))
+0.000000000000000001(013 / (256 ^ 8))
=0.674659775290837316(* 16)
=10.794556404653397053
(247, 17, 23, 110, 107, 35, 92, 7) -> [0, ..., 14] = 14
0.964843750000000000(247 / (256 ^ 1))
+0.000259399414062500(017 / (256 ^ 2))
+0.000001370906829834(023 / (256 ^ 3))
+0.000000025611370802(110 / (256 ^ 4))
+0.000000000097315933(107 / (256 ^ 5))
+0.000000000000124345(035 / (256 ^ 6))
+0.000000000000001277(092 / (256 ^ 7))
+0.000000000000000000(007 / (256 ^ 8))
=0.965104546029704746(* 15)
=14.476568190445570750
(230, 81, 138, 55, 30, 148, 225, 64) -> [0, ..., 13] = 12
0.898437500000000000(230 / (256 ^ 1))
+0.001235961914062500(081 / (256 ^ 2))
+0.000008225440979004(138 / (256 ^ 3))
+0.000000012805685401(055 / (256 ^ 4))
+0.000000000027284841(030 / (256 ^ 5))
+0.000000000000525802(148 / (256 ^ 6))
+0.000000000000003123(225 / (256 ^ 7))
+0.000000000000000003(064 / (256 ^ 8))
=0.899681700188540656(* 14)
=12.595543802639568298
(92, 240, 254, 237, 75, 198, 172, 74) -> [0, ..., 12] = 4
0.359375000000000000(092 / (256 ^ 1))
+0.003662109375000000(240 / (256 ^ 2))
+0.000015139579772949(254 / (256 ^ 3))
+0.000000055180862546(237 / (256 ^ 4))
+0.000000000068212103(075 / (256 ^ 5))
+0.000000000000703437(198 / (256 ^ 6))
+0.000000000000002387(172 / (256 ^ 7))
+0.000000000000000004(074 / (256 ^ 8))
=0.363052304204553422(* 13)
=4.719679954659194543
(76, 24, 20, 96, 5, 237, 62, 186) -> [0, ..., 11] = 3
0.296875000000000000(076 / (256 ^ 1))
+0.000366210937500000(024 / (256 ^ 2))
+0.000001192092895508(020 / (256 ^ 3))
+0.000000022351741791(096 / (256 ^ 4))
+0.000000000004547474(005 / (256 ^ 5))
+0.000000000000841993(237 / (256 ^ 6))
+0.000000000000000860(062 / (256 ^ 7))
+0.000000000000000010(186 / (256 ^ 8))
=0.297242425387527653(* 12)
=3.566909104650331841
(42, 104, 88, 62, 13, 37, 60, 89) -> [0, ..., 10] = 1
0.164062500000000000(042 / (256 ^ 1))
+0.001586914062500000(104 / (256 ^ 2))
+0.000005245208740234(088 / (256 ^ 3))
+0.000000014435499907(062 / (256 ^ 4))
+0.000000000011823431(013 / (256 ^ 5))
+0.000000000000131450(037 / (256 ^ 6))
+0.000000000000000833(060 / (256 ^ 7))
+0.000000000000000005(089 / (256 ^ 8))
=0.165654673718695855(* 11)
=1.822201410905654351
(101, 112, 109, 57, 34, 31, 102, 86) -> [0, ..., 9] = 3
0.394531250000000000(101 / (256 ^ 1))
+0.001708984375000000(112 / (256 ^ 2))
+0.000006496906280518(109 / (256 ^ 3))
+0.000000013271346688(057 / (256 ^ 4))
+0.000000000030922820(034 / (256 ^ 5))
+0.000000000000110134(031 / (256 ^ 6))
+0.000000000000001416(102 / (256 ^ 7))
+0.000000000000000005(086 / (256 ^ 8))
=0.396246744583661603(* 10)
=3.962467445836615809
(88, 20, 125, 121, 70, 252, 84, 169) -> [0, ..., 8] = 3
0.343750000000000000(088 / (256 ^ 1))
+0.000305175781250000(020 / (256 ^ 2))
+0.000007450580596924(125 / (256 ^ 3))
+0.000000028172507882(121 / (256 ^ 4))
+0.000000000063664629(070 / (256 ^ 5))
+0.000000000000895284(252 / (256 ^ 6))
+0.000000000000001166(084 / (256 ^ 7))
+0.000000000000000009(169 / (256 ^ 8))
=0.344062654598915885(* 9)
=3.096563891390243128
(23, 87, 170, 109, 237, 182, 93, 26) -> [0, ..., 7] = 0
0.089843750000000000(023 / (256 ^ 1))
+0.001327514648437500(087 / (256 ^ 2))
+0.000010132789611816(170 / (256 ^ 3))
+0.000000025378540158(109 / (256 ^ 4))
+0.000000000215550244(237 / (256 ^ 5))
+0.000000000000646594(182 / (256 ^ 6))
+0.000000000000001291(093 / (256 ^ 7))
+0.000000000000000001(026 / (256 ^ 8))
=0.091181423032787604(* 8)
=0.729451384262300828
(22, 227, 12, 52, 24, 208, 230, 52) -> [0, ..., 6] = 0
0.085937500000000000(022 / (256 ^ 1))
+0.003463745117187500(227 / (256 ^ 2))
+0.000000715255737305(012 / (256 ^ 3))
+0.000000012107193470(052 / (256 ^ 4))
+0.000000000021827873(024 / (256 ^ 5))
+0.000000000000738964(208 / (256 ^ 6))
+0.000000000000003192(230 / (256 ^ 7))
+0.000000000000000003(052 / (256 ^ 8))
=0.089401972502688304(* 7)
=0.625813807518818099
(98, 236, 44, 110, 18, 236, 44, 103) -> [0, ..., 5] = 2
0.382812500000000000(098 / (256 ^ 1))
+0.003601074218750000(236 / (256 ^ 2))
+0.000002622604370117(044 / (256 ^ 3))
+0.000000025611370802(110 / (256 ^ 4))
+0.000000000016370905(018 / (256 ^ 5))
+0.000000000000838440(236 / (256 ^ 6))
+0.000000000000000611(044 / (256 ^ 7))
+0.000000000000000006(103 / (256 ^ 8))
=0.386416222451700875(* 6)
=2.318497334710205138
(218, 36, 116, 62, 120, 141, 83, 68) -> [0, ..., 4] = 4
0.851562500000000000(218 / (256 ^ 1))
+0.000549316406250000(036 / (256 ^ 2))
+0.000006914138793945(116 / (256 ^ 3))
+0.000000014435499907(062 / (256 ^ 4))
+0.000000000109139364(120 / (256 ^ 5))
+0.000000000000500933(141 / (256 ^ 6))
+0.000000000000001152(083 / (256 ^ 7))
+0.000000000000000004(068 / (256 ^ 8))
=0.852118745090185259(* 5)
=4.260593725450926073
(123, 43, 151, 133, 121, 90, 254, 84) -> [0, ..., 3] = 1
0.480468750000000000(123 / (256 ^ 1))
+0.000656127929687500(043 / (256 ^ 2))
+0.000009000301361084(151 / (256 ^ 3))
+0.000000030966475606(133 / (256 ^ 4))
+0.000000000110048859(121 / (256 ^ 5))
+0.000000000000319744(090 / (256 ^ 6))
+0.000000000000003525(254 / (256 ^ 7))
+0.000000000000000005(084 / (256 ^ 8))
=0.481133909307896346(* 4)
=1.924535637231585383
(6, 14, 206, 13, 88, 79, 170, 252) -> [0, ..., 2] = 0
0.023437500000000000(006 / (256 ^ 1))
+0.000213623046875000(014 / (256 ^ 2))
+0.000012278556823730(206 / (256 ^ 3))
+0.000000003026798368(013 / (256 ^ 4))
+0.000000000080035534(088 / (256 ^ 5))
+0.000000000000280664(079 / (256 ^ 6))
+0.000000000000002359(170 / (256 ^ 7))
+0.000000000000000014(252 / (256 ^ 8))
=0.023663404710815669(* 3)
=0.070990214132447008
(201, 187, 144, 50, 142, 63, 117, 115) -> [0, ..., 1] = 1
0.785156250000000000(201 / (256 ^ 1))
+0.002853393554687500(187 / (256 ^ 2))
+0.000008583068847656(144 / (256 ^ 3))
+0.000000011641532183(050 / (256 ^ 4))
+0.000000000129148248(142 / (256 ^ 5))
+0.000000000000223821(063 / (256 ^ 6))
+0.000000000000001624(117 / (256 ^ 7))
+0.000000000000000006(115 / (256 ^ 8))
=0.788018238394441073(* 2)
=1.576036476788882146

