Jeu équitable

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Jeu

Graine du client

Graine du serveur

Nonce

Graines en octets

HMAC_SHA512(server_seed, client_seed:nonce:0)

c2	3e	f7	3d	eb	4e	a4	e9	2a	3b	55	1b	44	3b	f7	30	14	f0	cf	63	46	d0	b1	67	44	2b	6c	9b	c6	d7	2b	b3	8a	55	8f	c0	e9	6	52	5b	d0	31	47	a	91	7c	24	35	d9	a5	44	a9	e7	e8	e8	7b	d7	e6	51	a2	3d	c5	68	c7
194	62	247	61	235	78	164	233	42	59	85	27	68	59	247	48	20	240	207	99	70	208	177	103	68	43	108	155	198	215	43	179	138	85	143	192	233	6	82	91	208	49	71	10	145	124	36	53	217	165	68	169	231	232	232	123	215	230	81	162	61	197	104	199

HMAC_SHA512(server_seed, client_seed:nonce:1)

af	88	9e	20	35	1e	7f	d6	ac	b6	80	c6	cd	4	d5	d	f7	11	17	6e	6b	23	5c	7	e6	51	8a	37	1e	94	e1	40	5c	f0	fe	ed	4b	c6	ac	4a	4c	18	14	60	5	ed	3e	ba	2a	68	58	3e	d	25	3c	59	65	70	6d	39	22	1f	66	56
175	136	158	32	53	30	127	214	172	182	128	198	205	4	213	13	247	17	23	110	107	35	92	7	230	81	138	55	30	148	225	64	92	240	254	237	75	198	172	74	76	24	20	96	5	237	62	186	42	104	88	62	13	37	60	89	101	112	109	57	34	31	102	86

HMAC_SHA512(server_seed, client_seed:nonce:2)

58	14	7d	79	46	fc	54	a9	17	57	aa	6d	ed	b6	5d	1a	16	e3	c	34	18	d0	e6	34	62	ec	2c	6e	12	ec	2c	67	da	24	74	3e	78	8d	53	44	7b	2b	97	85	79	5a	fe	54	6	e	ce	d	58	4f	aa	fc	c9	bb	90	32	8e	3f	75	73
88	20	125	121	70	252	84	169	23	87	170	109	237	182	93	26	22	227	12	52	24	208	230	52	98	236	44	110	18	236	44	103	218	36	116	62	120	141	83	68	123	43	151	133	121	90	254	84	6	14	206	13	88	79	170	252	201	187	144	50	142	63	117	115

HMAC_SHA512(server_seed, client_seed:nonce:3)

b	45	99	21	49	c9	e	66	ce	5f	a0	c6	28	a8	aa	cb	7d	cb	1e	c1	72	4f	cc	71	f1	e7	c8	82	c7	b2	8c	4c	3c	e8	3b	cb	82	48	e2	b7	e8	d4	3f	93	b4	8	b1	64	a9	4d	1f	d1	5e	5c	67	e	c	a0	cb	3f	b	e8	d6	be
11	69	153	33	73	201	14	102	206	95	160	198	40	168	170	203	125	203	30	193	114	79	204	113	241	231	200	130	199	178	140	76	60	232	59	203	130	72	226	183	232	212	63	147	180	8	177	100	169	77	31	209	94	92	103	14	12	160	203	63	11	232	214	190

HMAC_SHA512(server_seed, client_seed:nonce:4)

18	dd	43	4d	de	20	d9	ee	10	9b	fa	96	c6	5e	c0	cc	c4	40	dd	3e	d4	92	ce	a	38	ec	ed	c5	80	56	c8	51	24	b4	6d	c7	99	8	4e	90	cd	fd	bd	4f	5b	6d	ae	71	72	1f	c2	85	ff	cf	35	5e	57	5a	d3	7	4a	a9	fe	78
24	221	67	77	222	32	217	238	16	155	250	150	198	94	192	204	196	64	221	62	212	146	206	10	56	236	237	197	128	86	200	81	36	180	109	199	153	8	78	144	205	253	189	79	91	109	174	113	114	31	194	133	255	207	53	94	87	90	211	7	74	169	254	120

