является байтовым представлением числа w, если w = 256I - 1 wI + ... + 2560 w1.
. При n = 0 множество Bn состоит из единственной пустой строки длины 0;
;
- число W = 256I-1 wI + ... + 2560wI, соответствующее вектору
;
,
их конкатенацией
.
,
.
;
;
.
и осуществляет присваивание zA = 0.
.
.
, B осуществляет присваивания
и zB = 1.
.
, то A осуществляет присваивания
и zA = 1.
, где R = X3 + aX + b. Здесь
.X = 0xa33ce065b0c23e1d3d026a206f8a1f8747ed1cd92a665bf85198cdb10ac90a5c Y = 0xb00d0dc0733883f05de9f55fd711f55998f5508cc40bead80c913b4d5b533667 SEED: f8 18 95 b4 13 69 d9 08 9e 3d 3c 56 e8 70 ba 5e 9d 55 5e 20 eb d9 c7 22 66 10 6d 79 c2 83 48 b8 ce 63 70 52 9a 82 9f 18 a4 d3 e3 fd 7b f2 dd 73 b1 1b bc d4 10 9d 27 c9 a3 d4 bd 3a 42 cc 26 ae 43 5b 52 f5 89 a4 c3 b7 61 c0 1b a2 88 b7 e0 8d f9 4e 22 40 29 f3 aa 96 11 5c 43 f5 eb 87 99 70 |
X = 0x4ce9c2bcf17212b9efcab65c3c815c0ff96d7461c957634dbfd1fe7c9a324d27 Y = 0xf7500d7adea2c2b4a16d838a8faa02b46639eb881f124d0f2506efca0e24289d SEED: fd 99 6d bc c7 2e 49 a4 37 e7 49 a8 85 ad de 28 4b 58 64 bd 3b 7e 60 fc b5 2f c8 36 0e 0a bf 98 fd 35 7a 3f 98 c5 f6 20 c8 68 3d b2 ca b9 27 b6 13 f2 91 a1 52 45 c0 65 71 dc 62 b0 4f 2e e5 76 56 a9 fa 51 12 23 5d 0b 80 67 59 af e2 33 b1 09 6a 94 84 91 45 f2 18 50 65 b7 9b 86 ab 68 8a 39 |
X = 0x31fb8e5070b1e0f52f047f40477c38c6020fd8da9f685791f9237cc47bd89324 Y = 0x8ba1184a4e296dc5c5873639747339ecc71b7fa44d31cc8e35b6615a4f797dd7 SEED: 29 0c 12 66 47 91 2e de 11 cc 43 78 0c f8 87 d4 7d a1 63 bc fb 91 1d 92 86 2a ae 4f 53 a6 80 70 08 c1 ec 0c 8f e7 2e 0a a0 81 df a3 32 7c 86 ad 5f 24 da 28 a7 1d 07 f5 fd b7 61 31 a1 fb 04 d5 b2 31 c7 7f ca 26 d3 a6 42 99 9e 3b 10 74 b5 a7 b3 54 2f 03 b0 39 63 2a 6b 44 56 36 fb 52 8d 58 |
X = 0x0ad754474a915d9d706c6b8dc879858a1cb85cc8f6c148fc3120825393ecd394 Y = 0x68c33b6d0343cf72cb19666ffd487fa94294dc677b28c8e27ec36068ff85ed83 SEED: 78 1d 7d 85 ff 04 12 b9 92 a7 6e 65 37 dd 83 81 9b 81 2f fa bf e8 92 3c d0 12 fe dc 00 c4 96 69 f6 52 44 4d 38 9a f2 b2 6f 57 b5 3e 2d 0f 81 2e db 2c f3 d6 a7 18 42 52 32 da 47 18 75 1e ec ef 8f 2b c5 03 17 fb 49 6f 02 05 d7 99 bc 3c 34 87 12 f5 1b d3 ef aa 7f f5 ba c2 52 07 80 46 34 77 |
X = 0x1cd96e72fdf1ce6b544dec12d0d7bcb9f6ba65bba3d9f7af732bcb133c1b6437 Y = 0x34ab5b63c286a2b885ca443ac875a8f9ec0c2f148f1622bc64c83b80e6e3d31f SEED: 62 93 40 15 63 0c 9a 09 ce 76 32 6c fd 1c 04 36 ee 08 bc 92 b9 c0 3a d9 63 c6 db 00 18 12 12 fa e0 1a 46 38 8b b6 81 df ae 4f 64 3e cc 0c 93 8c e4 10 36 2f d9 6d 5c fd 99 f3 9c 13 fd 30 52 a1 3e 8b 35 8b ed 1c 31 b0 39 9c 03 dc 5a 94 2b 41 f8 ff 9d 62 41 bd eb 9d bf cf 54 b6 c8 cc d1 06 |
X = 0x18dda7154e5abef001dc9943554439cb44b9e26256def176849da5f09b5f690d Y = 0x3ef584be59673d1751b2fd6e3fdc619e3d756c0d355595b3a62196de048ece44 SEED: 33 17 39 c1 38 82 98 88 14 68 83 c6 97 14 86 8c d0 d2 1a 28 41 51 99 a9 33 40 15 0b 30 88 35 01 4a 41 42 f8 d8 9a a6 bd e1 a6 81 23 94 19 e8 a0 ef 3d 36 02 ef ff 38 e6 10 4b 11 2f 7b b5 50 42 5a 7b 39 a6 00 53 1a 92 fc cc 2b 0d 95 dd ea 95 42 d4 27 6f a8 0f ae 45 b2 d6 f4 38 c1 52 17 5d |
X = 0x339f791f62938871f241c1c89643619aa8b2c7d7706ce69be01fddff3f840003 Y = 0x31d6d9264cc6f8fe09bf7aa48910b4ad5ddfd74a2ef4699b76de09ffed295f11 SEED: 0e 29 35 9d 45 dd a3 b4 57 9b 17 e8 87 d9 9e 63 b9 d6 04 e3 ac 74 83 11 91 2a 5b d4 86 7b 5d 9c 5d 07 70 64 cd f1 2d 93 f7 f0 2e f0 0a e1 7b 8b c1 87 50 b3 8f 39 bb 95 68 21 5c 42 e2 4e 8c fe 59 e9 0f a6 05 0b 76 68 a2 94 da 5f 2c 9a 27 28 1f 3a 7e 4e 14 54 10 21 01 6f 2c a2 97 77 94 12 |
