/******************************************************************* DCT coefficient table 'B-14' module *******************************************************************/ #define B14_C #include "b14.h" int read_dct_coefficient_b14(VIDEO_STREAM *in, short *level, unsigned char *run); static int eob(VIDEO_STREAM *in, short *level, unsigned char *run); static int esc(VIDEO_STREAM *in, short *level, unsigned char *run); static int l9b(VIDEO_STREAM *in, short *level, unsigned char *run); static int o9b(VIDEO_STREAM *in, short *level, unsigned char *run); int read_dct_coefficient_b14(VIDEO_STREAM *in, short *level, unsigned char *run) { int code; static const rdc table[] = { o9b, esc, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, eob, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, l9b, }; code = read_bits(in, 6); return table[code](in, level, run); } static int eob(VIDEO_STREAM *in, short *level, unsigned char *run) { erase_bits(in, 2); return 0; } static int esc(VIDEO_STREAM *in, short *level, unsigned char *run) { erase_bits(in, 6); read_fixed_length_dct_coefficient(in, level, run); return 1; } static int l9b(VIDEO_STREAM *in, short *level, unsigned char *run) { int code; static const DCT_COEFFICIENT_VLC_ELEMENT table[] = { {2,2,8},{2,2,8},{-2,2,8},{-2,2,8},{1,9,8},{1,9,8},{-1,9,8},{-1,9,8}, {4,0,8},{4,0,8},{-4,0,8},{-4,0,8},{1,8,8},{1,8,8},{-1,8,8},{-1,8,8}, {1,7,7},{1,7,7},{1,7,7},{1,7,7},{-1,7,7},{-1,7,7},{-1,7,7},{-1,7,7}, {1,6,7},{1,6,7},{1,6,7},{1,6,7},{-1,6,7},{-1,6,7},{-1,6,7},{-1,6,7}, {2,1,7},{2,1,7},{2,1,7},{2,1,7},{-2,1,7},{-2,1,7},{-2,1,7},{-2,1,7}, {1,5,7},{1,5,7},{1,5,7},{1,5,7},{-1,5,7},{-1,5,7},{-1,5,7},{-1,5,7}, {1,13,9},{-1,13,9},{6,0,9},{-6,0,9},{1,12,9},{-1,12,9},{1,11,9},{-1,11,9}, {2,3,9},{-2,3,9},{3,1,9},{-3,1,9},{5,0,9},{-5,0,9},{1,10,9},{-1,10,9}, {3,0,6},{3,0,6},{3,0,6},{3,0,6},{3,0,6},{3,0,6},{3,0,6},{3,0,6}, {-3,0,6},{-3,0,6},{-3,0,6},{-3,0,6},{-3,0,6},{-3,0,6},{-3,0,6},{-3,0,6}, {1,4,6},{1,4,6},{1,4,6},{1,4,6},{1,4,6},{1,4,6},{1,4,6},{1,4,6}, {-1,4,6},{-1,4,6},{-1,4,6},{-1,4,6},{-1,4,6},{-1,4,6},{-1,4,6},{-1,4,6}, {1,3,6},{1,3,6},{1,3,6},{1,3,6},{1,3,6},{1,3,6},{1,3,6},{1,3,6}, {-1,3,6},{-1,3,6},{-1,3,6},{-1,3,6},{-1,3,6},{-1,3,6},{-1,3,6},{-1,3,6}, {2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5}, {2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5},{2,0,5}, {-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5}, {-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5},{-2,0,5}, {1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5}, {1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5},{1,2,5}, {-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5}, {-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5},{-1,2,5}, {1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4}, {1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4}, {1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4}, {1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4},{1,1,4}, {-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4}, {-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4}, {-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4}, {-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4},{-1,1,4}, {0,0,3},{0,0,3},{0,0,3},{0,0,3},{0,0,3},{0,0,3},{0,0,3},{0,0,3}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0},{0,0,0}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3},{1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, {-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3},{-1,0,3}, }; code = read_bits(in, 9); code -= 16; *run = table[code].run; *level = table[code].level; erase_bits(in, table[code].length); return 