Octets en nombre :

(194, 62, 247, 61, 235, 78, 164, 233) -> [0, ..., 35] = 27
	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	(* 36)
=	27.315838140689315594

(42, 59, 85, 27, 68, 59, 247, 48) -> [0, ..., 34] = 5
	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	(* 35)
=	5.773874445429282076

(20, 240, 207, 99, 70, 208, 177, 103) -> [0, ..., 33] = 2
	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	(* 34)
=	2.781182002137681408

(68, 43, 108, 155, 198, 215, 43, 179) -> [0, ..., 32] = 8
	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	(* 33)
=	8.787490849530273707

(138, 85, 143, 192, 233, 6, 82, 91) -> [0, ..., 31] = 17
	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	(* 32)
=	17.291778094397876941

(208, 49, 71, 10, 145, 124, 36, 53) -> [0, ..., 30] = 25
	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	(* 31)
=	25.210809366688437194

(217, 165, 68, 169, 231, 232, 232, 123) -> [0, ..., 29] = 25
	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	(* 30)
=	25.505341286113701216

(215, 230, 81, 162, 61, 197, 104, 199) -> [0, ..., 28] = 24
	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	(* 29)
=	24.457385979825051692

(175, 136, 158, 32, 53, 30, 127, 214) -> [0, ..., 27] = 19
	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	(* 28)
=	19.198994369667467197

(172, 182, 128, 198, 205, 4, 213, 13) -> [0, ..., 26] = 18
	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	(* 27)
=	18.215813932852608303

(247, 17, 23, 110, 107, 35, 92, 7) -> [0, ..., 25] = 25
	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	(* 26)
=	25.092718196772324291

(230, 81, 138, 55, 30, 148, 225, 64) -> [0, ..., 24] = 22
	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	(* 25)
=	22.492042504713516848

(92, 240, 254, 237, 75, 198, 172, 74) -> [0, ..., 23] = 8
	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	(* 24)
=	8.713255300909281686

(76, 24, 20, 96, 5, 237, 62, 186) -> [0, ..., 22] = 6
	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	(* 23)
=	6.836575783913136029

(42, 104, 88, 62, 13, 37, 60, 89) -> [0, ..., 21] = 3
	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	(* 22)
=	3.644402821811308701

(101, 112, 109, 57, 34, 31, 102, 86) -> [0, ..., 20] = 8
	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	(* 21)
=	8.321181636256893555

(88, 20, 125, 121, 70, 252, 84, 169) -> [0, ..., 19] = 6
	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	(* 20)
=	6.881253091978317471

(23, 87, 170, 109, 237, 182, 93, 26) -> [0, ..., 18] = 1
	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	(* 19)
=	1.732447037622964370

(22, 227, 12, 52, 24, 208, 230, 52) -> [0, ..., 17] = 1
	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	(* 18)
=	1.609235505048389525

(98, 236, 44, 110, 18, 236, 44, 103) -> [0, ..., 16] = 6
	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	(* 17)
=	6.569075781678915149

(218, 36, 116, 62, 120, 141, 83, 68) -> [0, ..., 15] = 13
	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	(* 16)
=	13.633899921442964143

(123, 43, 151, 133, 121, 90, 254, 84) -> [0, ..., 14] = 7
	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	(* 15)
=	7.217008639618445187

(6, 14, 206, 13, 88, 79, 170, 252) -> [0, ..., 13] = 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	(* 14)
=	0.331287665951419341

(201, 187, 144, 50, 142, 63, 117, 115) -> [0, ..., 12] = 10
	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	(* 13)
=	10.244237099127733615

(11, 69, 153, 33, 73, 201, 14, 102) -> [0, ..., 11] = 0
	0.042968750000000000	(011 / (256 ^ 1))
+	0.001052856445312500	(069 / (256 ^ 2))
+	0.000009119510650635	(153 / (256 ^ 3))
+	0.000000007683411241	(033 / (256 ^ 4))
+	0.000000000066393113	(073 / (256 ^ 5))
+	0.000000000000714095	(201 / (256 ^ 6))
+	0.000000000000000194	(014 / (256 ^ 7))
+	0.000000000000000006	(102 / (256 ^ 8))
=	0.044030733706481785	(* 12)
=	0.528368804477781451