X = 0x80f4d03b00b1b9b53f6bb4ffa52be65a6d316de846e27f44ccd795bc62d89e23 Y = 0x38dd712518ddec19b46afccccba97338d89d1292427dc12985d4e848066cd1ab SEED: f5 61 4e 92 8f e5 5c 77 26 37 ab ac 1b 1e 3c dd 2a 37 77 be 25 23 cc 58 9a 79 5a 60 28 db 9e 64 f8 62 73 01 98 3e dd 23 0b eb 07 3e 81 9b cb d9 94 bc bf 7f 9e 5f e1 8f a5 8a ce 9e f2 99 0e 9d fb ee 1c 64 38 22 33 c3 1b e7 05 9e c2 e9 bb 46 b9 dc 15 19 9d e0 9f cb 65 d5 6d 46 2f 01 21 65 |
X = 0x0c8b64c3f0ec7ece81b6232db2e8054666d051ee28254d4b9a4bcb1460ca546b Y = 0x88c98b48b22b90d0d3a018da55ca0d05cedd82b6c838bd62aba2b823ce82b28f SEED: 8a 1b 29 62 38 f5 c2 e2 9b 4a c0 5b 6d 57 99 88 86 69 a4 1b b9 f6 60 f3 a3 15 26 e5 f4 33 1e ae 80 9a 38 52 f5 44 86 91 71 76 1c ab 77 0a b6 2e c3 6f d6 4d 3c 31 a3 67 2a 82 25 bf d6 ae c9 95 66 95 b8 87 39 6a 3e bf ef 28 65 16 b9 51 29 1d 65 df 12 7a eb 4c ec f1 6f 08 f5 98 36 0a b9 a0 |
X = 0x301aac1a3b3e9c8a65bc095b541ce1d23728b93818e8b61f963e5d5b13eec0fe e6b06f8cd481a07bb647b649232e5179b019eef7296a3d9cfa2b66ee8bf0cbf2 Y = 0x191177dd41ce19cc849c3938abf3adaab366e5eb2d22a972b2dcc69283523e89 c9907f1d89ab9d96f473f96815da6e0a47297fcdd8b3adac37d4886f7ad055e0 SEED: 64 1c 90 19 c5 d7 68 91 de d1 9a 31 28 4e 7c d3 c6 8b 74 e5 e6 a7 20 b5 2c fb 45 17 9f 91 b3 f6 3a 0c b2 5e 3f 91 e3 eb 80 3d 80 4f 79 98 a3 57 f2 e5 dc 5d 84 ab d6 7d 33 a3 2b 89 66 db c6 94 96 8f 96 2d 37 9e 33 c0 fd 14 32 dd 02 70 fb 61 1a 88 4c 6d ae 1b 58 20 24 6e 80 80 5d cd a8 66 |
X = 0x7edc38f17f88e3105bafb67c419d58fe6a9094dd4dc1a83bcaccc61f020ac447 92eba888457c658ee2d82557b7c6ab6efd61ba0c3327741d09a561a8b860a085 Y = 0x3af1400a7a469058d9ba75e65ea5d3f4d0bdb357fa57eb73fa4900e2dca4da78 b8e5ff35ca70e522610bb1fc76b102c81cc4729f94b12822584f6b6229a57ea1 SEED: 3d ad a1 b4 fb 87 3e 13 1e 51 62 60 1f ee f1 54 b0 77 e0 71 1b cf da 74 a2 20 7e a3 20 01 c3 f5 79 00 5f 10 9f c1 83 83 4e 29 46 b3 29 8a 4c 10 0c 69 f4 c6 40 92 3f ed af b2 68 08 0b 6b 1c 07 48 a1 18 29 6e 64 9b f6 1d eb 26 27 b4 77 9e e8 e0 ff c1 db 48 5d 8b c1 10 8c 58 b1 af 07 5f 7b |
X = 0x387acfba7bbc5815407474a7c1132a1bded12497243d73ef8133d9810eb21716 95dde2ff15597e159464a1db207b4d1ff98fbb989f80c2db13bc8ff5fea16d59 Y = 0x4c816d1ca3e145ac448478fb79a77e1ad2dfc69576685e2f6867ec93fbad8aa4 4111acd104036317095bce467e98f295436199c8ead57f243860d1bde8d88b68 SEED: 7c 8d a6 91 96 0d 9d 06 65 92 23 08 df cf 51 71 bd 7c 4b f8 50 1b 3f fd 3c b1 58 3a 30 e1 a7 17 4e 09 e2 5f 1d 19 35 6e b0 51 66 1c d0 2a c1 9e 48 22 38 49 76 0d 43 4e 20 ea d1 80 73 84 1c e8 36 a6 8e f3 24 bb 2d 57 45 32 a5 d4 e6 08 73 fa d3 8c 32 e8 af a1 c5 25 8c ff 3d 52 ca ac 98 d1 |
X = 0x488cf12b403e539fde9ee32fc36b6ed52aad9ec34ff478c259159a85e99d3dda dfd5d73606ecee351e0f780a14c3e9f14e985d9d7ddec93b064fc89b0c843650 Y = 0x7bc73c032edc5f2c74dd7d9da12e1856a061ce344a77253f620592752b1f3a3d cbbc87eb27ec4ed5e236dfeb03f3972404747e277671e53a9e412e82aaf6c3f7 SEED: 40 57 8b 1a c0 bd 53 8d 75 97 2d 49 9b 1c c6 73 94 c8 f7 d4 76 cd fe 15 59 02 fa 0f 28 b8 06 e1 81 4c fb d0 4d 62 86 0c 4a ce c1 0e 88 13 da 2a d4 fd 7a 13 4d ba 75 0d 2c 80 f2 68 ba c1 b4 34 98 ea fe 10 51 86 60 b7 70 30 f8 64 6f 21 d9 40 aa da 62 3e ad 44 3f 93 73 a5 6b c3 15 55 3c bd |