1; } static int o9b(VIDEO_STREAM *in, short *level, unsigned char *run) { int code; static const DCT_COEFFICIENT_VLC_ELEMENT table[] = { {18,1,17},{-18,1,17},{17,1,17},{-17,1,17},{16,1,17},{-16,1,17},{15,1,17},{-15,1,17}, {3,6,17},{-3,6,17},{2,16,17},{-2,16,17},{2,15,17},{-2,15,17},{2,14,17},{-2,14,17}, {2,13,17},{-2,13,17},{2,12,17},{-2,12,17},{2,11,17},{-2,11,17},{1,31,17},{-1,31,17}, {1,30,17},{-1,30,17},{1,29,17},{-1,29,17},{1,28,17},{-1,28,17},{1,27,17},{-1,27,17}, {40,0,16},{40,0,16},{-40,0,16},{-40,0,16},{39,0,16},{39,0,16},{-39,0,16},{-39,0,16}, {38,0,16},{38,0,16},{-38,0,16},{-38,0,16},{37,0,16},{37,0,16},{-37,0,16},{-37,0,16}, {36,0,16},{36,0,16},{-36,0,16},{-36,0,16},{35,0,16},{35,0,16},{-35,0,16},{-35,0,16}, {34,0,16},{34,0,16},{-34,0,16},{-34,0,16},{33,0,16},{33,0,16},{-33,0,16},{-33,0,16}, {32,0,16},{32,0,16},{-32,0,16},{-32,0,16},{14,1,16},{14,1,16},{-14,1,16},{-14,1,16}, {13,1,16},{13,1,16},{-13,1,16},{-13,1,16},{12,1,16},{12,1,16},{-12,1,16},{-12,1,16}, {11,1,16},{11,1,16},{-11,1,16},{-11,1,16},{10,1,16},{10,1,16},{-10,1,16},{-10,1,16}, {9,1,16},{9,1,16},{-9,1,16},{-9,1,16},{8,1,16},{8,1,16},{-8,1,16},{-8,1,16}, {31,0,15},{31,0,15},{31,0,15},{31,0,15},{-31,0,15},{-31,0,15},{-31,0,15},{-31,0,15}, {30,0,15},{30,0,15},{30,0,15},{30,0,15},{-30,0,15},{-30,0,15},{-30,0,15},{-30,0,15}, {29,0,15},{29,0,15},{29,0,15},{29,0,15},{-29,0,15},{-29,0,15},{-29,0,15},{-29,0,15}, {28,0,15},{28,0,15},{28,0,15},{28,0,15},{-28,0,15},{-28,0,15},{-28,0,15},{-28,0,15}, {27,0,15},{27,0,15},{27,0,15},{27,0,15},{-27,0,15},{-27,0,15},{-27,0,15},{-27,0,15}, {26,0,15},{26,0,15},{26,0,15},{26,0,15},{-26,0,15},{-26,0,15},{-26,0,15},{-26,0,15}, {25,0,15},{25,0,15},{25,0,15},{25,0,15},{-25,0,15},{-25,0,15},{-25,0,15},{-25,0,15}, {24,0,15},{24,0,15},{24,0,15},{24,0,15},{-24,0,15},{-24,0,15},{-24,0,15},{-24,0,15}, {23,0,15},{23,0,15},{23,0,15},{23,0,15},{-23,0,15},{-23,0,15},{-23,0,15},{-23,0,15}, {22,0,15},{22,0,15},{22,0,15},{22,0,15},{-22,0,15},{-22,0,15},{-22,0,15},{-22,0,15}, {21,0,15},{21,0,15},{21,0,15},{21,0,15},{-21,0,15},{-21,0,15},{-21,0,15},{-21,0,15}, {20,0,15},{20,0,15},{20,0,15},{20,0,15},{-20,0,15},{-20,0,15},{-20,0,15},{-20,0,15}, {19,0,15},{19,0,15},{19,0,15},{19,0,15},{-19,0,15},{-19,0,15},{-19,0,15},{-19,0,15}, {18,0,15},{18,0,15},{18,0,15},{18,0,15},{-18,0,15},{-18,0,15},{-18,0,15},{-18,0,15}, {17,0,15},{17,0,15},{17,0,15},{17,0,15},{-17,0,15},{-17,0,15},{-17,0,15},{-17,0,15}, {16,0,15},{16,0,15},{16,0,15},{16,0,15},{-16,0,15},{-16,0,15},{-16,0,15},{-16,0,15}, {2,10,14},{2,10,14},{2,10,14},{2,10,14},{2,10,14},{2,10,14},{2,10,14},{2,10,14}, {-2,10,14},{-2,10,14},{-2,10,14},{-2,10,14},{-2,10,14},{-2,10,14},{-2,10,14},{-2,10,14}, {2,9,14},{2,9,14},{2,9,14},{2,9,14},{2,9,14},{2,9,14},{2,9,14},{2,9,14}, {-2,9,14},{-2,9,14},{-2,9,14},{-2,9,14},{-2,9,14},{-2,9,14},{-2,9,14},{-2,9,14}, {3,5,14},{3,5,14},{3,5,14},{3,5,14},{3,5,14},{3,5,14},{3,5,14},{3,5,14}, {-3,5,14},{-3,5,14},{-3,5,14},{-3,5,14},{-3,5,14},{-3,5,14},{-3,5,14},{-3,5,14}, {4,3,14},{4,3,14},{4,3,14},{4,3,14},{4,3,14},{4,3,14},{4,3,14},{4,3,14}, {-4,3,14},{-4,3,14},{-4,3,14},{-4,3,14},{-4,3,14},{-4,3,14},{-4,3,14},{-4,3,14}, {5,2,14},{5,2,14},{5,2,14},{5,2,14},{5,2,14},{5,2,14},{5,2,14},{5,2,14}, {-5,2,14},{-5,2,14},{-5,2,14},{-5,2,14},{-5,2,14},{-5,2,14},{-5,2,14},{-5,2,14}, {7,1,14},{7,1,14},{7,1,14},{7,1,14},{7,1,14},{7,1,14},{7,1,14},{7,1,14}, {-7,1,14},{-7,1,14},{-7,1,14},{-7,1,14},{-7,1,14},{-7,1,14},{-7,1,14},{-7,1,14}, {6,1,14},{6,1,14},{6,1,14},{6,1,14},{6,1,14},{6,1,14},{6,1,14},{6,1,14}, {-6,1,14},{-6,1,14},{-6,1,14},{-6,1,14},{-6,1,14},{-6,1,14},{-6,1,14},{-6,1,14}, {15,0,14},{15,0,14},{15,0,14},{15,0,14},{15,0,14