(206, 95, 160, 198, 40, 168, 170, 203) -> [0, ..., 10] = 8
	0.804687500000000000	(206 / (256 ^ 1))
+	0.001449584960937500	(095 / (256 ^ 2))
+	0.000009536743164063	(160 / (256 ^ 3))
+	0.000000046100467443	(198 / (256 ^ 4))
+	0.000000000036379788	(040 / (256 ^ 5))
+	0.000000000000596856	(168 / (256 ^ 6))
+	0.000000000000002359	(170 / (256 ^ 7))
+	0.000000000000000011	(203 / (256 ^ 8))
=	0.806146667841547981	(* 11)
=	8.867613346257027018

(125, 203, 30, 193, 114, 79, 204, 113) -> [0, ..., 9] = 4
	0.488281250000000000	(125 / (256 ^ 1))
+	0.003097534179687500	(203 / (256 ^ 2))
+	0.000001788139343262	(030 / (256 ^ 3))
+	0.000000044936314225	(193 / (256 ^ 4))
+	0.000000000103682396	(114 / (256 ^ 5))
+	0.000000000000280664	(079 / (256 ^ 6))
+	0.000000000000002831	(204 / (256 ^ 7))
+	0.000000000000000006	(113 / (256 ^ 8))
=	0.491380617359310878	(* 10)
=	4.913806173593108895

(241, 231, 200, 130, 199, 178, 140, 76) -> [0, ..., 8] = 8
	0.941406250000000000	(241 / (256 ^ 1))
+	0.003524780273437500	(231 / (256 ^ 2))
+	0.000011920928955078	(200 / (256 ^ 3))
+	0.000000030267983675	(130 / (256 ^ 4))
+	0.000000000180989446	(199 / (256 ^ 5))
+	0.000000000000632383	(178 / (256 ^ 6))
+	0.000000000000001943	(140 / (256 ^ 7))
+	0.000000000000000004	(076 / (256 ^ 8))
=	0.944942981652000080	(* 9)
=	8.504486834868000500

(60, 232, 59, 203, 130, 72, 226, 183) -> [0, ..., 7] = 1
	0.234375000000000000	(060 / (256 ^ 1))
+	0.003540039062500000	(232 / (256 ^ 2))
+	0.000003516674041748	(059 / (256 ^ 3))
+	0.000000047264620662	(203 / (256 ^ 4))
+	0.000000000118234311	(130 / (256 ^ 5))
+	0.000000000000255795	(072 / (256 ^ 6))
+	0.000000000000003136	(226 / (256 ^ 7))
+	0.000000000000000010	(183 / (256 ^ 8))
=	0.237918603119655653	(* 8)
=	1.903348824957245222

(232, 212, 63, 147, 180, 8, 177, 100) -> [0, ..., 6] = 6
	0.906250000000000000	(232 / (256 ^ 1))
+	0.003234863281250000	(212 / (256 ^ 2))
+	0.000003755092620850	(063 / (256 ^ 3))
+	0.000000034226104617	(147 / (256 ^ 4))
+	0.000000000163709046	(180 / (256 ^ 5))
+	0.000000000000028422	(008 / (256 ^ 6))
+	0.000000000000002456	(177 / (256 ^ 7))
+	0.000000000000000005	(100 / (256 ^ 8))
=	0.909488652763715377	(* 7)
=	6.366420569346007419

(169, 77, 31, 209, 94, 92, 103, 14) -> [0, ..., 5] = 3
	0.660156250000000000	(169 / (256 ^ 1))
+	0.001174926757812500	(077 / (256 ^ 2))
+	0.000001847743988037	(031 / (256 ^ 3))
+	0.000000048661604524	(209 / (256 ^ 4))
+	0.000000000085492502	(094 / (256 ^ 5))
+	0.000000000000326850	(092 / (256 ^ 6))
+	0.000000000000001429	(103 / (256 ^ 7))
+	0.000000000000000001	(014 / (256 ^ 8))
=	0.661333073249225856	(* 6)
=	3.967998439495355356