X = 0x175166b97248bda12ec035df2e312a2771d0b16977c9cbc79461ff05e01f719c 92ae8b53f3b7e3edcacffcc5063b5e9c8de18d0cb87da358350992132173df69 Y = 0x10e2943dc1a18a841ab76ac756fa974948d5a18d071d458a4769c2494fe2a6c5 966e3c8931e624d87259156aea9317157502698e4a4a489c327b89277cf59b4c SEED: 26 01 07 1b 3d 3e 6d e7 0e d0 22 ae be 81 be 47 51 77 49 b6 5d 29 d1 07 5c df cb f4 56 a8 77 54 2b e9 91 50 34 06 b3 aa 71 c5 ce 16 b6 5f e9 93 e7 48 99 58 b1 26 81 10 9f 9b e4 30 38 73 77 13 f0 6a 4f 30 05 b2 66 76 9f b8 1b 5f 39 55 52 97 ab 46 6b 5d 2e 19 2d 12 f3 2a b3 18 72 71 52 62 |
X = 0x01f4583db894cdebd7c591af848783ee011a20567751ca1561f398a6118ace08 a4efe1501bda67f39d060270ba660526dc53063c6b40fa5548c9a9e7688f2239 Y = 0x7bc640641d70c8296bd9257c9eebb5b1bd3196a169bac04f7579bf27b5847d4e 7b4f63748ad81b5469070ed35ad93e5a5258652306f84094eae04a91954536ee SEED: bb 9a 63 a5 67 7d 40 7c f3 4d 06 df 96 7d d9 e9 ca 4d 42 eb d6 7d a5 69 a4 9b d8 b1 04 64 2e 20 fb a9 9d 84 2f cb 54 76 61 dc 7a a4 de 72 6f 67 4a 09 85 46 20 04 7c c1 75 2c ab 67 99 8b 5c 8e 6a 88 6d 0a 06 e6 a3 fa e8 19 34 21 1a ec 81 8d 89 03 9e 45 dc a1 85 03 7e c3 49 37 33 ee 3c 2e |
X = 0x5161b08a973d521bdde0cbd45b68aa0470e1058dd936e5bd618fd3373770eed9 Y = 0xc1633db551677c62b9c2b69d47e503c0f8ca83b6b3109dece0a5f985d77a83a7 U = 0x9c5ad63ddc3314ac009d879780d6219720bf4573f4fe6b4bf7a0a88860677f9d V = 0x8ee071a767f3d6f0435eb6100d1a936f984e43d9af0bc91c864a9e65cee025fb SEED: c4 7e 5e 42 31 4e dd 8e e9 ac 39 fb c8 da ea c8 e6 5b fd 26 58 27 4e 1f 99 e9 33 e1 1e 5d f2 62 4a e3 97 f1 7e db f9 83 60 f3 ec 2e 8f 6f 2e ff d4 aa 80 5c 71 d6 ed 5b a1 5b c9 d0 ad d6 38 23 84 c1 55 20 a5 b8 bb bd 7b 23 1f c8 fb 8c 77 71 57 b9 77 25 91 55 3f 17 46 8c 4b b3 64 6f 9f 53 |
X = 0xd47abd59dccad35849dec9dc721ffa1e44419ca8686406a9f441e61294b210ed Y = 0xa78b64220bf3375d08de0ea5e2920cfd8f204da6757bf1878ac870fb7e5ca0e8 U = 0xf0195efb6b249eb8018c19376907c787511bf30516a5c27d045fc7ba2af58ed0 V = 0xacae88466127df000b663863bc7bd394eafa6996fcedad11d7834f502a6a2686 SEED: 30 5f d0 bb ce c7 16 49 ac e4 1b 4d ca 07 6c a6 96 a8 8c c6 fd 06 91 a8 79 13 5d e1 90 96 e3 c8 03 c5 b4 ad 41 68 36 9b e7 b9 ed 81 d6 e2 bd 0c a2 8e b0 e9 6f 74 2d 50 e2 df b6 a1 86 ae 15 60 96 a3 5a 97 a2 20 fa 6d 0f cf 88 db 6d 86 cd db 19 7c 3a 21 5f 10 cc ea 42 95 ef aa b2 63 95 d5 |
X = 0xe0d610ff42ce21eb308980964ca368963fbe5cb08c277187d22d0c94f4bf0762 Y = 0x82619b88da25b666e07b617ff487be8afd5af8b092568b493ecef44ee0c04b5f U = 0x723df0719311d095b814ee05ca086e18c410c375a48789dc03c3fe844ed3b7c9 V = 0x160e1b5338337ee0620745206dbe5556a7ff5d19735418a3cc03bf7f2735ce25 SEED: 22 16 91 c7 21 8d 93 d4 a8 ad 15 e4 72 33 84 90 ca 5c 5e 3b 84 84 57 4e bc df 83 26 68 84 5e f4 09 53 71 79 7a f8 e2 a6 e3 99 93 de 2a 7c 65 f0 37 26 2e cc fa 95 58 9a c6 e8 b1 2d e6 09 af be f9 2f 12 d0 a3 08 56 9a b3 c0 fa d8 ec 5d 7b 9c f4 27 1f aa 54 bc bb da 31 61 b7 cd f5 40 d6 b8 |
