Главная Библионтека
0 1 2 3 4 5 6 7 8 9 10 11 [ 12 ] 13 14 15 16 17
1453 | 2683 | 3947 | 5501 | 1483 | 2693 | 3989 | 5507 | 1493 | 2699 | 4003 | 5557 | 1499 | 2707 | 4013 | 5563 | 1523 | 2741 | 4019 | 5573 | 1531 | 2789 | 4021 | 5651 | 1549 | 2797 | 4091 | 5659 | 1571 | 2803 | 4093 | 5683 | 1619 | 2819 | 4099 | 5693 | 1621 | 2837 | 4133 | 5701 | 1637 | 2843 | 4139 | 5717 | 1667 | 2851 | 4157 | 5741 | 1669 | 2861 | 4219 | 5749 | 1693 | 2909 | 4229 | 5779 | 1733 | 2939 | 4243 | 5813 | 1741 | 2957 | 4253 | 5827 | 1747 | 2963 | 4259 | 5843 | 1787 | 3011 | 4261 | 5851 | 1861 | 3019 | 4283 | 5869 | 1867 | 3037 | 4349 | 5923 | 1877 | 3067 | 4357 | 5939 | 1901 | 3083 | 4363 | 5987 | 1907 | 3187 | 4373 | 6011 | 1931 | 3203 | 4397 | 6029 | 1949 | 3253 | 4451 | 6053 | 1973 | 3299 | 4483 | 6067 | 1979 | 3307 | 4493 | 6101 | 1987 | 3323 | 4507 | 6131 | 1997 | 3347 | 4517 | 6173 | 2027 | 3371 | 4547 | 6197 | 2029 | 3413 | 4603 | 6203 | 2053 | 3461 | 4621 | 6211 | 2069 | 3467 | 4637 | 6229 | 2083 | 3469 | 4691 | 6269 | 2099 | 3491 | 4723 | 6277 | 2131 | 3499 | 4787 | 6299 | 2141 | 3517 | 4789 | 6317 | 2213 | 3533 | 4813 | 6323 | 2221 | 3539 | 4877 | 6373 | 2237 | 3547 | 4933 | 6379 | 2243 | 3557 | 4957 | 6389 | 2267 | 3571 | 4973 | 6397 | 2269 | 3581 | 4987 | 6469 | 2293 | 3613 | 5003 | 6491 | 2309 | 3637 | 5011 | 6547 | 2333 | 3643 | 5051 | 6619 | 2339 | 3659 | 5059 | 6637 | 2357 | 3677 | 5077 | 6653 | 2371 | 3691 | 5099 | 6659 | 2389 | 3701 | 5107 | 6691 | 2437 | 3709 | 5147 | 6701 | 2459 | 3733 | 5171 | 6709 | 2467 | 3779 | 5179 | 6733 | 2477 | 3797 | 5189 | 6763 | 2531 | 3803 | 5227 | 6779 | 2539 | 3851 | 5261 | 6781 | 2549 | 3853 | 5309 | 6803 | 2557 | 3877 | 5333 | 6827 | 2579 | 3907 | 5387 | 6829 | 2621 | 3917 | 5443 | 6869 | 2659 | 3923 | 5477 | 6883 | 2677 | 3931 | 5483 | 6899 |
6907 | 7589 | 8429 | 9293 | 6917 | 7603 | 8443 | 9323 | 6947 | 7621 | 8467 | 9341 | 6949 | 7643 | 8539 | 9349 | 6971 | 7669 | 8563 | 9371 | 7013 | 7691 | 8573 | 9397 | 7019 | 7717 | 8597 | 9419 | 7027 | 7757 | 8627 | 9421 | 7043 | 7789 | 8669 | 9437 | 7069 | 7829 | 8677 | 9467 | 7109 | 7853 | 8693 | 9491 | 7187 | 7877 | 8699 | 9533 | 7211 | 7883 | 8731 | 9539 | 7219 | 7901 | 8741 | 9547 | 7229 | 7907 | 8747 | 9587 | 7237 | 7933 | 8803 | 9613 | 7243 | 7949 | 8819 | 9619 | 7253 | 8053 | 8821 | 9629 | 7283 | 8069 | 8837 | 9643 | 7307 | 8093 | 8861 | 9661 | 7331 | 8117 | 8867 | 9677 | 7349 | 8123 | 8923 | 9733 | 7411 | 8147 | 8933 | 9749 | 7451 | 8171 | 8963 | 9803 | 7459 | 8179 | 8971 | 9851 | 7477 | 8219 | 9011 | 9859 | 7499 | 8221 | 9029 | 9883 | 7507 | 8237 | 9059 | 9901 | 7517 | 8243 | 9173 | 9907 | 7523 | 8269 | 9181 | 9923 | 7541 | 8291 | 9203 | 9941 | 7547 | 8293 | 9221 | 9949 | 7549 | 8363 | 9227 | | 7573 | 8387 | 9283 | | | | Табл. 17-2. | | | Отводные