(12, 160, 203, 63, 11, 232, 214, 190) -> [0, ..., 4] = 0
	0.046875000000000000	(012 / (256 ^ 1))
+	0.002441406250000000	(160 / (256 ^ 2))
+	0.000012099742889404	(203 / (256 ^ 3))
+	0.000000014668330550	(063 / (256 ^ 4))
+	0.000000000010004442	(011 / (256 ^ 5))
+	0.000000000000824230	(232 / (256 ^ 6))
+	0.000000000000002970	(214 / (256 ^ 7))
+	0.000000000000000010	(190 / (256 ^ 8))
=	0.049328520672051603	(* 5)
=	0.246642603360258006

(24, 221, 67, 77, 222, 32, 217, 238) -> [0, ..., 3] = 0
	0.093750000000000000	(024 / (256 ^ 1))
+	0.003372192382812500	(221 / (256 ^ 2))
+	0.000003993511199951	(067 / (256 ^ 3))
+	0.000000017927959561	(077 / (256 ^ 4))
+	0.000000000201907824	(222 / (256 ^ 5))
+	0.000000000000113687	(032 / (256 ^ 6))
+	0.000000000000003011	(217 / (256 ^ 7))
+	0.000000000000000013	(238 / (256 ^ 8))
=	0.097126204023996549	(* 4)
=	0.388504816095986194

(16, 155, 250, 150, 198, 94, 192, 204) -> [0, ..., 2] = 0
	0.062500000000000000	(016 / (256 ^ 1))
+	0.002365112304687500	(155 / (256 ^ 2))
+	0.000014901161193848	(250 / (256 ^ 3))
+	0.000000034924596548	(150 / (256 ^ 4))
+	0.000000000180079951	(198 / (256 ^ 5))
+	0.000000000000333955	(094 / (256 ^ 6))
+	0.000000000000002665	(192 / (256 ^ 7))
+	0.000000000000000011	(204 / (256 ^ 8))
=	0.064880048570894480	(* 3)
=	0.194640145712683454

(196, 64, 221, 62, 212, 146, 206, 10) -> [0, ..., 1] = 1
	0.765625000000000000	(196 / (256 ^ 1))
+	0.000976562500000000	(064 / (256 ^ 2))
+	0.000013172626495361	(221 / (256 ^ 3))
+	0.000000014435499907	(062 / (256 ^ 4))
+	0.000000000192812877	(212 / (256 ^ 5))
+	0.000000000000518696	(146 / (256 ^ 6))
+	0.000000000000002859	(206 / (256 ^ 7))
+	0.000000000000000001	(010 / (256 ^ 8))
=	0.766614749755329727	(* 2)
=	1.533229499510659455

(56, 236, 237, 197, 128, 86, 200, 81) -> [0, ..., 0] = 0
	0.218750000000000000	(056 / (256 ^ 1))
+	0.003601074218750000	(236 / (256 ^ 2))
+	0.000014126300811768	(237 / (256 ^ 3))
+	0.000000045867636800	(197 / (256 ^ 4))
+	0.000000000116415322	(128 / (256 ^ 5))
+	0.000000000000305533	(086 / (256 ^ 6))
+	0.000000000000002776	(200 / (256 ^ 7))
+	0.000000000000000004	(081 / (256 ^ 8))
=	0.222365246503922198	(* 1)
=	0.222365246503922198

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)