X = 0x5b065ead2e94de0ee2e462de204c93c6b2bf3498ad920393cb60259e1a8ffc7c 7e7d4defa20ff4282abf70207e4611d532f40db6800e29d2b53f6ac0713e5b38 Y = 0xa39a28c59ff7f796b85223b8834384907c626086415487288ed1182ca4487dc1 ae5f37af90fd267b7c0dc8542ea52cd984af54731bc84271d6186d973c91359b U = 0x3c80e89805380f52cfe86ff990501801d70e5b4636e8478674d2d5706a56a666 63eb03abdc332584f7ea8c3255b1be3ca75e4685a060e0ea88e569612d9e7227 V = 0xd8f2cf17c484f4bb6a0208b3796a2609971c55d56bffadf155c0bfb76f7afe99 7d6b6e8fde9e2cefd0ab3e31a1862953425a70334e4e2404c9cd9079856c7259 SEED: 03 8a 01 b5 ea a2 28 3b bb 29 7b 81 ad 94 92 01 e4 32 11 df 76 a3 70 ec c0 09 ec 49 1f 9f 8d 33 f2 ee 24 08 c7 88 27 cd 0c 51 17 a7 e3 8d 58 5b 3d 15 50 30 a3 29 1b ad 6a 21 ab 48 38 1d 66 bc 1b d6 b9 ba 6e d8 6a 21 65 c5 99 84 dc 5d 51 81 f3 f1 97 fe 4a 86 81 c2 e5 0a 22 a0 61 2c 55 7e |
X = 0xb3e6c475f173af4494dd02ad7c9df3bd6a5ca82c3d65ad86fbb330dfb1c40e34 c4cd04d93f609cff2daea5907d0e08192a29be3ff27522223b868e8bcc6a7b74 Y = 0x53ffcf818281bcf383d9b6542b3b1fcee5bd20cd1c805ed1dacb83ba161167a5 eb96df52c1d290496043ea514c465ecb37970fcd7ffbb6ca35a767cd0227fe8c U = 0x8dd3f6f455ffaea85c3935750792b65fa1ba990c7ac8bc449a77bb86aeb87eb6 ecb6bf387924885b0ea1e30fc4d742919504cd7baf4926b777ed40b898be41f8 V = 0x2d7edc1ca6078878d2d8ecafabc2abc83fcb269c049baa11951ff2523b69b1d1 4ee6c0fa7cbd5a566cb32246d14568eb9fa04e3b53ee6175bb32887796870ba9 SEED: 63 ce db 44 3d f8 df 68 8d 5d fd d0 ea 54 41 62 f5 6d 78 92 73 0c 86 88 53 e2 24 4d dd 87 1e 4a 0e 3f b7 32 40 c8 7a bc e8 fd b3 16 dd 0e 9b 23 ec 1f c7 40 86 29 8c fc f2 a1 d9 18 31 af a3 cf 1e 98 b8 0d 42 0c f6 73 8d 57 44 77 8e 1a d3 e4 42 d7 26 39 6c 91 b7 f5 e8 84 09 8d be 02 aa 80 |
X = 0xbe963ad90f84ff9ff6ff7ddd39d91cea649e849bf20b8cc1e72040cf689a974f 40f24e10c737bfa558b514c605b7c156e24251b859202b12ef311b0f363171eb Y = 0x007cfa56f5ae239694e74f7996e1f44fcd4f62205a555fdb627e4212576b4591 7f88667bcd924a3271f40dc4bbd2f2e216b4fcf59c25fdd8154241d40f42e2ad U = 0xff6697883ce5c6cc165fa78ff158c03b31add23dc01b24902b18c5487f1835ff eaf4af5ede44f8b254748704e504810597d0e4418daf50e0253f33915de97b7b V = 0x54e1ba656234479c5845c06af70bbefa741a863d5186ca720ee2f43bdd4d5b74 71594871d532ce263928aa30ae3c25efc6a2f82d4163c45869339426888be3bc SEED: 06 ce 08 fa 5d 11 50 45 e2 d2 a8 03 01 d2 9e 2a 39 c3 ea e7 f1 61 37 f9 3e 51 d1 46 f3 21 b1 89 fb 5c 17 70 26 5b 30 8b 6d f2 87 7c d9 d3 6f 8a 3c b4 e7 1d f0 99 a4 73 69 1d d5 46 8d 43 50 f9 87 df e5 e5 de ff 3c 7b b8 f4 62 ed 19 9b f3 33 7a 6f f9 0e c5 f0 bc bb 1a 59 1e cd c2 9b 52 64 |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0xa33ce065b0c23e1d3d026a206f8a1f8747ed1cd92a665bf85198cdb10ac90a5c Y = 0xb00d0dc0733883f05de9f55fd711f55998f5508cc40bead80c913b4d5b533667 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 |
X = 0x24538e096781b9d53316c342ae5bbd49ccfb2db627c3659175bc4fa9d95b4618 Y = 0xf6e39a7490ae0ac449f5abe7e2135697c582daf3a038c40a05e6e8be3e466a2b u1: X = 0xcf73b30dd577369fb98e2a93d6d98d7450f9ceef2bada1e3dcb8bb1016dff1e1 Y = 0x1cf05014caedbdb1635120b30e0a445060b8f1cca52965cf83c4838d554ca4e2 |
src: 39 c0 e8 83 59 91 cd 6d 56 88 fc ad 55 29 1f 79 e5 0f 87 9d 94 b5 0a b2 db d6 bd f7 e8 39 b7 1a 10 b5 a7 8d c0 36 b8 73 f7 e4 b1 6b 12 48 6f eb 69 d7 39 d4 01 4d ae e2 cc 5c 2f c7 4a 2c c8 06 KB: e0 4e e0 14 7f 9f 19 8d e2 5a af 33 a2 84 99 e0 ce 7d 31 6e 47 39 76 2f d5 19 f8 e9 91 d7 fc 00 X = 0xb11f1a8fb043bc6d4068667b897e4ff637b8410f5eb19e11b0a7028f34d6936a Y = 0x266d952955e2ab3f3ba75d14a919795d6b8ac04dbcff1cfaac6ba32291c099fd u2: X = 0x6e1bfb24b6131a3ad0b60e477a38715c6f96f21bb0b2f9ebd67680e804a77199 Y = 0x873ee3c546c41e8f707298f11b955fe64f7577d52d7dadc1beccb9925178ca80 |