последовательности для FCSR максимальной длины | (32, 6, 3, 2) | (32, 29, 19, 2) | (64, 27, 22, 2) | (64, 49, 19, 2) | (32, 7, 5, 2) | (32, 29, 20, 2) | (64, 28, 19, 2) | (64, 49, 20, 2) | (32, 8, 3, 2) | (32, 30, 3, 2) | (64, 28, 25, 2) | (64,52,29,2) | (32, 13, 8, 2) | (32, 30, 7, 2) | (64, 29, 16, 2) | (64,53,8,2) | (32, 13, 12, 2) | (32, 31, 5, 2) | (64, 29, 28, 2) | (64, 53, 43, 2) | (32, 15, 6, 2) | (32, 31, 9, 2) | (64, 31, 12, 2) | (64, 56, 39, 2) | (32, 16, 2, 1) | (32, 31, 30, 2) | (64, 32, 21, 2) | (64, 56, 45, 2) | (32, 16, 3, 2) | | (64, 35, 29, 2) | (64, 59, 5, 2) | (32, 16, 5, 2) | (64, 3, 2, 1) | (64, 36, 7, 2) | (64, 59, 8, 2) | (32, 17, 5, 2) | (64,14,3,2) | (64, 37, 2, 1) | (64, 59, 28, 2) | (32, 19, 2, 1) | (64,15,8,2) | (64, 37, 1 1, 2) | (64, 59, 38, 2) | (32, 19, 5, 2) | (64, 17, 2, 1) | (64,39,4,2) | (64,59,44,2) | (32, 19, 9, 2) | (64, 17, 9, 2) | (64, 39, 25, 2) | (64, 60, 49, 2) | (32, 19, 12, 2) | (64, 17, 16, 2) | (64, 41, 5, 2) | (64, 61, 51, 2) | (32, 19, 17, 2) | (64, 19, 2, 1) | (64, 41, 1 1, 2) | (64, 63, 8, 2) | (32, 20, 17, 2) | (64, 19, 18, 2) | (64,41,27,2) | (64, 63, 13, 2) | (32, 21, 9, 2) | (64, 24, 19, 2) | (64, 43, 21, 2) | (64, 63, 61, 2) | (32, 21, 15, 2) | (64, 25, 3, 2) | (64, 43, 28, 2) | | (32,23,8,2) | (64,25,4,2) | (64, 45, 28, 2) | (96, 15, 5. 2) | (32, 23, 21, 2) | (64, 25, 1 1, 2) | (64, 45, 41, 2) | (96, 21, 17, 2) | (32, 25, 5, 2) | (64, 25, 19, 2) | (64, 47, 5, 2) | (96, 25, 19, 2) | (32, 25, 12, 2) | (64, 27, 5, 2) | (64, 47, 21, 2) | (96, 25, 20, 2) | (32,27,25,2) | (64, 27, 16, 2) | (64, 47, 30, 2) | (96, 29, 15, 2) |
(96, 29, 17, 2) | (96, 77, 31, 2) | (128, 43, 25, 2) | (128,97,75,2) | (96, 30, 3, 2) | (96, 77, 32, 2) | (128,43,42,2) | (128, 99, 13, 2) | (96, 32, 21, 2) | (96, 77, 33, 2) | (128,45,17,2) | (128, 99, 14, 2) | (96, 32, 27, 2) | (96,77,71,2) | (128,45,27,2) | (128, 99, 26, 2) | (96,33,5,2) | (96,78,39,2) | (128, 49, 9, 2) | (128, 99, 54, 2) | (96, 35, 17, 2) | (96, 79, 4, 2) | (128, 51, 9, 2) | (128, 99, 56, 2) | (96, 35, 33, 2) | (96, 81, 80, 2) | (128, 54, 51, 2) | (128, 99, 78, 2) | (96, 39, 21, 2) | (96, 83, 14, 2) | (128, 55, 45, 2) | (128, 100, 13, 2) | (96,40,25,2) | (96, 83, 26, 2) | (128, 56, 15, 2) | (128, 100, 39, 2) | (96, 41, 12, 2) | (96, 83, 54, 2) | (128, 56, 19, 2) | (128,101,44,2) | (96, 41, 27, 2) | (96, 83, 60, 2) | (128,56,55,2) | (128, 101, 97, 2) | (96, 41, 35, 2) | (96, 83, 65, 2) | (128, 57, 21, 2) | (128, 103, 46, 2) | (96, 42, 35, 2) | (96, 83, 78, 2) | (128, 57, 37, 2) | (128, 104, 13, 2) | (96, 43, 14, 2) | (96, 84, 65, 2) | (128, 59, 29, 2) | (128, 104, 19, 2) | (96, 44, 23, 2) | (96, 85, 17, 2) | (128, 59, 49, 2) | (128, 104, 35, 2) | (96, 45, 41, 2) | (96, 85, 31, 2) | (128, 60, 57, 2) | (128,105,7,2) | (96, 47, 36, 2) | (96, 85, 76, 