},{15,0,14},{15,0,14},{15,0,14}, {-15,0,14},{-15,0,14},{-15,0,14},{-15,0,14},{-15,0,14},{-15,0,14},{-15,0,14},{-15,0,14}, {14,0,14},{14,0,14},{14,0,14},{14,0,14},{14,0,14},{14,0,14},{14,0,14},{14,0,14}, {-14,0,14},{-14,0,14},{-14,0,14},{-14,0,14},{-14,0,14},{-14,0,14},{-14,0,14},{-14,0,14}, {13,0,14},{13,0,14},{13,0,14},{13,0,14},{13,0,14},{13,0,14},{13,0,14},{13,0,14}, {-13,0,14},{-13,0,14},{-13,0,14},{-13,0,14},{-13,0,14},{-13,0,14},{-13,0,14},{-13,0,14}, {12,0,14},{12,0,14},{12,0,14},{12,0,14},{12,0,14},{12,0,14},{12,0,14},{12,0,14}, {-12,0,14},{-12,0,14},{-12,0,14},{-12,0,14},{-12,0,14},{-12,0,14},{-12,0,14},{-12,0,14}, {1,26,14},{1,26,14},{1,26,14},{1,26,14},{1,26,14},{1,26,14},{1,26,14},{1,26,14}, {-1,26,14},{-1,26,14},{-1,26,14},{-1,26,14},{-1,26,14},{-1,26,14},{-1,26,14},{-1,26,14}, {1,25,14},{1,25,14},{1,25,14},{1,25,14},{1,25,14},{1,25,14},{1,25,14},{1,25,14}, {-1,25,14},{-1,25,14},{-1,25,14},{-1,25,14},{-1,25,14},{-1,25,14},{-1,25,14},{-1,25,14}, {1,24,14},{1,24,14},{1,24,14},{1,24,14},{1,24,14},{1,24,14},{1,24,14},{1,24,14}, {-1,24,14},{-1,24,14},{-1,24,14},{-1,24,14},{-1,24,14},{-1,24,14},{-1,24,14},{-1,24,14}, {1,23,14},{1,23,14},{1,23,14},{1,23,14},{1,23,14},{1,23,14},{1,23,14},{1,23,14}, {-1,23,14},{-1,23,14},{-1,23,14},{-1,23,14},{-1,23,14},{-1,23,14},{-1,23,14},{-1,23,14}, {1,22,14},{1,22,14},{1,22,14},{1,22,14},{1,22,14},{1,22,14},{1,22,14},{1,22,14}, {-1,22,14},{-1,22,14},{-1,22,14},{-1,22,14},{-1,22,14},{-1,22,14},{-1,22,14},{-1,22,14}, {11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13}, {11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13},{11,0,13}, {-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13}, {-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13},{-11,0,13}, {2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13}, {2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13},{2,8,13}, {-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13}, {-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13},{-2,8,13}, {3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13}, {3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13},{3,4,13}, {-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13}, {-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13},{-3,4,13}, {10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13}, {10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13},{10,0,13}, {-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13}, {-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13},{-10,0,13}, {4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13}, {4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13},{4,2,13}, {-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13}, {-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13},{-4,2,13}, 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{3,2,11},{3,2,11},{3,2,11},{3,2,11},{3,2,11},{3,2,11},{3,2,11},{3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11},{-3,2,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11},{4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11},{-4,1,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11},{1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11},{-1,15,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11},{1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11},{-1,14,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11},{2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, {-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11},{-2,4,11}, }; code = read_bits(in, 17); code -= 32; *run = table[code].run; *level = table[code].level; erase_bits(in, table[code].length); return 1; }