KA: e0 4e e0 14 7f 9f 19 8d e2 5a af 33 a2 84 99 e0 ce 7d 31 6e 47 39 76 2f d5 19 f8 e9 91 d7 fc 00 |
MACA: bd 35 c5 0e 90 60 e6 4f 04 2e 7b e6 cc 02 99 84 0c 8e 27 82 b8 e5 9c 3d d4 47 50 11 16 73 c5 ea |
MACB: c8 c8 2c 0f ed 8e 4d 1e 41 42 d7 a9 f0 55 b4 5f f6 71 2d 2f 41 bf 26 ef 2f bc 37 c5 56 4b 86 d3 |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x0ad754474a915d9d706c6b8dc879858a1cb85cc8f6c148fc3120825393ecd394 Y = 0x68c33b6d0343cf72cb19666ffd487fa94294dc677b28c8e27ec36068ff85ed83 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 |
X = 0x61d6f916db717222d74877f179f7ebef7cd4d24d8c1f523c048e34a1df30f8dd Y = 0x3ec48863049cfcfe662904082e78503f4973a4e105e2f1b18c69a5e7fb209000 u1: X = 0x35e78fcbc24998eb3039445a9de7032aadf291e7768196ef618e45bed80edf88 Y = 0x1970a4697295f6d361d2c3edd3885794c1254bac3f4adb4a3346ad01a911d13c |
src: 50 14 0a 5d ed 33 43 ef c8 25 7b 79 e6 46 d9 f0 df 43 82 8c 04 91 9b d4 60 c9 7a d1 4b a3 a8 6b 00 c4 06 b5 74 4d 8e b1 49 dc 8e 7f c8 40 64 d8 53 20 25 3e 57 a9 b6 b1 3d 0d 38 fe a8 ee 5e 0a KB: a6 26 de 01 b1 68 0f f7 51 30 09 12 2b ce e1 89 68 83 39 4f 96 03 01 72 45 5c 9a e0 60 cc e4 4a X = 0x33bc6f7e9c0ba10cfb2b72546c327171295508ea97f8c8ba9f890f2478ab4d6c Y = 0x75d57b396c396f492f057e9222ccc686437a2aad464e452ef426fc8eeed1a4a6 u2: X = 0x20d7a92b238143e3f137be904d52fa35c45a29f02a7226a7ac83a1172c2a55cd Y = 0x5fc4cd6ffb0e76ea8603ce9e6dab5164285617969ab3bfab09fbeb8595d1f47b |
KA: a6 26 de 01 b1 68 0f f7 51 30 09 12 2b ce e1 89 68 83 39 4f 96 03 01 72 45 5c 9a e0 60 cc e4 4a |
MACA: 55 7a 59 61 42 60 39 a1 52 c8 23 a7 65 04 59 b0 62 be 3d 47 56 53 03 09 95 57 1c e7 53 40 26 47 |
MACB: 3b c5 5e 27 07 84 19 94 c4 b9 ca ba 43 e6 ce 6a 09 2d e9 08 83 76 5f b6 c3 44 c6 1d 76 02 96 e9 |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x339f791f62938871f241c1c89643619aa8b2c7d7706ce69be01fddff3f840003 Y = 0x31d6d9264cc6f8fe09bf7aa48910b4ad5ddfd74a2ef4699b76de09ffed295f11 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 |
X = 0x96b7f09c94d297c257a7da48364c0076e59e48d221cba604ae111ca3933b446a Y = 0x54e4953d86b77ecceb578500931e822300f7e091f79592ca202a020d762c34a6 u1: X = 0x2124a22e00b1be2114f5ca42d58d55a0a9f2b08f8cb10275eddf8243402abb7a Y = 0x62497815861d15877b7ad2e86768a2deb0f755a8b1a8897fc5235da783914a59 |
src: 16 a1 2d 88 54 7e 1c 90 06 ba a0 08 e8 cb ec c9 d1 68 91 ed c8 36 cf b7 5f 8e b9 56 fa 76 11 94 d2 8e 25 da d3 81 8d 16 3c 49 4b 05 9a 8c 70 a5 a1 b8 8a 7f 80 a2 ee 35 49 30 18 46 54 2c 47 0b KB: be 7e 7e 47 b4 11 16 f2 c7 7e 3b 8f ce 40 30 72 ca 82 45 0d 65 de fc 71 a9 56 49 e4 de ea ec ee X = 0x4b9c0ab55a938121f282f48a2cc4396eb16e7e0068b495b0c1dd4667786a3eb7 Y = 0x223460aa8e09383e9df9844c5a0f2766484738e5b30128a171b69a77d9509b96 u2: X = 0x47ad0110d1620fe38832e90b58971d2e0b9183dd52de23422b6fc47bec64541a Y = 0x8296af496b3c52640e738a195d63ab7bfb457aba7c71b5649cc3e300829cbf0a |
KA: be 7e 7e 47 b4 11 16 f2 c7 7e 3b 8f ce 40 30 72 ca 82 45 0d 65 de fc 71 a9 56 49 e4 de ea ec ee |
MACA: 47 58 fa 64 9f 2e 31 3b f2 70 8b 76 a7 f7 a7 5a 37 ce 9e 7f 55 c3 fc 5a 55 77 e8 77 a7 a2 c1 ea |