Mélange de nombres :

Après avoir converti les octets en nombres, nous devons mélanger les nombres pour les convertir en un numéro de cellule dans un champ inutilisé.

Tout d'abord, un tableau est créé contenant tous les résultats possibles.

Ensuite, dans une boucle, un nombre est sélectionné et multiplié par le nombre de résultats restants, en prenant le résultat de cette position.

Une fois ce résultat choisi, il est retiré du tableau et ne peut plus être choisi.

Cette méthode de mélange s'appelle le mélange de Fisher-Yates  (WIKIPEDIA)

# PickNumberMultiplierNumber * MultiplierResult
10.7587732816858144251819
20.164967841297979482434
30.081799470651108282312
40.26628760150091742258
50.5403680654499337211115
60.8132519150544657201622
70.8501780428704567191623
80.8433581372353466181521
90.6856783703452667171116
100.6746597752908373161014
110.9651045460297047151425
120.8996817001885407141220
130.36305230420455341347
140.297242425387527651236
150.165654673718695861113
160.396246744583661610310
170.34406265459891599311
180.0911814230327876801
190.0894019725026883705
200.38641622245170096213
210.85211874509018535424
220.481133909307896354112
230.02366340471081567309
240.78801823839444112118

Chaque élément de la colonne 'Résultat' représente la position en base zéro d'une bombe, de gauche à droite et de haut en bas
Tous les paris ayant un identifiant inférieur à #303200162 utilisent la fonction HMAC_SHA256; pour vérifier les anciens jeux,