2) | (128,61,9,2) | (128, 105, 11, 2) | (96, 49, 31, 2) | (96,85,79,2) | (128, 61, 23, 2) | (128, 105, 31, 2) | (96,51,30,2) | (96,86,39,2) | (128, 61, 52, 2) | (128, 105, 48, 2) | (96,53,17,2) | (96,86,71,2) | (128, 63, 40, 2) | (128, 107, 40, 2) | (96, 53, 19, 2) | (96, 87, 9, 2) | (128, 63, 62, 2) | (128, 107, 62, 2) | (96, 53, 32, 2) | (96, 87, 44, 2) | (128, 67, 41, 2) | (128, 107, 102, 2) | (96, 53, 48, 2) | (96, 87, 45, 2) | (128, 69, 33, 2) | (128, 108, 35, 2) | (96, 54, 15, 2) | (96, 88, 19, 2) | (128, 71, 53, 2) | (128,108,73,2) | (96, 55, 44, 2) | (96, 88, 35, 2) | (128, 72, 15, 2) | (128,108,75,2) | (96, 55, 53, 2) | (96, 88, 43, 2) | (128,72,41,2) | (128,108,89,2) | (96, 56, 9, 2) | (96,88,79,2) | (128, 73, 5, 2) | (128, 109, 1 1, 2) | (96,56,51,2) | (96, 89, 35, 2) | (128, 73, 65, 2) | (128, 109, 108, 2) | (96, 57, 3, 2) | (96, 89, 51, 2) | (128, 73, 67, 2) | (128, 1 10, 23, 2) | (96, 57, 17, 2) | (96, 89, 69, 2) | (128, 75, 13, 2) | (128, Ill, 61, 2) | (96, 57, 47, 2) | (96, 89, 87, 2) | (128, 80, 39, 2) | (128, 113, 59, 2) | (96, 58, 35, 2) | (96, 92, 51, 2) | (128,80,53,2) | (128, 114, 83, 2) | (96, 59, 46, 2) | (96,92,71,2) | (128, 81, 55, 2) | (128,115,73,2) | (96, 60, 29, 2) | (96, 93, 32, 2) | (128, 82, 67, 2) | (128, 117, 105, 2) | (96, 60, 41, 2) | (96, 93, 39, 2) | (128, 83, 60, 2) | (128, 119, 30, 2) | (96, 60, 45, 2) | (96, 94, 35, 2) | (128, 83, 61, 2) | (128, 119, 101, 2) | (96, 61, 17, 2) | (96, 95, 4, 2) | (128, 83, 77, 2) | (128, 120, 9, 2) | (96, 63, 20, 2) | (96, 95, 16, 2) | (128, 84, 15, 2) | (128, 120, 27, 2) | (96, 65, 12, 2) | (96, 95, 32, 2) | (128, 84, 43, 2) | (128,120,37,2) | (96, 65, 39, 2) | (96, 95, 44, 2) | (128,85,63,2) | (128, 120, 41, 2) | (96, 65, 51, 2) | (96, 95, 45, 2) | (128,87,57,2) | (128, 120, 79, 2) | (96, 67, 5, 2) | | (128,87,81,2) | (128, 120, 81, 2) | (96, 67, 25, 2) | (128, 5, 4, 2) | (128, 89, 81, 2) | (128, 121, 5, 2) | (96,67,34,2) | (128, 15, 4, 2) | (128, 90, 43, 2) | (128, 121, 67, 2) | (96, 68, 5, 2) | (128, 21, 19, 2) | (128, 91, 9, 2) | (128, 121, 95, 2) | (96, 68, 19, 2) | (128, 25, 5, 2) | (128, 91, 13, 2) | (128, 121, 96, 2) | (96, 69, 17, 2) | (128, 26, 11, 2) | (128, 91, 44, 2) | (128, 123, 40, 2) | (96,69,36,2) | (128,27,25,2) | (128, 92, 35, 2) | (128,123,78,2) | (96, 70, 23, 2) | (128, 31, 25, 2) | (128,95,94,2) | (128, 124, 41, 2) | (96, 71, 6, 2) | (128, 33, 21, 2) | (128, 96, 23, 2) | (128, 124, 69, 2) | (96, 71, 40, 2) | (128, 35, 22, 2) | (128, 96, 61, 2) | (128, 124, 81, 2) | (96, 72, 53, 2) | (128, 37, 8, 2) | (128, 97, 25, 2) | (128, 125, 33, 2) | (96, 73, 32, 2) | (128, 41, 12, 2) | (128, 97, 68, 2) | (128, 125, 43, 2) | (96, 77, 27, 2) | (128, 42, 35, 2) | (128, 97, 72, 2) | (128,127,121,2) |
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