MACB: 2f 33 b9 bf f0 7d cd e3 44 67 bd b0 7f 62 fc a8 b3 52 3a 64 39 ef f1 c9 93 ba 0b 4c e6 c2 ed e4 |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x301aac1a3b3e9c8a65bc095b541ce1d23728b93818e8b61f963e5d5b13eec0fe e6b06f8cd481a07bb647b649232e5179b019eef7296a3d9cfa2b66ee8bf0cbf2 Y = 0x191177dd41ce19cc849c3938abf3adaab366e5eb2d22a972b2dcc69283523e89 c9907f1d89ab9d96f473f96815da6e0a47297fcdd8b3adac37d4886f7ad055e0 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 1c 62 13 e3 93 0e fd da 26 45 17 92 c6 20 81 22 ee 60 d2 00 52 0d 69 5d fd 9f 5f 0f d5 ab a7 02 |
X = 0xa8b54a6339b296f5c5227670fb1482010b4b07e3642974b40c58a5f1da33370e fed546eb17c6a707f3fc69671deba10a6de03a55f859473e9074a89b4a7b5488 Y = 0xfebf437ecf21536328b32f4c8e0430d5c0c096001c08a378ac30b8634412f44c 5ba9b7096642f51cc3a018cd1599c849cd62917a370eca3bbc6bed5eedabdd77 |
046a46f815693e85b1ce5464da9270181f82333b0715057bbe8d61d400505f0e X = 0xb93093eb0fcc463239b7df276e09e592fcfc9b635504ea4531655d76a0a3078e 2b4e51cfe2fa400cc5de9fbe369db204b3e8ed7edd85ee5cca654c1aed70e396 Y = 0x809770b8d910ea30bd2fa89736e91dc31815d2d9b31128077eedc371e9f69466 f497dc64dd5b1fadc587f860ee256109138c4a9cd96b628e65a8f590520fc882 u1: X = 0xe8732d5471901b3eb9a31aaebeac7a6155c2c8fc1c960cb475e14074987dd2c8 4eccafac0835735a5c2df3d1c8dacf4a1d2e38e1e4419f5df4e25b7f8dd90b50 Y = 0xd680a41eaec979d49f4752008e9e92eb0efc1950d74b85e852be47f3958d5500 0442d859e5b459de5dc7acaa0c36383cd1f98f271333c6083dcecaf07ac825b8 |
1440610825796a49d468cdc9c2d02d76598a27973d5960c5f50bce28d8d345f4 src: 84 59 c2 0c b5 c5 32 41 6d b9 28 eb 50 c0 52 0f b2 1b 9c d3 9a 4e 76 06 b2 21 be 15 ca 1d 02 da 08 15 de c4 49 79 c0 8c 7d 23 07 af 24 7d da 1f 89 ec 81 20 69 f5 d9 cd e3 06 af f0 be 3f d2 6e d2 01 b9 53 52 a2 56 06 b6 43 e8 88 30 2e fc 8d 3e 95 1e 3e b4 68 4a db 5c 05 7b 8f 8c 89 b6 cc 0d ee d1 00 06 5b 51 8a 1c 71 7f 76 82 ff 61 2b bc 79 8e c7 b2 49 0f b7 00 3f 94 33 87 37 1c 1d KB: 53 24 de f8 48 b6 63 cc 26 42 2f 5e 45 ee c3 4c 51 d2 43 61 b1 65 60 ca 58 a3 d3 28 45 86 cb 7a X = 0x238b38644e440452a99fa6b93d9fd7da0cb83c32d3c1e3cfe5df5c3eb0f9db91 e588daedc849ea2fb867ae855a21b4077353c0794716a6480995113d8c20c7af Y = 0xb2273d5734c1897f8d15a7008b862938c8c74ca7e877423d95243eb7ebd02fd2 c456cf9fc956f078a59aa86f19dd1075e5167e4ed35208718ea93161c530ed14 u2: X = 0x1830804bf1fb07ebd43f27d03ff71ad9c7c31becaf1d3585dfb9e356c36638dc d82aba559dec06d46c862566653dfe0b116eb1a68439b0283f4d79ce48408eee Y = 0x23b33ae97fba92e06095c41525aedf7b5d96fe9ca8e0244ed6c8a565d542d05e d3044cafb1a8ac9a570c5133ba846d61da77f54da2daf13b0def7d90a0796f06 |
KA: 53 24 de f8 48 b6 63 cc 26 42 2f 5e 45 ee c3 4c 51 d2 43 61 b1 65 60 ca 58 a3 d3 28 45 86 cb 7a |
MACA: 37 e6 1a 43 2d 85 75 9b 30 13 a2 9d d6 82 f1 4d 33 ca 86 89 37 db 4b f2 02 91 ed cf 6b e2 4b 4e |
MACB: 72 dc de 19 5f 26 4b b8 a8 1d 2a fe 2f d9 da 2d 60 12 81 9c 15 f7 11 db 2b c4 c5 74 85 9e 05 3e |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x488cf12b403e539fde9ee32fc36b6ed52aad9ec34ff478c259159a85e99d3dda dfd5d73606ecee351e0f780a14c3e9f14e985d9d7ddec93b064fc89b0c843650 Y = 0x7bc73c032edc5f2c74dd7d9da12e1856a061ce344a77253f620592752b1f3a3d cbbc87eb27ec4ed5e236dfeb03f3972404747e277671e53a9e412e82aaf6c3f7 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 1c 62 13 e3 93 0e fd da 26 45 17 92 c6 20 81 22 ee 60 d2 00 52 0d 69 5d fd 9f 5f 0f d5 ab a7 02 |