# Pick	Number	Multiplier	Number * Multiplier	Result
1	0.7587732816858144	36	27	28
2	0.16496784129797948	35	5	6
3	0.08179947065110828	34	2	3
4	0.2662876015009174	33	8	11
5	0.5403680654499337	32	17	21
6	0.8132519150544657	31	25	31
7	0.8501780428704567	30	25	32
8	0.8433581372353466	29	24	30
9	0.6856783703452667	28	19	24
10	0.6746597752908373	27	18	23
11	0.9651045460297047	26	25	36
12	0.8996817001885407	25	22	33
13	0.3630523042045534	24	8	12
14	0.29724242538752765	23	6	9
15	0.16565467371869586	22	3	5
16	0.3962467445836616	21	8	15
17	0.3440626545989159	20	6	13
18	0.0911814230327876	19	1	2
19	0.0894019725026883	18	1	4
20	0.3864162224517009	17	6	17
21	0.8521187450901853	16	13	29
22	0.48113390930789635	15	7	19
23	0.02366340471081567	14	0	1
24	0.7880182383944411	13	10	27
25	0.044030733706481785	12	0	7
26	0.806146667841548	11	8	26
27	0.4913806173593109	10	4	18
28	0.9449429816520001	9	8	35
29	0.23791860311965565	8	1	10
30	0.9094886527637154	7	6	34
31	0.6613330732492259	6	3	20
32	0.0493285206720516	5	0	8
33	0.09712620402399655	4	0	14
34	0.06488004857089448	3	0	16
35	0.7666147497553297	2	1	25
36	0.2223652465039222	1	0	22

Chaque élément de la colonne Résultat représente l'index d'une pierre contenue dans un tableau ordonné de chiffres de 1 à 36, où les valeurs sont représentées comme suit :
1 - pierre violette
2 - pierre orange
3 - pierre bleue
[ 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3 ];

Tous les paris ayant un identifiant inférieur à #303200162 utilisent la fonction HMAC_SHA256; pour vérifier les anciens jeux,

Joueurs au total

Joueurs aujourd'hui

Parties jouées

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Total misé

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c2	3e	f7	3d	eb	4e	a4	e9	2a	3b	55	1b	44	3b	f7	30	14	f0	cf	63	46	d0	b1	67	44	2b	6c	9b	c6	d7	2b	b3	8a	55	8f	c0	e9	6	52	5b	d0	31	47	a	91	7c	24	35	d9	a5	44	a9	e7	e8	e8	7b	d7	e6	51	a2	3d	c5	68	c7
194	62	247	61	235	78	164	233	42	59	85	27	68	59	247	48	20	240	207	99	70	208	177	103	68	43	108	155	198	215	43	179	138	85	143	192	233	6	82	91	208	49	71	10	145	124	36	53	217	165	68	169	231	232	232	123	215	230	81	162	61	197	104	199

af	88	9e	20	35	1e	7f	d6	ac	b6	80	c6	cd	4	d5	d	f7	11	17	6e	6b	23	5c	7	e6	51	8a	37	1e	94	e1	40	5c	f0	fe	ed	4b	c6	ac	4a	4c	18	14	60	5	ed	3e	ba	2a	68	58	3e	d	25	3c	59	65	70	6d	39	22	1f	66	56
175	136	158	32	53	30	127	214	172	182	128	198	205	4	213	13	247	17	23	110	107	35	92	7	230	81	138	55	30	148	225	64	92	240	254	237	75	198	172	74	76	24	20	96	5	237	62	186	42	104	88	62	13	37	60	89	101	112	109	57	34	31	102	86

58	14	7d	79	46	fc	54	a9	17	57	aa	6d	ed	b6	5d	1a	16	e3	c	34	18	d0	e6	34	62	ec	2c	6e	12	ec	2c	67	da	24	74	3e	78	8d	53	44	7b	2b	97	85	79	5a	fe	54	6	e	ce	d	58	4f	aa	fc	c9	bb	90	32	8e	3f	75	73
88	20	125	121	70	252	84	169	23	87	170	109	237	182	93	26	22	227	12	52	24	208	230	52	98	236	44	110	18	236	44	103	218	36	116	62	120	141	83	68	123	43	151	133	121	90	254	84	6	14	206	13	88	79	170	252	201	187	144	50	142	63	117	115

b	45	99	21	49	c9	e	66	ce	5f	a0	c6	28	a8	aa	cb	7d	cb	1e	c1	72	4f	cc	71	f1	e7	c8	82	c7	b2	8c	4c	3c	e8	3b	cb	82	48	e2	b7	e8	d4	3f	93	b4	8	b1	64	a9	4d	1f	d1	5e	5c	67	e	c	a0	cb	3f	b	e8	d6	be
11	69	153	33	73	201	14	102	206	95	160	198	40	168	170	203	125	203	30	193	114	79	204	113	241	231	200	130	199	178	140	76	60	232	59	203	130	72	226	183	232	212	63	147	180	8	177	100	169	77	31	209	94	92	103	14	12	160	203	63	11	232	214	190