X = 0x2383039092052ed0e8ca3f751c11ebb891b8f32f7c66a437dec86345c63efc4b a1ecd04dfc11826dd581cbc1d744754e284c00b04eef9cd6eff22c12432c46fd Y = 0x374202580afbaf2f68da8a5c03ab82e71eb4c1f1fdd881aa2911d0206d470039 275d298d5477901565ab826ec4492f67eebcf3194442f272fd2cad9a5f04234f |
fe12aef8bd403d59c4dc4720570d4163db0805c7c10c4e818f9cb785b04b9997 X = 0x10c479ea1c04d3c2c02b0576a9c42d96226ff033c1191436777f66916030d87d 02fb93738ed7669d07619ffce7c1f3c4db5e5df49e2186d6fa1e2eb5767602b9 Y = 0x039f6044191404e707f26d59d979136a831cce43e1c5f0600d1ddf8f39d0ca3d 52fbd943bf04ddced1aa2ce8f5ebd7487acdef239c07d015084d796784f35436 u1: X = 0x0ab9e56fc0d48e4982ee0a0b09507a63dc530181611d9f00d0464724415757b9 de1c647178783a0fb4648dfd8e3da1efeb4db29de4711c8599191054ca7de6c4 Y = 0x4decae941f8d19c44daae9eb132019e116478124e76430b8bee16ce6910a06c8 a2fed68f4907e4ba17c4f4e3356dc3b3b8647165b9c1aae54b1c13239bfa8213 |
dc0836468e2ce7c5c961281b6505140f8407413f03c2cb1d201ea1286ce30e6d src: 3f 04 02 e4 0a 9d 59 63 20 5b cd f4 fd 89 77 91 9b ba f4 80 f8 e4 fb d1 25 5a ec e6 ed 57 26 4b d0 a2 87 98 4f 59 d1 02 04 b5 f4 5e 4d 77 f3 0f 8a 63 b3 1b eb 2d f5 9f 8a f7 3c 20 9c ca 8b 50 b4 18 d8 01 e4 90 ae 13 3f 04 f4 f3 f4 d8 fe 8e 19 64 6a 1b af 44 d2 36 fc c2 1b 7f 4d 8f c6 a1 e2 9d 6b 69 ac ce ed 4e 62 ab b2 0d ad 78 ac f4 fe b0 ed 83 8e d9 1e 92 12 ab a3 89 71 4e 56 0c KB: d5 90 e0 5e f5 ae ce 8b 7c fb fc 71 be 45 5f 29 a5 cc 66 6f 85 cd b1 7e 7c c7 16 c5 9f f1 70 e9 X = 0x34c0149e7bb91ae377b02573fcc48af7bfb7b16deb8f9ce870f384688e3241a3 a868588cc0ef4364cca67d17e3260cd82485c202adc76f895d5df673b1788e67 Y = 0x608e944929bd643569ed5189db871453f13333a1eaf82b2fe1be8100e775f13d d9925bd317b63bfaf05024d4a738852332b64501195c1b2ef789e34f23ddafc5 u2: X = 0x66defd2a42f0efe38ed3d4a4dfbed6b86d40f4adf156c86fee1605dbf6b057b1 2fe82a0be4823f7f215b5110673e02e3bf44f0ae26630005fcfd9f01473127eb Y = 0x36168c6d20c9514556ab442bf63ded0115346916ef45af7e5517f59205d1cc52 ae2e72c3036f13cab7de12932e4a3acd0789f5e2474ff722b81334676c8a3371 |
KA: d5 90 e0 5e f5 ae ce 8b 7c fb fc 71 be 45 5f 29 a5 cc 66 6f 85 cd b1 7e 7c c7 16 c5 9f f1 70 e9 |
MACA: 9e c1 a8 74 93 b2 87 c9 ca c3 da c2 a2 d7 1b 82 8d c5 97 7c b0 03 93 42 c1 5a cd fb 66 c8 0f 89 |
MACB: a9 b2 f1 9b d9 c1 fd 0f 0c ab fd 09 52 94 c6 e6 3c d5 9f 12 cf 8e fd 01 12 46 0d b7 aa 20 bb 6e |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x5161b08a973d521bdde0cbd45b68aa0470e1058dd936e5bd618fd3373770eed9 Y = 0xc1633db551677c62b9c2b69d47e503c0f8ca83b6b3109dece0a5f985d77a83a7 |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 |
X = 0x33fbac14eae538275a769417829c431bd9fa622b6f02427ef55bd60ee6bc2888 Y = 0x22f2ebcf960a82e6cdb4042d3ddda511b2fba925383c2273d952ea2d406eae46 u1: X = 0x8e8929226c7f679ea8c2dfb833d1f8062d62a9672493df02ad7462014c0edbc6 Y = 0x20f2382c2425aaa638f61e8b70fcf70dae6bcb2f9f341b33ae577c62395aa816 |
src: a3 39 a0 b8 9c ef 1a 6f fd 4c a1 28 04 9e 06 84 df 4a 97 75 b6 89 a3 37 84 1b f7 d7 91 20 7f 35 11 86 28 f7 28 8e aa 0f 7e c8 1d a2 0a 24 ff 1e 69 93 c6 3d 9d d2 6a 90 b7 4d d1 a2 66 28 06 63 KB: 7d f7 1a c3 27 ed 51 7d 0d e4 03 e8 17 c6 20 4b c1 91 65 b9 d1 00 2b 9f 10 88 a6 cd a6 ea cf 27 X = 0x2b2d89fab735433970564f2f28cfa1b57d640cb902bc6334a538f44155022cb2 Y = 0x10ef6a82eef1e70f942aa81d6b4ce5dec0ddb9447512962874870e6f2849a96f u2: X = 0x47182ed8f018fa93a5d837e52724af6051c168ef15e4a40fe926473bc3f1032a Y = 0x97f3e1e674da53b0ec3ebb1a62a25c7424f4334950daec4d33045f78d9faeeb4 |
KA: 7d f7 1a c3 27 ed 51 7d 0d e4 03 e8 17 c6 20 4b c1 91 65 b9 d1 00 2b 9f 10 88 a6 cd a6 ea cf 27 |
MACA: f5 69 f6 e7 68 9e f0 ba 08 46 98 cc 0e bc ac 59 67 8c 93 26 af 21 f5 4d 3e 90 05 29 32 6b 41 ee |
MACB: 80 d5 f0 3b 48 22 37 76 43 b4 ff 92 05 dd ed b1 9f 22 80 1f b4 de 0b fb e0 74 55 c2 54 32 45 1e |
N = 3 ind = 1 IDA: 00 00 00 00 IDB: 00 00 00 00 PW: 31 32 33 34 35 36 ('123456') salt: 29 23 be 84 e1 6c d6 ae 52 90 49 f1 f1 bb e9 eb Qind: X = 0x5b065ead2e94de0ee2e462de204c93c6b2bf3498ad920393cb60259e1a8ffc7c 7e7d4defa20ff4282abf70207e4611d532f40db6800e29d2b53f6ac0713e5b38 Y = 0xa39a28c59ff7f796b85223b8834384907c626086415487288ed1182ca4487dc1 ae5f37af90fd267b7c0dc8542ea52cd984af54731bc84271d6186d973c91359b |
F(PW, salt, 2000): bd 04 67 3f 71 49 b1 8e 98 15 5b d1 e2 72 4e 71 d0 09 9a a2 51 74 f7 92 d3 32 6c 6f 18 12 70 67 1c 62 13 e3 93 0e fd da 26 45 17 92 c6 20 81 22 ee 60 d2 00 52 0d 69 5d fd 9f 5f 0f d5 ab a7 02 |
X = 0x463e9d38239ddac18e7cc7f6caa7244ae5c49d58dcdfd6a56510d7779496744d 75e3e0d5795d4e603f7baea8d24ada989d4179e1db33d1912602fc59470192df Y = 0x088874b12c160930aa840f046ee75fa86206f19ca5f431d81e2381d6d947b7b0 30577e40f09b1c16f8e6ef84daddba028f8b6e397a27ece0e13197662659af4d |
377583ba300211ec2c399546b4f54578ee925c238d52530c159c7034ccfa0ddd X = 0x61427a12468974b5829de1263d91fdfd8e26ea337c6c223595e05b4da4f8fe93 2b532f33c0f4631729422c04f7018a7bf619c026ef0edc4ba2a96b79397eba92 Y = 0x6833806e26791ef1dd01e60c10cc247173b97d7d8d7fea53de4a8a6a444bacc7 042bf35394aef4cfde0f236788f2e9fca9e10f7d7fee54fff951ae17996808c1 u1: X = 0x03664ef83e51beaec1f11711f8742b180001c7734a715e4a693758acd9851b38 c6d7e0a316d809b75694ae1b356951a93c91a9b85aa3e3a561742211fd238852 Y = 0x2b92fa93fab060fa86c3039eb2904bc18cbe45032dc3c93ce1c6ba1542a29e0d 790a5f7b63928ed9e50d1fefd6bd00ade4eb021bc62a560567a3419e74dfc08a |
4cea3a432b61a699bad2d9760d700c2891b6285be0b0bb90f16a40a9b2e0e36a src: c2 a3 1a 15 08 52 8a fb 70 be d5 7a 3a 97 9a 3a 8c ed 00 2f 1b 05 8f 99 cb ee 64 56 5c cb ae 42 c5 80 b1 39 18 04 b3 e3 34 d0 2f 70 55 18 ef 16 b7 cf 0e 79 91 76 6f 7e 22 81 f2 87 b1 df cd 34 5c 56 04 ef 1d 9a 8e b8 27 3f 2e 7a 3b fb a4 13 ad 7f 19 59 99 41 f8 f6 73 63 2b e1 43 b1 65 7f d3 3a 3a de 7d 9f 71 6c e4 0c b5 9e 9d dd a5 0d db 87 66 57 e7 37 8f f1 55 94 fc 7a 9e 4b 03 48 KB: 84 14 e1 12 6c 56 a1 1e 1f 5e a0 b7 c3 bd ab e9 8b 26 8b 59 d4 08 f9 7c d0 ea d7 c2 7e e4 9c 15 X = 0xe247677c90ac3c74952c70da0d43f25ece4ac22eda732f7ddd772de7c3e69b22 f7679cc01cae009e442c630c7aa9403a9f11e0fb62cf7af84e77b95210a17edd Y = 0x63be6dc920e57cb1c5b63fd8b623db6c934b87e0b14468de32c9387515cf3d35 618e945a986424708ef0515ccaa30061ac6870ab56c29c43340736a6c6179c2e u2: X = 0x32260df3ddeabaa9c5c1f55248e8e9a3552cefb81a19f0ac1e10f3b7280a844c 5362b527da1c6ec7eeace2a77aa1167f5e18a4bb6bc6445b4f479ca239245002 Y = 0x04e0612a0c8cd4323535899d0698dd09bb9fc4302016f1b236c86692358ffd98 1cd082c0129763bd4749ee5bb014255d1de0fd7775deccb564213ebc7100001d |
KA: 84 14 e1 12 6c 56 a1 1e 1f 5e a0 b7 c3 bd ab e9 8b 26 8b 59 d4 08 f9 7c d0 ea d7 c2 7e e4 9c 15 |
MACA: 53 0b 77 63 c5 9e 7c 98 52 59 ad eb af a4 16 41 c6 f4 35 47 85 01 bd c9 7e a9 cf 88 a6 9a 12 8c |
MACB: 3f 48 65 b8 8c 81 e5 ac 56 1e 31 c1 b3 d1 d9 0c 57 e1 e7 4b ac 77 b1 63 ac 60 74 82 4e 99 d3 cc |