18	dd	43	4d	de	20	d9	ee	10	9b	fa	96	c6	5e	c0	cc	c4	40	dd	3e	d4	92	ce	a	38	ec	ed	c5	80	56	c8	51	24	b4	6d	c7	99	8	4e	90	cd	fd	bd	4f	5b	6d	ae	71	72	1f	c2	85	ff	cf	35	5e	57	5a	d3	7	4a	a9	fe	78
24	221	67	77	222	32	217	238	16	155	250	150	198	94	192	204	196	64	221	62	212	146	206	10	56	236	237	197	128	86	200	81	36	180	109	199	153	8	78	144	205	253	189	79	91	109	174	113	114	31	194	133	255	207	53	94	87	90	211	7	74	169	254	120

c2	3e	f7	3d	eb	4e	a4	e9	2a	3b	55	1b	44	3b	f7	30	14	f0	cf	63	46	d0	b1	67	44	2b	6c	9b	c6	d7	2b	b3	8a	55	8f	c0	e9	6	52	5b	d0	31	47	a	91	7c	24	35	d9	a5	44	a9	e7	e8	e8	7b	d7	e6	51	a2	3d	c5	68	c7
194	62	247	61	235	78	164	233	42	59	85	27	68	59	247	48	20	240	207	99	70	208	177	103	68	43	108	155	198	215	43	179	138	85	143	192	233	6	82	91	208	49	71	10	145	124	36	53	217	165	68	169	231	232	232	123	215	230	81	162	61	197	104	199

af	88	9e	20	35	1e	7f	d6	ac	b6	80	c6	cd	4	d5	d	f7	11	17	6e	6b	23	5c	7	e6	51	8a	37	1e	94	e1	40	5c	f0	fe	ed	4b	c6	ac	4a	4c	18	14	60	5	ed	3e	ba	2a	68	58	3e	d	25	3c	59	65	70	6d	39	22	1f	66	56
175	136	158	32	53	30	127	214	172	182	128	198	205	4	213	13	247	17	23	110	107	35	92	7	230	81	138	55	30	148	225	64	92	240	254	237	75	198	172	74	76	24	20	96	5	237	62	186	42	104	88	62	13	37	60	89	101	112	109	57	34	31	102	86

58	14	7d	79	46	fc	54	a9	17	57	aa	6d	ed	b6	5d	1a	16	e3	c	34	18	d0	e6	34	62	ec	2c	6e	12	ec	2c	67	da	24	74	3e	78	8d	53	44	7b	2b	97	85	79	5a	fe	54	6	e	ce	d	58	4f	aa	fc	c9	bb	90	32	8e	3f	75	73
88	20	125	121	70	252	84	169	23	87	170	109	237	182	93	26	22	227	12	52	24	208	230	52	98	236	44	110	18	236	44	103	218	36	116	62	120	141	83	68	123	43	151	133	121	90	254	84	6	14	206	13	88	79	170	252	201	187	144	50	142	63	117	115

b	45	99	21	49	c9	e	66	ce	5f	a0	c6	28	a8	aa	cb	7d	cb	1e	c1	72	4f	cc	71	f1	e7	c8	82	c7	b2	8c	4c	3c	e8	3b	cb	82	48	e2	b7	e8	d4	3f	93	b4	8	b1	64	a9	4d	1f	d1	5e	5c	67	e	c	a0	cb	3f	b	e8	d6	be
11	69	153	33	73	201	14	102	206	95	160	198	40	168	170	203	125	203	30	193	114	79	204	113	241	231	200	130	199	178	140	76	60	232	59	203	130	72	226	183	232	212	63	147	180	8	177	100	169	77	31	209	94	92	103	14	12	160	203	63	11	232	214	190

18	dd	43	4d	de	20	d9	ee	10	9b	fa	96	c6	5e	c0	cc	c4	40	dd	3e	d4	92	ce	a	38	ec	ed	c5	80	56	c8	51	24	b4	6d	c7	99	8	4e	90	cd	fd	bd	4f	5b	6d	ae	71	72	1f	c2	85	ff	cf	35	5e	57	5a	d3	7	4a	a9	fe	78
24	221	67	77	222	32	217	238	16	155	250	150	198	94	192	204	196	64	221	62	212	146	206	10	56	236	237	197	128	86	200	81	36	180	109	199	153	8	78	144	205	253	189	79	91	109	174	113	114	31	194	133	255	207	53	94	87	90	211	7	74	169	254	120

c2	3e	f7	3d	eb	4e	a4	e9	2a	3b	55	1b	44	3b	f7	30	14	f0	cf	63	46	d0	b1	67	44	2b	6c	9b	c6	d7	2b	b3	8a	55	8f	c0	e9	6	52	5b	d0	31	47	a	91	7c	24	35	d9	a5	44	a9	e7	e8	e8	7b	d7	e6	51	a2	3d	c5	68	c7
194	62	247	61	235	78	164	233	42	59	85	27	68	59	247	48	20	240	207	99	70	208	177	103	68	43	108	155	198	215	43	179	138	85	143	192	233	6	82	91	208	49	71	10	145	124	36	53	217	165	68	169	231	232	232	123	215	230	81	162	61	197	104	199

af	88	9e	20	35	1e	7f	d6	ac	b6	80	c6	cd	4	d5	d	f7	11	17	6e	6b	23	5c	7	e6	51	8a	37	1e	94	e1	40	5c	f0	fe	ed	4b	c6	ac	4a	4c	18	14	60	5	ed	3e	ba	2a	68	58	3e	d	25	3c	59	65	70	6d	39	22	1f	66	56
175	136	158	32	53	30	127	214	172	182	128	198	205	4	213	13	247	17	23	110	107	35	92	7	230	81	138	55	30	148	225	64	92	240	254	237	75	198	172	74	76	24	20	96	5	237	62	186	42	104	88	62	13	37	60	89	101	112	109	57	34	31	102	86

58	14	7d	79	46	fc	54	a9	17	57	aa	6d	ed	b6	5d	1a	16	e3	c	34	18	d0	e6	34	62	ec	2c	6e	12	ec	2c	67	da	24	74	3e	78	8d	53	44	7b	2b	97	85	79	5a	fe	54	6	e	ce	d	58	4f	aa	fc	c9	bb	90	32	8e	3f	75	73
88	20	125	121	70	252	84	169	23	87	170	109	237	182	93	26	22	227	12	52	24	208	230	52	98	236	44	110	18	236	44	103	218	36	116	62	120	141	83	68	123	43	151	133	121	90	254	84	6	14	206	13	88	79	170	252	201	187	144	50	142	63	117	115

b	45	99	21	49	c9	e	66	ce	5f	a0	c6	28	a8	aa	cb	7d	cb	1e	c1	72	4f	cc	71	f1	e7	c8	82	c7	b2	8c	4c	3c	e8	3b	cb	82	48	e2	b7	e8	d4	3f	93	b4	8	b1	64	a9	4d	1f	d1	5e	5c	67	e	c	a0	cb	3f	b	e8	d6	be
11	69	153	33	73	201	14	102	206	95	160	198	40	168	170	203	125	203	30	193	114	79	204	113	241	231	200	130	199	178	140	76	60	232	59	203	130	72	226	183	232	212	63	147	180	8	177	100	169	77	31	209	94	92	103	14	12	160	203	63	11	232	214	190

18	dd	43	4d	de	20	d9	ee	10	9b	fa	96	c6	5e	c0	cc	c4	40	dd	3e	d4	92	ce	a	38	ec	ed	c5	80	56	c8	51	24	b4	6d	c7	99	8	4e	90	cd	fd	bd	4f	5b	6d	ae	71	72	1f	c2	85	ff	cf	35	5e	57	5a	d3	7	4a	a9	fe	78
24	221	67	77	222	32	217	238	16	155	250	150	198	94	192	204	196	64	221	62	212	146	206	10	56	236	237	197	128	86	200	81	36	180	109	199	153	8	78	144	205	253	189	79	91	109	174	113	114	31	194	133	255	207	53	94	87	90	211	7	74	169	254	120